diff --git a/.devcontainer/Dockerfile b/.devcontainer/Dockerfile
deleted file mode 100644
index 7159a0b..0000000
--- a/.devcontainer/Dockerfile
+++ /dev/null
@@ -1,6 +0,0 @@
-FROM mcr.microsoft.com/vscode/devcontainers/ruby:0-2.7-bullseye
-
-RUN wget https://github.com/errata-ai/vale/releases/download/v2.21.0/vale_2.21.0_Linux_64-bit.tar.gz -O /tmp/vale.tar.gz \
- && cd /usr/local/bin \
- && tar xf /tmp/vale.tar.gz \
- && rm /tmp/vale.tar.gz
\ No newline at end of file
diff --git a/.devcontainer/devcontainer.json b/.devcontainer/devcontainer.json
index 1d206de..45f0ca2 100644
--- a/.devcontainer/devcontainer.json
+++ b/.devcontainer/devcontainer.json
@@ -1,13 +1,19 @@
-// For format details, see https://aka.ms/devcontainer.json. For config options, see the README at:
-// https://github.com/microsoft/vscode-dev-containers/tree/v0.245.0/containers/ruby
+// For format details, see https://aka.ms/devcontainer.json. For config options, see the
+// README at: https://github.com/devcontainers/templates/tree/main/src/typescript-node
 {
-	"name": "Ruby",
-	"build": {
-		"dockerfile": "Dockerfile"
-	},
+	"name": "Node.js & TypeScript",
+	"image": "mcr.microsoft.com/devcontainers/typescript-node:1-22-bookworm",
 	"runArgs": ["--userns=keep-id"],
-
-	"remoteUser": "vscode",
-	"containerUser": "vscode",
-	"workspaceMount": "source=${localWorkspaceFolder},target=/workspaces/${localWorkspaceFolderBasename},type=bind,Z"
+	"containerUser": "node",
+	"containerEnv": {
+		"HOME": "/home/node"
+	},
+	"customizations": {
+		"vscode": {
+			"extensions": [
+				"ChrisChinchilla.vale-vscode"
+			]
+		}
+	},
+	"onCreateCommand": "bash -c 'mkdir -p ~/.local/bin && wget -qO- https://github.com/errata-ai/vale/releases/download/v2.21.0/vale_2.21.0_Linux_64-bit.tar.gz | tar xz -C ~/.local/bin'"
 }
diff --git a/.gitignore b/.gitignore
index 508b6b2..deef8ab 100644
--- a/.gitignore
+++ b/.gitignore
@@ -1,8 +1,21 @@
-_site/
-.swp
-.sass-cache/
-.jekyll-metadata
-.bundle/
-vendor/
-.styles/
-.vscode/
+# Dependencies
+/node_modules
+
+# Production
+/build
+
+# Generated files
+.docusaurus
+.cache-loader
+
+# Misc
+.DS_Store
+.env.local
+.env.development.local
+.env.test.local
+.env.production.local
+.styles
+
+npm-debug.log*
+yarn-debug.log*
+yarn-error.log*
diff --git a/.vale.ini b/.vale.ini
index 777f626..13dfdfe 100644
--- a/.vale.ini
+++ b/.vale.ini
@@ -2,6 +2,6 @@ StylesPath = .styles
 MinAlertLevel = suggestion
 Packages = Microsoft, write-good
 
-[*]
+[*.{md,mdx}]
 BasedOnStyles = Vale, Microsoft, write-good
 write-good.E-Prime = NO
\ No newline at end of file
diff --git a/404.html b/404.html
deleted file mode 100644
index 3969180..0000000
--- a/404.html
+++ /dev/null
@@ -1,24 +0,0 @@
----
-layout: page
----
-
-<style type="text/css" media="screen">
-  .container {
-    margin: 10px auto;
-    max-width: 600px;
-    text-align: center;
-  }
-  h1 {
-    margin: 30px 0;
-    font-size: 4em;
-    line-height: 1;
-    letter-spacing: -1px;
-  }
-</style>
-
-<div class="container">
-  <h1>404</h1>
-
-  <p><strong>Page not found :(</strong></p>
-  <p>The requested page could not be found.</p>
-</div>
diff --git a/CNAME b/CNAME
deleted file mode 100644
index 8875e7a..0000000
--- a/CNAME
+++ /dev/null
@@ -1 +0,0 @@
-speice.io
diff --git a/Gemfile b/Gemfile
deleted file mode 100644
index 3031ef3..0000000
--- a/Gemfile
+++ /dev/null
@@ -1,29 +0,0 @@
-source "https://rubygems.org"
-
-# Hello! This is where you manage which Jekyll version is used to run.
-# When you want to use a different version, change it below, save the
-# file and run `bundle install`. Run Jekyll with `bundle exec`, like so:
-#
-#     bundle exec jekyll serve
-#
-# This will help ensure the proper Jekyll version is running.
-# Happy Jekylling!
-gem "jekyll", "~> 3.8.3"
-
-gem "texture"
-
-# If you want to use GitHub Pages, remove the "gem "jekyll"" above and
-# uncomment the line below. To upgrade, run `bundle update github-pages`.
-# gem "github-pages", group: :jekyll_plugins
-
-# If you have any plugins, put them here!
-group :jekyll_plugins do
-  gem "jekyll-feed", "~> 0.6"
-  gem "jekyll-remote-theme"
-end
-
-# Windows does not include zoneinfo files, so bundle the tzinfo-data gem
-gem "tzinfo-data", platforms: [:mingw, :mswin, :x64_mingw, :jruby]
-
-# Performance-booster for watching directories on Windows
-gem "wdm", "~> 0.1.0" if Gem.win_platform?
diff --git a/Gemfile.lock b/Gemfile.lock
deleted file mode 100644
index 310c738..0000000
--- a/Gemfile.lock
+++ /dev/null
@@ -1,78 +0,0 @@
-GEM
-  remote: https://rubygems.org/
-  specs:
-    addressable (2.7.0)
-      public_suffix (>= 2.0.2, < 5.0)
-    colorator (1.1.0)
-    concurrent-ruby (1.1.6)
-    em-websocket (0.5.1)
-      eventmachine (>= 0.12.9)
-      http_parser.rb (~> 0.6.0)
-    eventmachine (1.2.7)
-    ffi (1.12.2)
-    forwardable-extended (2.6.0)
-    http_parser.rb (0.6.0)
-    i18n (0.9.5)
-      concurrent-ruby (~> 1.0)
-    jekyll (3.8.6)
-      addressable (~> 2.4)
-      colorator (~> 1.0)
-      em-websocket (~> 0.5)
-      i18n (~> 0.7)
-      jekyll-sass-converter (~> 1.0)
-      jekyll-watch (~> 2.0)
-      kramdown (~> 1.14)
-      liquid (~> 4.0)
-      mercenary (~> 0.3.3)
-      pathutil (~> 0.9)
-      rouge (>= 1.7, < 4)
-      safe_yaml (~> 1.0)
-    jekyll-feed (0.13.0)
-      jekyll (>= 3.7, < 5.0)
-    jekyll-remote-theme (0.4.2)
-      addressable (~> 2.0)
-      jekyll (>= 3.5, < 5.0)
-      jekyll-sass-converter (>= 1.0, <= 3.0.0, != 2.0.0)
-      rubyzip (>= 1.3.0, < 3.0)
-    jekyll-sass-converter (1.5.2)
-      sass (~> 3.4)
-    jekyll-seo-tag (2.6.1)
-      jekyll (>= 3.3, < 5.0)
-    jekyll-watch (2.2.1)
-      listen (~> 3.0)
-    kramdown (1.17.0)
-    liquid (4.0.3)
-    listen (3.2.1)
-      rb-fsevent (~> 0.10, >= 0.10.3)
-      rb-inotify (~> 0.9, >= 0.9.10)
-    mercenary (0.3.6)
-    pathutil (0.16.2)
-      forwardable-extended (~> 2.6)
-    public_suffix (4.0.4)
-    rb-fsevent (0.10.3)
-    rb-inotify (0.10.1)
-      ffi (~> 1.0)
-    rouge (3.17.0)
-    rubyzip (2.3.0)
-    safe_yaml (1.0.5)
-    sass (3.7.4)
-      sass-listen (~> 4.0.0)
-    sass-listen (4.0.0)
-      rb-fsevent (~> 0.9, >= 0.9.4)
-      rb-inotify (~> 0.9, >= 0.9.7)
-    texture (0.3)
-      jekyll (~> 3.7)
-      jekyll-seo-tag (~> 2.1)
-
-PLATFORMS
-  ruby
-
-DEPENDENCIES
-  jekyll (~> 3.8.3)
-  jekyll-feed (~> 0.6)
-  jekyll-remote-theme
-  texture
-  tzinfo-data
-
-BUNDLED WITH
-   2.1.4
diff --git a/README.md b/README.md
new file mode 100644
index 0000000..0c6c2c2
--- /dev/null
+++ b/README.md
@@ -0,0 +1,41 @@
+# Website
+
+This website is built using [Docusaurus](https://docusaurus.io/), a modern static website generator.
+
+### Installation
+
+```
+$ yarn
+```
+
+### Local Development
+
+```
+$ yarn start
+```
+
+This command starts a local development server and opens up a browser window. Most changes are reflected live without having to restart the server.
+
+### Build
+
+```
+$ yarn build
+```
+
+This command generates static content into the `build` directory and can be served using any static contents hosting service.
+
+### Deployment
+
+Using SSH:
+
+```
+$ USE_SSH=true yarn deploy
+```
+
+Not using SSH:
+
+```
+$ GIT_USER=<Your GitHub username> yarn deploy
+```
+
+If you are using GitHub pages for hosting, this command is a convenient way to build the website and push to the `gh-pages` branch.
diff --git a/_config.yml b/_config.yml
deleted file mode 100644
index 9f9c8cd..0000000
--- a/_config.yml
+++ /dev/null
@@ -1,44 +0,0 @@
-# Welcome to Jekyll!
-#
-# This config file is meant for settings that affect your whole blog, values
-# which you are expected to set up once and rarely edit after that. If you find
-# yourself editing this file very often, consider using Jekyll's data files
-# feature for the data you need to update frequently.
-#
-# For technical reasons, this file is *NOT* reloaded automatically when you use
-# 'bundle exec jekyll serve'. If you change this file, please restart the server process.
-
-# Site settings
-# These are used to personalize your new site. If you look in the HTML files,
-# you will see them accessed via {{ site.title }}, {{ site.email }}, and so on.
-# You can create any custom variable you would like, and they will be accessible
-# in the templates via {{ site.myvariable }}.
-title: speice.io
-description: The Old Speice Guy
-email: bradlee@speice.io
-baseurl: "" # the subpath of your site, e.g. /blog
-url: "https://speice.io/" # the base hostname & protocol for your site, e.g. http://example.com
-github_username:  bspeice
-
-# Build settings
-markdown: kramdown
-# theme: texture
-remote_theme: thelehhman/texture
-plugins:
-  - jekyll-feed
-  - jekyll-remote-theme
-
-include: [_pages]
-permalink: /:year/:month/:title.html
-
-# Exclude from processing.
-# The following items will not be processed, by default. Create a custom list
-# to override the default setting.
-# exclude:
-#   - Gemfile
-#   - Gemfile.lock
-#   - node_modules
-#   - vendor/bundle/
-#   - vendor/cache/
-#   - vendor/gems/
-#   - vendor/ruby/
diff --git a/_includes/footer.html b/_includes/footer.html
deleted file mode 100644
index 4d3c143..0000000
--- a/_includes/footer.html
+++ /dev/null
@@ -1,23 +0,0 @@
-{% if page.layout == 'post' %}
-{% comment %}Thanks to https://www.bytedude.com/jekyll-previous-and-next-posts/{% endcomment %}
-<div class="container">
-    <hr>
-    <div class="post-nav">
-        <div>
-            {% if page.previous.url %}
-            <a href="{{page.previous.url}}">&laquo;&nbsp;{{page.previous.title}}</a>
-            {% endif %}
-        </div>
-        <div class="post-nav-next">
-            {% if page.next.url %}
-            <a href="{{page.next.url}}">{{page.next.title}}&nbsp;&raquo;</a>
-            {% endif %}
-        </div>
-    </div>
-</div>
-
-
-<script type="text/javascript"
-    src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.1/MathJax.js?config=TeX-AMS-MML_HTMLorMML">
-    </script>
-{% endif %}
\ No newline at end of file
diff --git a/_includes/head.html b/_includes/head.html
deleted file mode 100644
index ec0f85d..0000000
--- a/_includes/head.html
+++ /dev/null
@@ -1,7 +0,0 @@
-<meta charset="UTF-8">
-<meta name="viewport" content="width=device-width, initial-scale=1.0">
-<meta http-equiv="X-UA-Compatible" content="ie=edge">
-<link rel="stylesheet" href="{{ "/assets/css/style.css" | relative_url }}">
-<link rel="stylesheet" href="{{ "/assets/css/fonts.css" | prepend: site.baseurl }}">
-<title>{{ page.title | default: site.title }}</title>
-{% seo %}
\ No newline at end of file
diff --git a/_includes/nav.html b/_includes/nav.html
deleted file mode 100644
index 14ca138..0000000
--- a/_includes/nav.html
+++ /dev/null
@@ -1,7 +0,0 @@
-<div class="navbar">
-    <a href="{{ "/" | prepend: site.baseurl }}">Home</a>
-    <span class="separator"></span>
-    <a href="{{ "/about/" | prepend: site.baseurl }}">About</a>
-    <span class="separator"></span>
-    <a href="{{ "/feed.xml" | prepend: site.baseurl }}">RSS</a>
-</div>
\ No newline at end of file
diff --git a/_includes/page_header.html b/_includes/page_header.html
deleted file mode 100644
index e486090..0000000
--- a/_includes/page_header.html
+++ /dev/null
@@ -1,15 +0,0 @@
-<div class="container">
-    <h2>{{ site.title }}</h1>
-    <h1>{{ site.description }}</h2>
-    <ul class="social">
-        {%- if site.texture.social_links.github -%}
-            <a href="https://github.com/{{ site.texture.social_links.github }}"><li><i class="icon-github-circled"></i></li></a>
-        {%- endif -%}
-        {%- if site.texture.social_links.linkedIn -%}
-            <a href="https://linkedin.com/{{ site.texture.social_links.linkedIn }}"><li><i class="icon-linkedin-squared"></i></li></a>
-        {%- endif -%}
-        {%- if site.texture.social_links.twitter -%}
-            <a href="https://twitter.com/{{ site.texture.social_links.twitter }}"><li><i class="icon-twitter-squared"></i></li></a>
-        {%- endif -%}
-    </ul>
-</div>
\ No newline at end of file
diff --git a/_pages/about.md b/_pages/about.md
deleted file mode 100644
index 3f45159..0000000
--- a/_pages/about.md
+++ /dev/null
@@ -1,13 +0,0 @@
----
-layout: page
-title: About
-permalink: /about/
----
-
-Developer currently living in New York City.
-
-Best ways to get in contact:
-
-- Email: [bradlee@speice.io](mailto:bradlee@speice.io)
-- Github: [bspeice](https://github.com/bspeice)
-- LinkedIn: [bradleespeice](https://www.linkedin.com/in/bradleespeice/)
diff --git a/assets/css/fonts.css b/assets/css/fonts.css
deleted file mode 100644
index e07ecfc..0000000
--- a/assets/css/fonts.css
+++ /dev/null
@@ -1,15 +0,0 @@
-@font-face {
-    font-family: 'JetBrains Mono';
-    src: url('/assets/font/JetBrainsMono-Regular.woff2') format('woff2'),
-         url('/assets/font/JetBrainsMono-Regular.woff') format('woff');
-    font-weight: normal;
-    font-style: normal;
-}
-
-@font-face {
-    font-family: 'Lato';
-    src: url('/assets/font/lato-regular-webfont.woff2') format('woff2'),
-         url('/assets/font/lato-regular-webfont.woff') format('woff');
-    font-weight: normal;
-    font-style: normal;
-}
\ No newline at end of file
diff --git a/assets/css/style.scss b/assets/css/style.scss
deleted file mode 100644
index ea280e2..0000000
--- a/assets/css/style.scss
+++ /dev/null
@@ -1,119 +0,0 @@
----
----
-
-// Import the theme rules
-@import "theme";
-
-body {
-    max-width: 100%;
-    overflow-x: hidden;
-    font-family: 'Lato', sans-serif;
-}
-
-.navbar {
-    color: $gray;
-}
-
-.separator {
-    margin-right: .45rem;
-    margin-left: .25rem;
-    color: #000;
-    &:after {
-        content: '\00a0/';
-    }
-}
-
-header {
-    padding-top: 80px;
-    padding-bottom: 0;
-};
-
-header h1,h2 {
-    color: #000;
-}
-
-.post-description {
-    color: #555;
-}
-
-.post-container a {
-    color: #555;
-    border-bottom-color: $gray;
-    border-bottom-style: dotted;
-    border-bottom-width: 1px;
-
-    position: relative;
-    display: inline-block;
-    padding: 1px 1px;
-    transition: color ease 0.3s;
-
-    &::after {
-      content: '';
-      position: absolute;
-      z-index: -1;
-      width: 100%;
-      height: 0%;
-      left: 0;
-      bottom: 0;
-      background-color: $gray;
-      transition: all ease 0.3s;
-    }
-
-    &:hover {
-      color: #fff;
-      border-bottom-style: solid;
-      &::after {
-        height: 100%;
-      }
-    }
-}
-
-body pre {
-    font-size: 15px;
-}
-
-pre.highlight, code {
-    font-family: 'JetBrains Mono', monospace;
-}
-
-div.highlighter-rouge {
-    // Default theme uses `width: 100vw`, which while cool, does cause the page
-    // to exceed screen width and trigger horizontal scrolling. No bueno.
-    width: 99vw;
-}
-
-.post-date {
-    // On the front page, make sure titles don't force wrapping the date box content
-    text-align: right;
-    white-space: nowrap;
-}
-
-blockquote {
-    color: #555;
-    right: 100px;
-    margin-left: 0;
-    padding-left: 1.8rem;
-    border-left: 5px solid $gray;
-}
-
-.post-nav {
-    /* Insert your custom styling here. Example:
-
-       font-size: 14px;
-    */
-    display: flex;
-    margin-top: 1em;
-    margin-bottom: 1em;
-}
-.post-nav div {
-    /* flex-grow, flex-shrink, flex-basis */
-    flex: 1 1 0;
-}
-.post-nav-next {
-    text-align: right;
-}
-
-th, td {
-    border-bottom: 1px solid $gray;
-    padding: 0.75em;
-}
diff --git a/assets/font/JetBrainsMono-Regular.woff b/assets/font/JetBrainsMono-Regular.woff
deleted file mode 100644
index dc1d85f..0000000
Binary files a/assets/font/JetBrainsMono-Regular.woff and /dev/null differ
diff --git a/assets/font/JetBrainsMono-Regular.woff2 b/assets/font/JetBrainsMono-Regular.woff2
deleted file mode 100644
index fdf95dd..0000000
Binary files a/assets/font/JetBrainsMono-Regular.woff2 and /dev/null differ
diff --git a/assets/font/lato-regular-webfont.woff b/assets/font/lato-regular-webfont.woff
deleted file mode 100644
index 4fe6d31..0000000
Binary files a/assets/font/lato-regular-webfont.woff and /dev/null differ
diff --git a/assets/font/lato-regular-webfont.woff2 b/assets/font/lato-regular-webfont.woff2
deleted file mode 100644
index f7c4d26..0000000
Binary files a/assets/font/lato-regular-webfont.woff2 and /dev/null differ
diff --git a/babel.config.js b/babel.config.js
new file mode 100644
index 0000000..e00595d
--- /dev/null
+++ b/babel.config.js
@@ -0,0 +1,3 @@
+module.exports = {
+  presets: [require.resolve('@docusaurus/core/lib/babel/preset')],
+};
diff --git a/blog/2015-11-14-welcome/_article.md b/blog/2015-11-14-welcome/_article.md
new file mode 100644
index 0000000..29157af
--- /dev/null
+++ b/blog/2015-11-14-welcome/_article.md
@@ -0,0 +1,59 @@
+Title: Welcome, and an algorithm
+Date: 2015-11-19
+Tags: introduction, trading
+Modified: 2015-12-05
+Category: Blog
+
+
+Hello! Glad to meet you. I'm currently a student at Columbia University
+studying Financial Engineering, and want to give an overview of the projects
+I'm working on!
+
+To start things off, Columbia has been hosting a trading competition that
+myself and another partner are competing in. I'm including a notebook of the
+algorithm that we're using, just to give a simple overview of a miniature
+algorithm.
+
+The competition is scored in 3 areas:
+
+- Total return
+- [Sharpe ratio](1)
+- Maximum drawdown
+
+Our algorithm uses a basic momentum strategy: in the given list of potential
+portfolios, pick the stocks that have been performing well in the past 30
+days. Then, optimize for return subject to the drawdown being below a specific
+level. We didn't include the Sharpe ratio as a constraint, mostly because
+we were a bit late entering the competition.
+
+I'll be updating this post with the results of our algorithm as they come along!
+
+---
+
+**UPDATE 12/5/2015**: Now that the competition has ended, I wanted to update
+how the algorithm performed. Unfortunately, it didn't do very well. I'm planning
+to make some tweaks over the coming weeks, and do another forward test in January.
+
+- After week 1: Down .1%
+- After week 2: Down 1.4%
+- After week 3: Flat
+
+And some statistics for all teams participating in the competition:
+
+|                    |        |
+|--------------------|--------|
+| Max Return         | 74.1%  |
+| Min Return         | -97.4% |
+| Average Return     | -.1%   |
+| Std Dev of Returns | 19.6%  |
+
+---
+
+{% notebook 2015-11-14-welcome.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
+[1]: https://en.wikipedia.org/wiki/Sharpe_ratio
diff --git a/blog/2015-11-14-welcome/_notebook.ipynb b/blog/2015-11-14-welcome/_notebook.ipynb
new file mode 100644
index 0000000..2fab0a3
--- /dev/null
+++ b/blog/2015-11-14-welcome/_notebook.ipynb
@@ -0,0 +1,293 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Trading Competition Optimization\n",
+    "\n",
+    "### Goal: Max return given maximum Sharpe and Drawdown"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "from IPython.display import display\n",
+    "import Quandl\n",
+    "from datetime import datetime, timedelta\n",
+    "\n",
+    "tickers = ['XOM', 'CVX', 'CLB', 'OXY', 'SLB']\n",
+    "market_ticker = 'GOOG/NYSE_VOO'\n",
+    "lookback = 30\n",
+    "d_col = 'Close'\n",
+    "\n",
+    "data = {tick: Quandl.get('YAHOO/{}'.format(tick))[-lookback:] for tick in tickers}\n",
+    "market = Quandl.get(market_ticker)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Calculating the Return\n",
+    "We first want to know how much each ticker returned over the prior period."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'CLB': -0.0016320202164526894,\n",
+       " 'CVX': 0.0010319531629488911,\n",
+       " 'OXY': 0.00093418904454400551,\n",
+       " 'SLB': 0.00098431254720448159,\n",
+       " 'XOM': 0.00044165797556096868}"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "returns = {tick: data[tick][d_col].pct_change() for tick in tickers}\n",
+    "\n",
+    "display({tick: returns[tick].mean() for tick in tickers})"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Calculating the Sharpe ratio\n",
+    "Sharpe: ${R - R_M \\over \\sigma}$\n",
+    "\n",
+    "We use the average return over the lookback period, minus the market average return, over the ticker standard deviation to calculate the Sharpe. Shorting a stock turns a negative Sharpe positive."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'CLB': -0.10578734457846127,\n",
+       " 'CVX': 0.027303529817677398,\n",
+       " 'OXY': 0.022622210057414487,\n",
+       " 'SLB': 0.026950946344858676,\n",
+       " 'XOM': -0.0053519259698605499}"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "market_returns = market.pct_change()\n",
+    "\n",
+    "sharpe = lambda ret: (ret.mean() - market_returns[d_col].mean()) / ret.std()\n",
+    "sharpes = {tick: sharpe(returns[tick]) for tick in tickers}\n",
+    "\n",
+    "display(sharpes)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Calculating the drawdown\n",
+    "This one is easy - what is the maximum daily change over the lookback period? That is, because we will allow short positions, we are not concerned strictly with maximum downturn, but in general, what is the largest 1-day change?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{'CLB': 0.043551495607375035,\n",
+       " 'CVX': 0.044894389686214398,\n",
+       " 'OXY': 0.051424517867144637,\n",
+       " 'SLB': 0.034774627850375328,\n",
+       " 'XOM': 0.035851524605672758}"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "drawdown = lambda ret: ret.abs().max()\n",
+    "drawdowns = {tick: drawdown(returns[tick]) for tick in tickers}\n",
+    "\n",
+    "display(drawdowns)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Performing the optimization\n",
+    "\n",
+    "$\\begin{align}\n",
+    "max\\ \\ & \\mu \\cdot \\omega\\\\\n",
+    "s.t.\\ \\ & \\vec{1} \\omega = 1\\\\\n",
+    "& \\vec{S} \\omega \\ge s\\\\\n",
+    "& \\vec{D} \\cdot | \\omega | \\le d\\\\\n",
+    "& \\left|\\omega\\right| \\le l\\\\\n",
+    "\\end{align}$\n",
+    "\n",
+    "We want to maximize average return subject to having a full portfolio, Sharpe above a specific level, drawdown below a level, and leverage not too high - that is, don't have huge long/short positions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'Optimization terminated successfully.'"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "\"Holdings: [('XOM', 5.8337945679814904), ('CVX', 42.935064321851307), ('CLB', -124.5), ('OXY', 36.790387773552119), ('SLB', 39.940753336615096)]\""
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "'Expected Return: 32.375%'"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/plain": [
+       "'Expected Max Drawdown: 4.34%'"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import numpy as np\n",
+    "from scipy.optimize import minimize\n",
+    "\n",
+    "#sharpe_limit = .1\n",
+    "drawdown_limit = .05\n",
+    "leverage = 250\n",
+    "\n",
+    "# Use the map so we can guarantee we maintain the correct order\n",
+    "# sharpe_a = np.array(list(map(lambda tick: sharpes[tick], tickers))) * -1 # So we can write as upper-bound\n",
+    "dd_a = np.array(list(map(lambda tick: drawdowns[tick], tickers)))\n",
+    "returns_a = np.array(list(map(lambda tick: returns[tick].mean(), tickers))) # Because minimizing\n",
+    "\n",
+    "meets_sharpe = lambda x: sum(abs(x) * sharpe_a) - sharpe_limit\n",
+    "def meets_dd(x):\n",
+    "    portfolio = sum(abs(x))\n",
+    "    if portfolio < .1:\n",
+    "        # If there are no stocks in the portfolio,\n",
+    "        # we can accidentally induce division by 0,\n",
+    "        # or division by something small enough to cause infinity\n",
+    "        return 0\n",
+    "    \n",
+    "    return drawdown_limit - sum(abs(x) * dd_a) / sum(abs(x))\n",
+    "\n",
+    "is_portfolio = lambda x: sum(x) - 1\n",
+    "\n",
+    "def within_leverage(x):\n",
+    "    return leverage - sum(abs(x))\n",
+    "\n",
+    "objective = lambda x: sum(x * returns_a) * -1 # Because we're minimizing\n",
+    "bounds = ((None, None),) * len(tickers)\n",
+    "x = np.zeros(len(tickers))\n",
+    "\n",
+    "constraints = [\n",
+    "    {\n",
+    "        'type': 'eq',\n",
+    "        'fun': is_portfolio\n",
+    "    }, {\n",
+    "        'type': 'ineq',\n",
+    "        'fun': within_leverage\n",
+    "    #}, {\n",
+    "    #    'type': 'ineq',\n",
+    "    #    'fun': meets_sharpe\n",
+    "    }, {\n",
+    "        'type': 'ineq',\n",
+    "        'fun': meets_dd\n",
+    "    }\n",
+    "]\n",
+    "\n",
+    "optimal = minimize(objective, x, bounds=bounds, constraints=constraints,\n",
+    "                  options={'maxiter': 500})\n",
+    "\n",
+    "# Optimization time!\n",
+    "display(optimal.message)\n",
+    "\n",
+    "display(\"Holdings: {}\".format(list(zip(tickers, optimal.x))))\n",
+    "\n",
+    "expected_return = optimal.fun * -100  # multiply by -100 to scale, and compensate for minimizing\n",
+    "display(\"Expected Return: {:.3f}%\".format(expected_return))\n",
+    "\n",
+    "expected_drawdown = sum(abs(optimal.x) * dd_a) / sum(abs(optimal.x)) * 100\n",
+    "display(\"Expected Max Drawdown: {0:.2f}%\".format(expected_drawdown))\n",
+    "\n",
+    "# TODO: Calculate expected Sharpe"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2015-11-14-welcome/_notebook.md b/blog/2015-11-14-welcome/_notebook.md
new file mode 100644
index 0000000..53262c7
--- /dev/null
+++ b/blog/2015-11-14-welcome/_notebook.md
@@ -0,0 +1,173 @@
+# Trading Competition Optimization
+
+### Goal: Max return given maximum Sharpe and Drawdown
+
+
+```python
+from IPython.display import display
+import Quandl
+from datetime import datetime, timedelta
+
+tickers = ['XOM', 'CVX', 'CLB', 'OXY', 'SLB']
+market_ticker = 'GOOG/NYSE_VOO'
+lookback = 30
+d_col = 'Close'
+
+data = {tick: Quandl.get('YAHOO/{}'.format(tick))[-lookback:] for tick in tickers}
+market = Quandl.get(market_ticker)
+```
+
+# Calculating the Return
+We first want to know how much each ticker returned over the prior period.
+
+
+```python
+returns = {tick: data[tick][d_col].pct_change() for tick in tickers}
+
+display({tick: returns[tick].mean() for tick in tickers})
+```
+
+
+    {'CLB': -0.0016320202164526894,
+     'CVX': 0.0010319531629488911,
+     'OXY': 0.00093418904454400551,
+     'SLB': 0.00098431254720448159,
+     'XOM': 0.00044165797556096868}
+
+
+# Calculating the Sharpe ratio
+Sharpe: ${R - R_M \over \sigma}$
+
+We use the average return over the lookback period, minus the market average return, over the ticker standard deviation to calculate the Sharpe. Shorting a stock turns a negative Sharpe positive.
+
+
+```python
+market_returns = market.pct_change()
+
+sharpe = lambda ret: (ret.mean() - market_returns[d_col].mean()) / ret.std()
+sharpes = {tick: sharpe(returns[tick]) for tick in tickers}
+
+display(sharpes)
+```
+
+
+    {'CLB': -0.10578734457846127,
+     'CVX': 0.027303529817677398,
+     'OXY': 0.022622210057414487,
+     'SLB': 0.026950946344858676,
+     'XOM': -0.0053519259698605499}
+
+
+# Calculating the drawdown
+This one is easy - what is the maximum daily change over the lookback period? That is, because we will allow short positions, we are not concerned strictly with maximum downturn, but in general, what is the largest 1-day change?
+
+
+```python
+drawdown = lambda ret: ret.abs().max()
+drawdowns = {tick: drawdown(returns[tick]) for tick in tickers}
+
+display(drawdowns)
+```
+
+
+    {'CLB': 0.043551495607375035,
+     'CVX': 0.044894389686214398,
+     'OXY': 0.051424517867144637,
+     'SLB': 0.034774627850375328,
+     'XOM': 0.035851524605672758}
+
+
+# Performing the optimization
+
+$\begin{align}
+max\ \ & \mu \cdot \omega\\
+s.t.\ \ & \vec{1} \omega = 1\\
+& \vec{S} \omega \ge s\\
+& \vec{D} \cdot | \omega | \le d\\
+& \left|\omega\right| \le l\\
+\end{align}$
+
+We want to maximize average return subject to having a full portfolio, Sharpe above a specific level, drawdown below a level, and leverage not too high - that is, don't have huge long/short positions.
+
+
+```python
+import numpy as np
+from scipy.optimize import minimize
+
+#sharpe_limit = .1
+drawdown_limit = .05
+leverage = 250
+
+# Use the map so we can guarantee we maintain the correct order
+# sharpe_a = np.array(list(map(lambda tick: sharpes[tick], tickers))) * -1 # So we can write as upper-bound
+dd_a = np.array(list(map(lambda tick: drawdowns[tick], tickers)))
+returns_a = np.array(list(map(lambda tick: returns[tick].mean(), tickers))) # Because minimizing
+
+meets_sharpe = lambda x: sum(abs(x) * sharpe_a) - sharpe_limit
+def meets_dd(x):
+    portfolio = sum(abs(x))
+    if portfolio < .1:
+        # If there are no stocks in the portfolio,
+        # we can accidentally induce division by 0,
+        # or division by something small enough to cause infinity
+        return 0
+    
+    return drawdown_limit - sum(abs(x) * dd_a) / sum(abs(x))
+
+is_portfolio = lambda x: sum(x) - 1
+
+def within_leverage(x):
+    return leverage - sum(abs(x))
+
+objective = lambda x: sum(x * returns_a) * -1 # Because we're minimizing
+bounds = ((None, None),) * len(tickers)
+x = np.zeros(len(tickers))
+
+constraints = [
+    {
+        'type': 'eq',
+        'fun': is_portfolio
+    }, {
+        'type': 'ineq',
+        'fun': within_leverage
+    #}, {
+    #    'type': 'ineq',
+    #    'fun': meets_sharpe
+    }, {
+        'type': 'ineq',
+        'fun': meets_dd
+    }
+]
+
+optimal = minimize(objective, x, bounds=bounds, constraints=constraints,
+                  options={'maxiter': 500})
+
+# Optimization time!
+display(optimal.message)
+
+display("Holdings: {}".format(list(zip(tickers, optimal.x))))
+
+expected_return = optimal.fun * -100  # multiply by -100 to scale, and compensate for minimizing
+display("Expected Return: {:.3f}%".format(expected_return))
+
+expected_drawdown = sum(abs(optimal.x) * dd_a) / sum(abs(optimal.x)) * 100
+display("Expected Max Drawdown: {0:.2f}%".format(expected_drawdown))
+
+# TODO: Calculate expected Sharpe
+```
+
+
+    'Optimization terminated successfully.'
+
+
+
+    "Holdings: [('XOM', 5.8337945679814904), ('CVX', 42.935064321851307), ('CLB', -124.5), ('OXY', 36.790387773552119), ('SLB', 39.940753336615096)]"
+
+
+
+    'Expected Return: 32.375%'
+
+
+
+    'Expected Max Drawdown: 4.34%'
+
diff --git a/blog/2015-11-14-welcome/index.mdx b/blog/2015-11-14-welcome/index.mdx
new file mode 100644
index 0000000..041b910
--- /dev/null
+++ b/blog/2015-11-14-welcome/index.mdx
@@ -0,0 +1,222 @@
+---
+slug: 2015/11/welcome
+title: Welcome, and an algorithm
+date: 2015-11-19 12:00:00
+last_update:
+    date: 2015-12-05 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Hello! Glad to meet you. I'm currently a student at Columbia University studying Financial Engineering, and want to give an overview of the projects I'm working on!
+
+<!-- truncate -->
+
+To start things off, Columbia has been hosting a trading competition that myself and another partner are competing in. I'm including a notebook of the algorithm that we're using, just to give a simple overview of a miniature algorithm.
+
+The competition is scored in 3 areas:
+
+- Total return
+- [Sharpe ratio](https://en.wikipedia.org/wiki/Sharpe_ratio)
+- Maximum drawdown
+
+Our algorithm uses a basic momentum strategy: in the given list of potential portfolios, pick the stocks that have been performing well in the past 30 days. Then, optimize for return subject to the drawdown being below a specific level. We didn't include the Sharpe ratio as a constraint, mostly because we were a bit late entering the competition.
+
+I'll be updating this post with the results of our algorithm as they come along!
+
+---
+
+**UPDATE 12/5/2015**: Now that the competition has ended, I wanted to update how the algorithm performed. Unfortunately, it didn't do very well. I'm planning to make some tweaks over the coming weeks, and do another forward test in January.
+
+- After week 1: Down .1%
+- After week 2: Down 1.4%
+- After week 3: Flat
+
+And some statistics for all teams participating in the competition:
+
+| Statistic          | Value  |
+|--------------------|--------|
+| Max Return         | 74.1%  |
+| Min Return         | -97.4% |
+| Average Return     | -.1%   |
+| Std Dev of Returns | 19.6%  |
+
+---
+
+## Trading Competition Optimization
+
+**Goal: Max return given maximum Sharpe and Drawdown**
+
+
+```python
+from IPython.display import display
+import Quandl
+from datetime import datetime, timedelta
+
+tickers = ['XOM', 'CVX', 'CLB', 'OXY', 'SLB']
+market_ticker = 'GOOG/NYSE_VOO'
+lookback = 30
+d_col = 'Close'
+
+data = {tick: Quandl.get('YAHOO/{}'.format(tick))[-lookback:] for tick in tickers}
+market = Quandl.get(market_ticker)
+```
+
+## Calculating the Return
+
+We first want to know how much each ticker returned over the prior period.
+
+```python
+returns = {tick: data[tick][d_col].pct_change() for tick in tickers}
+
+display({tick: returns[tick].mean() for tick in tickers})
+```
+
+```
+    {'CLB': -0.0016320202164526894,
+     'CVX': 0.0010319531629488911,
+     'OXY': 0.00093418904454400551,
+     'SLB': 0.00098431254720448159,
+     'XOM': 0.00044165797556096868}
+```
+
+## Calculating the Sharpe ratio
+
+Sharpe: ${R - R_M \over \sigma}$
+
+We use the average return over the lookback period, minus the market average return, over the ticker standard deviation to calculate the Sharpe. Shorting a stock turns a negative Sharpe positive.
+
+
+```python
+market_returns = market.pct_change()
+
+sharpe = lambda ret: (ret.mean() - market_returns[d_col].mean()) / ret.std()
+sharpes = {tick: sharpe(returns[tick]) for tick in tickers}
+
+display(sharpes)
+```
+
+```
+    {'CLB': -0.10578734457846127,
+     'CVX': 0.027303529817677398,
+     'OXY': 0.022622210057414487,
+     'SLB': 0.026950946344858676,
+     'XOM': -0.0053519259698605499}
+```
+
+## Calculating the drawdown
+
+This one is easy - what is the maximum daily change over the lookback period? That is, because we will allow short positions, we are not concerned strictly with maximum downturn, but in general, what is the largest 1-day change?
+
+
+```python
+drawdown = lambda ret: ret.abs().max()
+drawdowns = {tick: drawdown(returns[tick]) for tick in tickers}
+
+display(drawdowns)
+```
+
+```
+    {'CLB': 0.043551495607375035,
+     'CVX': 0.044894389686214398,
+     'OXY': 0.051424517867144637,
+     'SLB': 0.034774627850375328,
+     'XOM': 0.035851524605672758}
+```
+
+# Performing the optimization
+
+$$
+\begin{align*}
+max\ \ & \mu \cdot \omega\\
+s.t.\ \ & \vec{1} \omega = 1\\
+& \vec{S} \omega \ge s\\
+& \vec{D} \cdot | \omega | \le d\\
+& \left|\omega\right| \le l\\
+\end{align*}
+$$
+
+We want to maximize average return subject to having a full portfolio, Sharpe above a specific level, drawdown below a level, and leverage not too high - that is, don't have huge long/short positions.
+
+```python
+import numpy as np
+from scipy.optimize import minimize
+
+#sharpe_limit = .1
+drawdown_limit = .05
+leverage = 250
+
+# Use the map so we can guarantee we maintain the correct order
+
+# So we can write as upper-bound
+# sharpe_a = np.array(list(map(lambda tick: sharpes[tick], tickers))) * -1 
+dd_a = np.array(list(map(lambda tick: drawdowns[tick], tickers)))
+
+# Because minimizing
+returns_a = np.array(list(map(lambda tick: returns[tick].mean(), tickers))) 
+
+meets_sharpe = lambda x: sum(abs(x) * sharpe_a) - sharpe_limit
+def meets_dd(x):
+    portfolio = sum(abs(x))
+    if portfolio < .1:
+        # If there are no stocks in the portfolio,
+        # we can accidentally induce division by 0,
+        # or division by something small enough to cause infinity
+        return 0
+    
+    return drawdown_limit - sum(abs(x) * dd_a) / sum(abs(x))
+
+is_portfolio = lambda x: sum(x) - 1
+
+def within_leverage(x):
+    return leverage - sum(abs(x))
+
+objective = lambda x: sum(x * returns_a) * -1 # Because we're minimizing
+bounds = ((None, None),) * len(tickers)
+x = np.zeros(len(tickers))
+
+constraints = [
+    {
+        'type': 'eq',
+        'fun': is_portfolio
+    }, {
+        'type': 'ineq',
+        'fun': within_leverage
+    #}, {
+    #    'type': 'ineq',
+    #    'fun': meets_sharpe
+    }, {
+        'type': 'ineq',
+        'fun': meets_dd
+    }
+]
+
+optimal = minimize(objective, x, bounds=bounds, constraints=constraints,
+                  options={'maxiter': 500})
+
+# Optimization time!
+display(optimal.message)
+
+display("Holdings: {}".format(list(zip(tickers, optimal.x))))
+
+# multiply by -100 to scale, and compensate for minimizing
+expected_return = optimal.fun * -100
+display("Expected Return: {:.3f}%".format(expected_return))
+
+expected_drawdown = sum(abs(optimal.x) * dd_a) / sum(abs(optimal.x)) * 100
+display("Expected Max Drawdown: {0:.2f}%".format(expected_drawdown))
+
+# TODO: Calculate expected Sharpe
+```
+
+```
+    'Optimization terminated successfully.'
+    "Holdings: [('XOM', 5.8337945679814904),
+                ('CVX', 42.935064321851307),
+                ('CLB', -124.5),
+                ('OXY', 36.790387773552119),
+                ('SLB', 39.940753336615096)]"
+    'Expected Return: 32.375%'
+    'Expected Max Drawdown: 4.34%'
+```
+ 
\ No newline at end of file
diff --git a/blog/2015-11-27-autocallable/_article.md b/blog/2015-11-27-autocallable/_article.md
new file mode 100644
index 0000000..53e1337
--- /dev/null
+++ b/blog/2015-11-27-autocallable/_article.md
@@ -0,0 +1,21 @@
+Title: Autocallable Bonds
+Date: 2015-11-27
+Category: Blog
+Tags: finance, simulation, monte carlo
+Authors: Bradlee Speice
+Summary: For a final project, my group was tasked with understanding three exotic derivatives: The Athena, Phoenix without memory, and Phoenix with memory autocallable products.
+[//]: <> "Modified:"
+
+My only non-core class this semester has been in Structure Products. We've been surveying a wide variety of products, and the final project was to pick one to report on.
+Because these are all very similar, we decided to demonstrate all 3 products at once.
+
+What follows below is a notebook demonstrating the usage of [Julia](http://julialang.com) for Monte-Carlo simulation of some exotic products.
+
+{% notebook 2015-11-27-autocallable.ipynb language[julia] %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
+
diff --git a/blog/2015-11-27-autocallable/_notebook.ipynb b/blog/2015-11-27-autocallable/_notebook.ipynb
new file mode 100644
index 0000000..8e4038b
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+++ b/blog/2015-11-27-autocallable/_notebook.ipynb
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+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "using Gadfly"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Athena/Phoenix Simulation\n",
+    "\n",
+    "## Underlying simulation\n",
+    "\n",
+    "In order to price the autocallable bonds, we need to simulate the underlying assets. Let's go ahead and set up the simulation first, as this lays the foundation for what we're trying to do. We're going to use [JNJ](http://finance.yahoo.com/q?s=jnj) as the basis for our simulation. This implies the following parameters:\n",
+    "\n",
+    "- $S_0$ = \\$102.2 (as of time of writing)\n",
+    "- $q$ = 2.84%\n",
+    "- $r$ = [.49, .9, 1.21, 1.45, 1.69] (term structure as of time of writing, linear interpolation)\n",
+    "- $\\mu$ = $r - q$ (note that this implies a negative drift because of current low rates)\n",
+    "- $\\sigma$ = $\\sigma_{imp}$ = 15.62% (from VIX implied volatility)\n",
+    "\n",
+    "We additionally define some parameters for simulation:\n",
+    "\n",
+    "- `T`: The number of years to simulate\n",
+    "- `m`: The number of paths to simulate\n",
+    "- `n`: The number of steps to simulate in a year"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "5"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "S0 = 102.2\n",
+    "nominal = 100\n",
+    "q = 2.84 / 100\n",
+    "σ = 15.37 / 100\n",
+    "term = [0, .49, .9, 1.21, 1.45, 1.69] / 100 + 1\n",
+    "\n",
+    "###\n",
+    "# Potential: Based on PEP\n",
+    "# S0 = 100.6\n",
+    "# σ = 14.86\n",
+    "# q = 2.7\n",
+    "###\n",
+    "\n",
+    "# Simulation parameters\n",
+    "T = 5 # Using years as the unit of time\n",
+    "n = 250 # simulations per year\n",
+    "m = 100000 # paths\n",
+    "num_simulations = 5; # simulation rounds per price"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Defining the simulation\n",
+    "To make things simpler, we simulate a single year at a time. This allows us to easily add in a dividend policy without too much difficulty, and update the simulation every year to match the term structure. The underlying uses GBM for simulation between years."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "simulate_gbm = function(S0, μ, σ, T, n)\n",
+    "    # Set the initial state\n",
+    "    m = length(S0)\n",
+    "    t = T / n\n",
+    "    motion = zeros(m, n)\n",
+    "    motion[:,1] = S0\n",
+    "    \n",
+    "    # Build out all states\n",
+    "    for i=1:(n-1)\n",
+    "        motion[:,i+1] = motion[:,i] .* exp((μ - σ^2/2)*t) .* exp(sqrt(t) * σ .* randn(m))\n",
+    "    end\n",
+    "    \n",
+    "    return motion\n",
+    "end\n",
+    "\n",
+    "function display_motion(motion, T)\n",
+    "    # Given a matrix of paths, display the motion\n",
+    "    n = length(motion[1,:])\n",
+    "    m = length(motion[:,1])\n",
+    "    x = repmat(1:n, m)\n",
+    "    \n",
+    "    # Calculate the ticks we're going to use. We'd like to\n",
+    "    # have an xtick every month, so calculate where those\n",
+    "    # ticks will actually be at.\n",
+    "    if (T > 3)\n",
+    "        num_ticks = T\n",
+    "        xlabel = \"Years\"\n",
+    "    else\n",
+    "        num_ticks = T * 12\n",
+    "        xlabel = \"Months\"\n",
+    "    end\n",
+    "    tick_width = n / num_ticks\n",
+    "    x_ticks = []\n",
+    "    for i=1:round(num_ticks)\n",
+    "        x_ticks = vcat(x_ticks, i*tick_width)\n",
+    "    end\n",
+    "    \n",
+    "    # Use one color for each path. I'm not sure if there's\n",
+    "    # a better way to do this without going through DataFrames\n",
+    "    colors = []\n",
+    "    for i = 1:m\n",
+    "        colors = vcat(colors, ones(n)*i)\n",
+    "    end\n",
+    "    \n",
+    "    plot(x=x, y=motion', color=colors, Geom.line,\n",
+    "    Guide.xticks(ticks=x_ticks, label=false),\n",
+    "    Guide.xlabel(xlabel),\n",
+    "    Guide.ylabel(\"Value\"))\n",
+    "end;"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Example simulation\n",
+    "\n",
+    "Let's go ahead and run a sample simulation to see what the functions got us!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
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+       "a.path.toString=z;a.path.clone=d});C.plugin(function(a,v,y,C){var A=Math.max,w=Math.min,z=function(a){this.items=[];this.bindings={};this.length=0;this.type=\"set\";if(a)for(var f=0,n=a.length;f<n;f++)a[f]&&(this[this.items.length]=this.items[this.items.length]=a[f],this.length++)};v=z.prototype;v.push=function(){for(var a,f,n=0,k=arguments.length;n<k;n++)if(a=arguments[n])f=this.items.length,this[f]=this.items[f]=a,this.length++;return this};v.pop=function(){this.length&&delete this[this.length--];\n",
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+       "return a};v.toString=function(){return\"Snap\\u2018s set\"};v.type=\"set\";a.set=function(){var a=new z;arguments.length&&a.push.apply(a,Array.prototype.slice.call(arguments,0));return a}});C.plugin(function(a,v,y,C){function A(a){var b=a[0];switch(b.toLowerCase()){case \"t\":return[b,0,0];case \"m\":return[b,1,0,0,1,0,0];case \"r\":return 4==a.length?[b,0,a[2],a[3] ]:[b,0];case \"s\":return 5==a.length?[b,1,1,a[3],a[4] ]:3==a.length?[b,1,1]:[b,1]}}function w(b,d,f){d=q(d).replace(/\\.{3}|\\u2026/g,b);b=a.parseTransformString(b)||\n",
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+       "function(){k.stop();var d=z(this.node,\"filter\");if(d)return(d=w(d).match(A))&&a.select(d[1])});k.on(\"snap.util.attr.filter\",function(d){if(d instanceof v&&\"filter\"==d.type){k.stop();var f=d.node.id;f||(z(d.node,{id:d.id}),f=d.id);z(this.node,{filter:a.url(f)})}d&&\"none\"!=d||(k.stop(),this.node.removeAttribute(\"filter\"))});a.filter.blur=function(d,f){null==d&&(d=2);return a.format('<feGaussianBlur stdDeviation=\"{def}\"/>',{def:null==f?d:[d,f]})};a.filter.blur.toString=function(){return this()};a.filter.shadow=\n",
+       "function(d,f,k,u,p){\"string\"==typeof k&&(p=u=k,k=4);\"string\"!=typeof u&&(p=u,u=\"#000\");null==k&&(k=4);null==p&&(p=1);null==d&&(d=0,f=2);null==f&&(f=d);u=a.color(u||\"#000\");return a.format('<feGaussianBlur in=\"SourceAlpha\" stdDeviation=\"{blur}\"/><feOffset dx=\"{dx}\" dy=\"{dy}\" result=\"offsetblur\"/><feFlood flood-color=\"{color}\"/><feComposite in2=\"offsetblur\" operator=\"in\"/><feComponentTransfer><feFuncA type=\"linear\" slope=\"{opacity}\"/></feComponentTransfer><feMerge><feMergeNode/><feMergeNode in=\"SourceGraphic\"/></feMerge>',\n",
+       "{color:u,dx:d,dy:f,blur:k,opacity:p})};a.filter.shadow.toString=function(){return this()};a.filter.grayscale=function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"matrix\" values=\"{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {b} {h} 0 0 0 0 0 1 0\"/>',{a:0.2126+0.7874*(1-d),b:0.7152-0.7152*(1-d),c:0.0722-0.0722*(1-d),d:0.2126-0.2126*(1-d),e:0.7152+0.2848*(1-d),f:0.0722-0.0722*(1-d),g:0.2126-0.2126*(1-d),h:0.0722+0.9278*(1-d)})};a.filter.grayscale.toString=function(){return this()};a.filter.sepia=\n",
+       "function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"matrix\" values=\"{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {h} {i} 0 0 0 0 0 1 0\"/>',{a:0.393+0.607*(1-d),b:0.769-0.769*(1-d),c:0.189-0.189*(1-d),d:0.349-0.349*(1-d),e:0.686+0.314*(1-d),f:0.168-0.168*(1-d),g:0.272-0.272*(1-d),h:0.534-0.534*(1-d),i:0.131+0.869*(1-d)})};a.filter.sepia.toString=function(){return this()};a.filter.saturate=function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"saturate\" values=\"{amount}\"/>',{amount:1-\n",
+       "d})};a.filter.saturate.toString=function(){return this()};a.filter.hueRotate=function(d){return a.format('<feColorMatrix type=\"hueRotate\" values=\"{angle}\"/>',{angle:d||0})};a.filter.hueRotate.toString=function(){return this()};a.filter.invert=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"table\" tableValues=\"{amount} {amount2}\"/><feFuncG type=\"table\" tableValues=\"{amount} {amount2}\"/><feFuncB type=\"table\" tableValues=\"{amount} {amount2}\"/></feComponentTransfer>',{amount:d,\n",
+       "amount2:1-d})};a.filter.invert.toString=function(){return this()};a.filter.brightness=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"linear\" slope=\"{amount}\"/><feFuncG type=\"linear\" slope=\"{amount}\"/><feFuncB type=\"linear\" slope=\"{amount}\"/></feComponentTransfer>',{amount:d})};a.filter.brightness.toString=function(){return this()};a.filter.contrast=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/><feFuncG type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/><feFuncB type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/></feComponentTransfer>',\n",
+       "{amount:d,amount2:0.5-d/2})};a.filter.contrast.toString=function(){return this()}});return C});\n",
+       "\n",
+       "]]> </script>\n",
+       "<script> <![CDATA[\n",
+       "\n",
+       "(function (glob, factory) {\n",
+       "    // AMD support\n",
+       "    if (typeof define === \"function\" && define.amd) {\n",
+       "        // Define as an anonymous module\n",
+       "        define(\"Gadfly\", [\"Snap.svg\"], function (Snap) {\n",
+       "            return factory(Snap);\n",
+       "        });\n",
+       "    } else {\n",
+       "        // Browser globals (glob is window)\n",
+       "        // Snap adds itself to window\n",
+       "        glob.Gadfly = factory(glob.Snap);\n",
+       "    }\n",
+       "}(this, function (Snap) {\n",
+       "\n",
+       "var Gadfly = {};\n",
+       "\n",
+       "// Get an x/y coordinate value in pixels\n",
+       "var xPX = function(fig, x) {\n",
+       "    var client_box = fig.node.getBoundingClientRect();\n",
+       "    return x * fig.node.viewBox.baseVal.width / client_box.width;\n",
+       "};\n",
+       "\n",
+       "var yPX = function(fig, y) {\n",
+       "    var client_box = fig.node.getBoundingClientRect();\n",
+       "    return y * fig.node.viewBox.baseVal.height / client_box.height;\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Snap.plugin(function (Snap, Element, Paper, global) {\n",
+       "    // Traverse upwards from a snap element to find and return the first\n",
+       "    // note with the \"plotroot\" class.\n",
+       "    Element.prototype.plotroot = function () {\n",
+       "        var element = this;\n",
+       "        while (!element.hasClass(\"plotroot\") && element.parent() != null) {\n",
+       "            element = element.parent();\n",
+       "        }\n",
+       "        return element;\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.svgroot = function () {\n",
+       "        var element = this;\n",
+       "        while (element.node.nodeName != \"svg\" && element.parent() != null) {\n",
+       "            element = element.parent();\n",
+       "        }\n",
+       "        return element;\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.plotbounds = function () {\n",
+       "        var root = this.plotroot()\n",
+       "        var bbox = root.select(\".guide.background\").node.getBBox();\n",
+       "        return {\n",
+       "            x0: bbox.x,\n",
+       "            x1: bbox.x + bbox.width,\n",
+       "            y0: bbox.y,\n",
+       "            y1: bbox.y + bbox.height\n",
+       "        };\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.plotcenter = function () {\n",
+       "        var root = this.plotroot()\n",
+       "        var bbox = root.select(\".guide.background\").node.getBBox();\n",
+       "        return {\n",
+       "            x: bbox.x + bbox.width / 2,\n",
+       "            y: bbox.y + bbox.height / 2\n",
+       "        };\n",
+       "    };\n",
+       "\n",
+       "    // Emulate IE style mouseenter/mouseleave events, since Microsoft always\n",
+       "    // does everything right.\n",
+       "    // See: http://www.dynamic-tools.net/toolbox/isMouseLeaveOrEnter/\n",
+       "    var events = [\"mouseenter\", \"mouseleave\"];\n",
+       "\n",
+       "    for (i in events) {\n",
+       "        (function (event_name) {\n",
+       "            var event_name = events[i];\n",
+       "            Element.prototype[event_name] = function (fn, scope) {\n",
+       "                if (Snap.is(fn, \"function\")) {\n",
+       "                    var fn2 = function (event) {\n",
+       "                        if (event.type != \"mouseover\" && event.type != \"mouseout\") {\n",
+       "                            return;\n",
+       "                        }\n",
+       "\n",
+       "                        var reltg = event.relatedTarget ? event.relatedTarget :\n",
+       "                            event.type == \"mouseout\" ? event.toElement : event.fromElement;\n",
+       "                        while (reltg && reltg != this.node) reltg = reltg.parentNode;\n",
+       "\n",
+       "                        if (reltg != this.node) {\n",
+       "                            return fn.apply(this, event);\n",
+       "                        }\n",
+       "                    };\n",
+       "\n",
+       "                    if (event_name == \"mouseenter\") {\n",
+       "                        this.mouseover(fn2, scope);\n",
+       "                    } else {\n",
+       "                        this.mouseout(fn2, scope);\n",
+       "                    }\n",
+       "                }\n",
+       "                return this;\n",
+       "            };\n",
+       "        })(events[i]);\n",
+       "    }\n",
+       "\n",
+       "\n",
+       "    Element.prototype.mousewheel = function (fn, scope) {\n",
+       "        if (Snap.is(fn, \"function\")) {\n",
+       "            var el = this;\n",
+       "            var fn2 = function (event) {\n",
+       "                fn.apply(el, [event]);\n",
+       "            };\n",
+       "        }\n",
+       "\n",
+       "        this.node.addEventListener(\n",
+       "            /Firefox/i.test(navigator.userAgent) ? \"DOMMouseScroll\" : \"mousewheel\",\n",
+       "            fn2);\n",
+       "\n",
+       "        return this;\n",
+       "    };\n",
+       "\n",
+       "\n",
+       "    // Snap's attr function can be too slow for things like panning/zooming.\n",
+       "    // This is a function to directly update element attributes without going\n",
+       "    // through eve.\n",
+       "    Element.prototype.attribute = function(key, val) {\n",
+       "        if (val === undefined) {\n",
+       "            return this.node.getAttribute(key);\n",
+       "        } else {\n",
+       "            this.node.setAttribute(key, val);\n",
+       "            return this;\n",
+       "        }\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.init_gadfly = function() {\n",
+       "        this.mouseenter(Gadfly.plot_mouseover)\n",
+       "            .mouseleave(Gadfly.plot_mouseout)\n",
+       "            .dblclick(Gadfly.plot_dblclick)\n",
+       "            .mousewheel(Gadfly.guide_background_scroll)\n",
+       "            .drag(Gadfly.guide_background_drag_onmove,\n",
+       "                  Gadfly.guide_background_drag_onstart,\n",
+       "                  Gadfly.guide_background_drag_onend);\n",
+       "        this.mouseenter(function (event) {\n",
+       "            init_pan_zoom(this.plotroot());\n",
+       "        });\n",
+       "        return this;\n",
+       "    };\n",
+       "});\n",
+       "\n",
+       "\n",
+       "// When the plot is moused over, emphasize the grid lines.\n",
+       "Gadfly.plot_mouseover = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    var keyboard_zoom = function(event) {\n",
+       "        if (event.which == 187) { // plus\n",
+       "            increase_zoom_by_position(root, 0.1, true);\n",
+       "        } else if (event.which == 189) { // minus\n",
+       "            increase_zoom_by_position(root, -0.1, true);\n",
+       "        }\n",
+       "    };\n",
+       "    root.data(\"keyboard_zoom\", keyboard_zoom);\n",
+       "    window.addEventListener(\"keyup\", keyboard_zoom);\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\"),\n",
+       "        ygridlines = root.select(\".ygridlines\");\n",
+       "\n",
+       "    xgridlines.data(\"unfocused_strokedash\",\n",
+       "                    xgridlines.attribute(\"stroke-dasharray\").replace(/(\\d)(,|$)/g, \"$1mm$2\"));\n",
+       "    ygridlines.data(\"unfocused_strokedash\",\n",
+       "                    ygridlines.attribute(\"stroke-dasharray\").replace(/(\\d)(,|$)/g, \"$1mm$2\"));\n",
+       "\n",
+       "    // emphasize grid lines\n",
+       "    var destcolor = root.data(\"focused_xgrid_color\");\n",
+       "    xgridlines.attribute(\"stroke-dasharray\", \"none\")\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    destcolor = root.data(\"focused_ygrid_color\");\n",
+       "    ygridlines.attribute(\"stroke-dasharray\", \"none\")\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    // reveal zoom slider\n",
+       "    root.select(\".zoomslider\")\n",
+       "        .animate({opacity: 1.0}, 250);\n",
+       "};\n",
+       "\n",
+       "// Reset pan and zoom on double click\n",
+       "Gadfly.plot_dblclick = function(event) {\n",
+       "  set_plot_pan_zoom(this.plotroot(), 0.0, 0.0, 1.0);\n",
+       "};\n",
+       "\n",
+       "// Unemphasize grid lines on mouse out.\n",
+       "Gadfly.plot_mouseout = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    window.removeEventListener(\"keyup\", root.data(\"keyboard_zoom\"));\n",
+       "    root.data(\"keyboard_zoom\", undefined);\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\"),\n",
+       "        ygridlines = root.select(\".ygridlines\");\n",
+       "\n",
+       "    var destcolor = root.data(\"unfocused_xgrid_color\");\n",
+       "\n",
+       "    xgridlines.attribute(\"stroke-dasharray\", xgridlines.data(\"unfocused_strokedash\"))\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    destcolor = root.data(\"unfocused_ygrid_color\");\n",
+       "    ygridlines.attribute(\"stroke-dasharray\", ygridlines.data(\"unfocused_strokedash\"))\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    // hide zoom slider\n",
+       "    root.select(\".zoomslider\")\n",
+       "        .animate({opacity: 0.0}, 250);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var set_geometry_transform = function(root, tx, ty, scale) {\n",
+       "    var xscalable = root.hasClass(\"xscalable\"),\n",
+       "        yscalable = root.hasClass(\"yscalable\");\n",
+       "\n",
+       "    var old_scale = root.data(\"scale\");\n",
+       "\n",
+       "    var xscale = xscalable ? scale : 1.0,\n",
+       "        yscale = yscalable ? scale : 1.0;\n",
+       "\n",
+       "    tx = xscalable ? tx : 0.0;\n",
+       "    ty = yscalable ? ty : 0.0;\n",
+       "\n",
+       "    var t = new Snap.Matrix().translate(tx, ty).scale(xscale, yscale);\n",
+       "\n",
+       "    root.selectAll(\".geometry, image\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            element.transform(t);\n",
+       "        });\n",
+       "\n",
+       "    bounds = root.plotbounds();\n",
+       "\n",
+       "    if (yscalable) {\n",
+       "        var xfixed_t = new Snap.Matrix().translate(0, ty).scale(1.0, yscale);\n",
+       "        root.selectAll(\".xfixed\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                element.transform(xfixed_t);\n",
+       "            });\n",
+       "\n",
+       "        root.select(\".ylabels\")\n",
+       "            .transform(xfixed_t)\n",
+       "            .selectAll(\"text\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var cx = element.asPX(\"x\"),\n",
+       "                        cy = element.asPX(\"y\");\n",
+       "                    var st = element.data(\"static_transform\");\n",
+       "                    unscale_t = new Snap.Matrix();\n",
+       "                    unscale_t.scale(1, 1/scale, cx, cy).add(st);\n",
+       "                    element.transform(unscale_t);\n",
+       "\n",
+       "                    var y = cy * scale + ty;\n",
+       "                    element.attr(\"visibility\",\n",
+       "                        bounds.y0 <= y && y <= bounds.y1 ? \"visible\" : \"hidden\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    if (xscalable) {\n",
+       "        var yfixed_t = new Snap.Matrix().translate(tx, 0).scale(xscale, 1.0);\n",
+       "        var xtrans = new Snap.Matrix().translate(tx, 0);\n",
+       "        root.selectAll(\".yfixed\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                element.transform(yfixed_t);\n",
+       "            });\n",
+       "\n",
+       "        root.select(\".xlabels\")\n",
+       "            .transform(yfixed_t)\n",
+       "            .selectAll(\"text\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var cx = element.asPX(\"x\"),\n",
+       "                        cy = element.asPX(\"y\");\n",
+       "                    var st = element.data(\"static_transform\");\n",
+       "                    unscale_t = new Snap.Matrix();\n",
+       "                    unscale_t.scale(1/scale, 1, cx, cy).add(st);\n",
+       "\n",
+       "                    element.transform(unscale_t);\n",
+       "\n",
+       "                    var x = cx * scale + tx;\n",
+       "                    element.attr(\"visibility\",\n",
+       "                        bounds.x0 <= x && x <= bounds.x1 ? \"visible\" : \"hidden\");\n",
+       "                    }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    // we must unscale anything that is scale invariance: widths, raiduses, etc.\n",
+       "    var size_attribs = [\"font-size\"];\n",
+       "    var unscaled_selection = \".geometry, .geometry *\";\n",
+       "    if (xscalable) {\n",
+       "        size_attribs.push(\"rx\");\n",
+       "        unscaled_selection += \", .xgridlines\";\n",
+       "    }\n",
+       "    if (yscalable) {\n",
+       "        size_attribs.push(\"ry\");\n",
+       "        unscaled_selection += \", .ygridlines\";\n",
+       "    }\n",
+       "\n",
+       "    root.selectAll(unscaled_selection)\n",
+       "        .forEach(function (element, i) {\n",
+       "            // circle need special help\n",
+       "            if (element.node.nodeName == \"circle\") {\n",
+       "                var cx = element.attribute(\"cx\"),\n",
+       "                    cy = element.attribute(\"cy\");\n",
+       "                unscale_t = new Snap.Matrix().scale(1/xscale, 1/yscale,\n",
+       "                                                        cx, cy);\n",
+       "                element.transform(unscale_t);\n",
+       "                return;\n",
+       "            }\n",
+       "\n",
+       "            for (i in size_attribs) {\n",
+       "                var key = size_attribs[i];\n",
+       "                var val = parseFloat(element.attribute(key));\n",
+       "                if (val !== undefined && val != 0 && !isNaN(val)) {\n",
+       "                    element.attribute(key, val * old_scale / scale);\n",
+       "                }\n",
+       "            }\n",
+       "        });\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Find the most appropriate tick scale and update label visibility.\n",
+       "var update_tickscale = function(root, scale, axis) {\n",
+       "    if (!root.hasClass(axis + \"scalable\")) return;\n",
+       "\n",
+       "    var tickscales = root.data(axis + \"tickscales\");\n",
+       "    var best_tickscale = 1.0;\n",
+       "    var best_tickscale_dist = Infinity;\n",
+       "    for (tickscale in tickscales) {\n",
+       "        var dist = Math.abs(Math.log(tickscale) - Math.log(scale));\n",
+       "        if (dist < best_tickscale_dist) {\n",
+       "            best_tickscale_dist = dist;\n",
+       "            best_tickscale = tickscale;\n",
+       "        }\n",
+       "    }\n",
+       "\n",
+       "    if (best_tickscale != root.data(axis + \"tickscale\")) {\n",
+       "        root.data(axis + \"tickscale\", best_tickscale);\n",
+       "        var mark_inscale_gridlines = function (element, i) {\n",
+       "            var inscale = element.attr(\"gadfly:scale\") == best_tickscale;\n",
+       "            element.attribute(\"gadfly:inscale\", inscale);\n",
+       "            element.attr(\"visibility\", inscale ? \"visible\" : \"hidden\");\n",
+       "        };\n",
+       "\n",
+       "        var mark_inscale_labels = function (element, i) {\n",
+       "            var inscale = element.attr(\"gadfly:scale\") == best_tickscale;\n",
+       "            element.attribute(\"gadfly:inscale\", inscale);\n",
+       "            element.attr(\"visibility\", inscale ? \"visible\" : \"hidden\");\n",
+       "        };\n",
+       "\n",
+       "        root.select(\".\" + axis + \"gridlines\").selectAll(\"path\").forEach(mark_inscale_gridlines);\n",
+       "        root.select(\".\" + axis + \"labels\").selectAll(\"text\").forEach(mark_inscale_labels);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var set_plot_pan_zoom = function(root, tx, ty, scale) {\n",
+       "    var old_scale = root.data(\"scale\");\n",
+       "    var bounds = root.plotbounds();\n",
+       "\n",
+       "    var width = bounds.x1 - bounds.x0,\n",
+       "        height = bounds.y1 - bounds.y0;\n",
+       "\n",
+       "    // compute the viewport derived from tx, ty, and scale\n",
+       "    var x_min = -width * scale - (scale * width - width),\n",
+       "        x_max = width * scale,\n",
+       "        y_min = -height * scale - (scale * height - height),\n",
+       "        y_max = height * scale;\n",
+       "\n",
+       "    var x0 = bounds.x0 - scale * bounds.x0,\n",
+       "        y0 = bounds.y0 - scale * bounds.y0;\n",
+       "\n",
+       "    var tx = Math.max(Math.min(tx - x0, x_max), x_min),\n",
+       "        ty = Math.max(Math.min(ty - y0, y_max), y_min);\n",
+       "\n",
+       "    tx += x0;\n",
+       "    ty += y0;\n",
+       "\n",
+       "    // when the scale change, we may need to alter which set of\n",
+       "    // ticks is being displayed\n",
+       "    if (scale != old_scale) {\n",
+       "        update_tickscale(root, scale, \"x\");\n",
+       "        update_tickscale(root, scale, \"y\");\n",
+       "    }\n",
+       "\n",
+       "    set_geometry_transform(root, tx, ty, scale);\n",
+       "\n",
+       "    root.data(\"scale\", scale);\n",
+       "    root.data(\"tx\", tx);\n",
+       "    root.data(\"ty\", ty);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var scale_centered_translation = function(root, scale) {\n",
+       "    var bounds = root.plotbounds();\n",
+       "\n",
+       "    var width = bounds.x1 - bounds.x0,\n",
+       "        height = bounds.y1 - bounds.y0;\n",
+       "\n",
+       "    var tx0 = root.data(\"tx\"),\n",
+       "        ty0 = root.data(\"ty\");\n",
+       "\n",
+       "    var scale0 = root.data(\"scale\");\n",
+       "\n",
+       "    // how off from center the current view is\n",
+       "    var xoff = tx0 - (bounds.x0 * (1 - scale0) + (width * (1 - scale0)) / 2),\n",
+       "        yoff = ty0 - (bounds.y0 * (1 - scale0) + (height * (1 - scale0)) / 2);\n",
+       "\n",
+       "    // rescale offsets\n",
+       "    xoff = xoff * scale / scale0;\n",
+       "    yoff = yoff * scale / scale0;\n",
+       "\n",
+       "    // adjust for the panel position being scaled\n",
+       "    var x_edge_adjust = bounds.x0 * (1 - scale),\n",
+       "        y_edge_adjust = bounds.y0 * (1 - scale);\n",
+       "\n",
+       "    return {\n",
+       "        x: xoff + x_edge_adjust + (width - width * scale) / 2,\n",
+       "        y: yoff + y_edge_adjust + (height - height * scale) / 2\n",
+       "    };\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Initialize data for panning zooming if it isn't already.\n",
+       "var init_pan_zoom = function(root) {\n",
+       "    if (root.data(\"zoompan-ready\")) {\n",
+       "        return;\n",
+       "    }\n",
+       "\n",
+       "    // The non-scaling-stroke trick. Rather than try to correct for the\n",
+       "    // stroke-width when zooming, we force it to a fixed value.\n",
+       "    var px_per_mm = root.node.getCTM().a;\n",
+       "\n",
+       "    // Drag events report deltas in pixels, which we'd like to convert to\n",
+       "    // millimeters.\n",
+       "    root.data(\"px_per_mm\", px_per_mm);\n",
+       "\n",
+       "    root.selectAll(\"path\")\n",
+       "        .forEach(function (element, i) {\n",
+       "        sw = element.asPX(\"stroke-width\") * px_per_mm;\n",
+       "        if (sw > 0) {\n",
+       "            element.attribute(\"stroke-width\", sw);\n",
+       "            element.attribute(\"vector-effect\", \"non-scaling-stroke\");\n",
+       "        }\n",
+       "    });\n",
+       "\n",
+       "    // Store ticks labels original tranformation\n",
+       "    root.selectAll(\".xlabels > text, .ylabels > text\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            var lm = element.transform().localMatrix;\n",
+       "            element.data(\"static_transform\",\n",
+       "                new Snap.Matrix(lm.a, lm.b, lm.c, lm.d, lm.e, lm.f));\n",
+       "        });\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\");\n",
+       "    var ygridlines = root.select(\".ygridlines\");\n",
+       "    var xlabels = root.select(\".xlabels\");\n",
+       "    var ylabels = root.select(\".ylabels\");\n",
+       "\n",
+       "    if (root.data(\"tx\") === undefined) root.data(\"tx\", 0);\n",
+       "    if (root.data(\"ty\") === undefined) root.data(\"ty\", 0);\n",
+       "    if (root.data(\"scale\") === undefined) root.data(\"scale\", 1.0);\n",
+       "    if (root.data(\"xtickscales\") === undefined) {\n",
+       "\n",
+       "        // index all the tick scales that are listed\n",
+       "        var xtickscales = {};\n",
+       "        var ytickscales = {};\n",
+       "        var add_x_tick_scales = function (element, i) {\n",
+       "            xtickscales[element.attribute(\"gadfly:scale\")] = true;\n",
+       "        };\n",
+       "        var add_y_tick_scales = function (element, i) {\n",
+       "            ytickscales[element.attribute(\"gadfly:scale\")] = true;\n",
+       "        };\n",
+       "\n",
+       "        if (xgridlines) xgridlines.selectAll(\"path\").forEach(add_x_tick_scales);\n",
+       "        if (ygridlines) ygridlines.selectAll(\"path\").forEach(add_y_tick_scales);\n",
+       "        if (xlabels) xlabels.selectAll(\"text\").forEach(add_x_tick_scales);\n",
+       "        if (ylabels) ylabels.selectAll(\"text\").forEach(add_y_tick_scales);\n",
+       "\n",
+       "        root.data(\"xtickscales\", xtickscales);\n",
+       "        root.data(\"ytickscales\", ytickscales);\n",
+       "        root.data(\"xtickscale\", 1.0);\n",
+       "    }\n",
+       "\n",
+       "    var min_scale = 1.0, max_scale = 1.0;\n",
+       "    for (scale in xtickscales) {\n",
+       "        min_scale = Math.min(min_scale, scale);\n",
+       "        max_scale = Math.max(max_scale, scale);\n",
+       "    }\n",
+       "    for (scale in ytickscales) {\n",
+       "        min_scale = Math.min(min_scale, scale);\n",
+       "        max_scale = Math.max(max_scale, scale);\n",
+       "    }\n",
+       "    root.data(\"min_scale\", min_scale);\n",
+       "    root.data(\"max_scale\", max_scale);\n",
+       "\n",
+       "    // store the original positions of labels\n",
+       "    if (xlabels) {\n",
+       "        xlabels.selectAll(\"text\")\n",
+       "               .forEach(function (element, i) {\n",
+       "                   element.data(\"x\", element.asPX(\"x\"));\n",
+       "               });\n",
+       "    }\n",
+       "\n",
+       "    if (ylabels) {\n",
+       "        ylabels.selectAll(\"text\")\n",
+       "               .forEach(function (element, i) {\n",
+       "                   element.data(\"y\", element.asPX(\"y\"));\n",
+       "               });\n",
+       "    }\n",
+       "\n",
+       "    // mark grid lines and ticks as in or out of scale.\n",
+       "    var mark_inscale = function (element, i) {\n",
+       "        element.attribute(\"gadfly:inscale\", element.attribute(\"gadfly:scale\") == 1.0);\n",
+       "    };\n",
+       "\n",
+       "    if (xgridlines) xgridlines.selectAll(\"path\").forEach(mark_inscale);\n",
+       "    if (ygridlines) ygridlines.selectAll(\"path\").forEach(mark_inscale);\n",
+       "    if (xlabels) xlabels.selectAll(\"text\").forEach(mark_inscale);\n",
+       "    if (ylabels) ylabels.selectAll(\"text\").forEach(mark_inscale);\n",
+       "\n",
+       "    // figure out the upper ond lower bounds on panning using the maximum\n",
+       "    // and minum grid lines\n",
+       "    var bounds = root.plotbounds();\n",
+       "    var pan_bounds = {\n",
+       "        x0: 0.0,\n",
+       "        y0: 0.0,\n",
+       "        x1: 0.0,\n",
+       "        y1: 0.0\n",
+       "    };\n",
+       "\n",
+       "    if (xgridlines) {\n",
+       "        xgridlines\n",
+       "            .selectAll(\"path\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var bbox = element.node.getBBox();\n",
+       "                    if (bounds.x1 - bbox.x < pan_bounds.x0) {\n",
+       "                        pan_bounds.x0 = bounds.x1 - bbox.x;\n",
+       "                    }\n",
+       "                    if (bounds.x0 - bbox.x > pan_bounds.x1) {\n",
+       "                        pan_bounds.x1 = bounds.x0 - bbox.x;\n",
+       "                    }\n",
+       "                    element.attr(\"visibility\", \"visible\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    if (ygridlines) {\n",
+       "        ygridlines\n",
+       "            .selectAll(\"path\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var bbox = element.node.getBBox();\n",
+       "                    if (bounds.y1 - bbox.y < pan_bounds.y0) {\n",
+       "                        pan_bounds.y0 = bounds.y1 - bbox.y;\n",
+       "                    }\n",
+       "                    if (bounds.y0 - bbox.y > pan_bounds.y1) {\n",
+       "                        pan_bounds.y1 = bounds.y0 - bbox.y;\n",
+       "                    }\n",
+       "                    element.attr(\"visibility\", \"visible\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    // nudge these values a little\n",
+       "    pan_bounds.x0 -= 5;\n",
+       "    pan_bounds.x1 += 5;\n",
+       "    pan_bounds.y0 -= 5;\n",
+       "    pan_bounds.y1 += 5;\n",
+       "    root.data(\"pan_bounds\", pan_bounds);\n",
+       "\n",
+       "    root.data(\"zoompan-ready\", true)\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// drag actions, i.e. zooming and panning\n",
+       "var pan_action = {\n",
+       "    start: function(root, x, y, event) {\n",
+       "        root.data(\"dx\", 0);\n",
+       "        root.data(\"dy\", 0);\n",
+       "        root.data(\"tx0\", root.data(\"tx\"));\n",
+       "        root.data(\"ty0\", root.data(\"ty\"));\n",
+       "    },\n",
+       "    update: function(root, dx, dy, x, y, event) {\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        dx /= px_per_mm;\n",
+       "        dy /= px_per_mm;\n",
+       "\n",
+       "        var tx0 = root.data(\"tx\"),\n",
+       "            ty0 = root.data(\"ty\");\n",
+       "\n",
+       "        var dx0 = root.data(\"dx\"),\n",
+       "            dy0 = root.data(\"dy\");\n",
+       "\n",
+       "        root.data(\"dx\", dx);\n",
+       "        root.data(\"dy\", dy);\n",
+       "\n",
+       "        dx = dx - dx0;\n",
+       "        dy = dy - dy0;\n",
+       "\n",
+       "        var tx = tx0 + dx,\n",
+       "            ty = ty0 + dy;\n",
+       "\n",
+       "        set_plot_pan_zoom(root, tx, ty, root.data(\"scale\"));\n",
+       "    },\n",
+       "    end: function(root, event) {\n",
+       "\n",
+       "    },\n",
+       "    cancel: function(root) {\n",
+       "        set_plot_pan_zoom(root, root.data(\"tx0\"), root.data(\"ty0\"), root.data(\"scale\"));\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "var zoom_box;\n",
+       "var zoom_action = {\n",
+       "    start: function(root, x, y, event) {\n",
+       "        var bounds = root.plotbounds();\n",
+       "        var width = bounds.x1 - bounds.x0,\n",
+       "            height = bounds.y1 - bounds.y0;\n",
+       "        var ratio = width / height;\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        x = xscalable ? x / px_per_mm : bounds.x0;\n",
+       "        y = yscalable ? y / px_per_mm : bounds.y0;\n",
+       "        var w = xscalable ? 0 : width;\n",
+       "        var h = yscalable ? 0 : height;\n",
+       "        zoom_box = root.rect(x, y, w, h).attr({\n",
+       "            \"fill\": \"#000\",\n",
+       "            \"opacity\": 0.25\n",
+       "        });\n",
+       "        zoom_box.data(\"ratio\", ratio);\n",
+       "    },\n",
+       "    update: function(root, dx, dy, x, y, event) {\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        var bounds = root.plotbounds();\n",
+       "        if (yscalable) {\n",
+       "            y /= px_per_mm;\n",
+       "            y = Math.max(bounds.y0, y);\n",
+       "            y = Math.min(bounds.y1, y);\n",
+       "        } else {\n",
+       "            y = bounds.y1;\n",
+       "        }\n",
+       "        if (xscalable) {\n",
+       "            x /= px_per_mm;\n",
+       "            x = Math.max(bounds.x0, x);\n",
+       "            x = Math.min(bounds.x1, x);\n",
+       "        } else {\n",
+       "            x = bounds.x1;\n",
+       "        }\n",
+       "\n",
+       "        dx = x - zoom_box.attr(\"x\");\n",
+       "        dy = y - zoom_box.attr(\"y\");\n",
+       "        if (xscalable && yscalable) {\n",
+       "            var ratio = zoom_box.data(\"ratio\");\n",
+       "            var width = Math.min(Math.abs(dx), ratio * Math.abs(dy));\n",
+       "            var height = Math.min(Math.abs(dy), Math.abs(dx) / ratio);\n",
+       "            dx = width * dx / Math.abs(dx);\n",
+       "            dy = height * dy / Math.abs(dy);\n",
+       "        }\n",
+       "        var xoffset = 0,\n",
+       "            yoffset = 0;\n",
+       "        if (dx < 0) {\n",
+       "            xoffset = dx;\n",
+       "            dx = -1 * dx;\n",
+       "        }\n",
+       "        if (dy < 0) {\n",
+       "            yoffset = dy;\n",
+       "            dy = -1 * dy;\n",
+       "        }\n",
+       "        if (isNaN(dy)) {\n",
+       "            dy = 0.0;\n",
+       "        }\n",
+       "        if (isNaN(dx)) {\n",
+       "            dx = 0.0;\n",
+       "        }\n",
+       "        zoom_box.transform(\"T\" + xoffset + \",\" + yoffset);\n",
+       "        zoom_box.attr(\"width\", dx);\n",
+       "        zoom_box.attr(\"height\", dy);\n",
+       "    },\n",
+       "    end: function(root, event) {\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var zoom_bounds = zoom_box.getBBox();\n",
+       "        if (zoom_bounds.width * zoom_bounds.height <= 0) {\n",
+       "            return;\n",
+       "        }\n",
+       "        var plot_bounds = root.plotbounds();\n",
+       "        var zoom_factor = 1.0;\n",
+       "        if (yscalable) {\n",
+       "            zoom_factor = (plot_bounds.y1 - plot_bounds.y0) / zoom_bounds.height;\n",
+       "        } else {\n",
+       "            zoom_factor = (plot_bounds.x1 - plot_bounds.x0) / zoom_bounds.width;\n",
+       "        }\n",
+       "        var tx = (root.data(\"tx\") - zoom_bounds.x) * zoom_factor + plot_bounds.x0,\n",
+       "            ty = (root.data(\"ty\") - zoom_bounds.y) * zoom_factor + plot_bounds.y0;\n",
+       "        set_plot_pan_zoom(root, tx, ty, root.data(\"scale\") * zoom_factor);\n",
+       "        zoom_box.remove();\n",
+       "    },\n",
+       "    cancel: function(root) {\n",
+       "        zoom_box.remove();\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onstart = function(x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var scalable = root.hasClass(\"xscalable\") || root.hasClass(\"yscalable\");\n",
+       "    var zoomable = !event.altKey && !event.ctrlKey && event.shiftKey && scalable;\n",
+       "    var panable = !event.altKey && !event.ctrlKey && !event.shiftKey && scalable;\n",
+       "    var drag_action = zoomable ? zoom_action :\n",
+       "                      panable  ? pan_action :\n",
+       "                                 undefined;\n",
+       "    root.data(\"drag_action\", drag_action);\n",
+       "    if (drag_action) {\n",
+       "        var cancel_drag_action = function(event) {\n",
+       "            if (event.which == 27) { // esc key\n",
+       "                drag_action.cancel(root);\n",
+       "                root.data(\"drag_action\", undefined);\n",
+       "            }\n",
+       "        };\n",
+       "        window.addEventListener(\"keyup\", cancel_drag_action);\n",
+       "        root.data(\"cancel_drag_action\", cancel_drag_action);\n",
+       "        drag_action.start(root, x, y, event);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onmove = function(dx, dy, x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var drag_action = root.data(\"drag_action\");\n",
+       "    if (drag_action) {\n",
+       "        drag_action.update(root, dx, dy, x, y, event);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onend = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "    window.removeEventListener(\"keyup\", root.data(\"cancel_drag_action\"));\n",
+       "    root.data(\"cancel_drag_action\", undefined);\n",
+       "    var drag_action = root.data(\"drag_action\");\n",
+       "    if (drag_action) {\n",
+       "        drag_action.end(root, event);\n",
+       "    }\n",
+       "    root.data(\"drag_action\", undefined);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_scroll = function(event) {\n",
+       "    if (event.shiftKey) {\n",
+       "        increase_zoom_by_position(this.plotroot(), 0.001 * event.wheelDelta);\n",
+       "        event.preventDefault();\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_button_mouseover = function(event) {\n",
+       "    this.select(\".button_logo\")\n",
+       "         .animate({fill: this.data(\"mouseover_color\")}, 100);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_button_mouseout = function(event) {\n",
+       "     this.select(\".button_logo\")\n",
+       "         .animate({fill: this.data(\"mouseout_color\")}, 100);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_zoomout_click = function(event) {\n",
+       "    increase_zoom_by_position(this.plotroot(), -0.1, true);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_zoomin_click = function(event) {\n",
+       "    increase_zoom_by_position(this.plotroot(), 0.1, true);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_track_click = function(event) {\n",
+       "    // TODO\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Map slider position x to scale y using the function y = a*exp(b*x)+c.\n",
+       "// The constants a, b, and c are solved using the constraint that the function\n",
+       "// should go through the points (0; min_scale), (0.5; 1), and (1; max_scale).\n",
+       "var scale_from_slider_position = function(position, min_scale, max_scale) {\n",
+       "    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),\n",
+       "        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),\n",
+       "        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);\n",
+       "    return a * Math.exp(b * position) + c;\n",
+       "}\n",
+       "\n",
+       "// inverse of scale_from_slider_position\n",
+       "var slider_position_from_scale = function(scale, min_scale, max_scale) {\n",
+       "    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),\n",
+       "        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),\n",
+       "        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);\n",
+       "    return 1 / b * Math.log((scale - c) / a);\n",
+       "}\n",
+       "\n",
+       "var increase_zoom_by_position = function(root, delta_position, animate) {\n",
+       "    var scale = root.data(\"scale\"),\n",
+       "        min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\");\n",
+       "    var position = slider_position_from_scale(scale, min_scale, max_scale);\n",
+       "    position += delta_position;\n",
+       "    scale = scale_from_slider_position(position, min_scale, max_scale);\n",
+       "    set_zoom(root, scale, animate);\n",
+       "}\n",
+       "\n",
+       "var set_zoom = function(root, scale, animate) {\n",
+       "    var min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\"),\n",
+       "        old_scale = root.data(\"scale\");\n",
+       "    var new_scale = Math.max(min_scale, Math.min(scale, max_scale));\n",
+       "    if (animate) {\n",
+       "        Snap.animate(\n",
+       "            old_scale,\n",
+       "            new_scale,\n",
+       "            function (new_scale) {\n",
+       "                update_plot_scale(root, new_scale);\n",
+       "            },\n",
+       "            200);\n",
+       "    } else {\n",
+       "        update_plot_scale(root, new_scale);\n",
+       "    }\n",
+       "}\n",
+       "\n",
+       "\n",
+       "var update_plot_scale = function(root, new_scale) {\n",
+       "    var trans = scale_centered_translation(root, new_scale);\n",
+       "    set_plot_pan_zoom(root, trans.x, trans.y, new_scale);\n",
+       "\n",
+       "    root.selectAll(\".zoomslider_thumb\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            var min_pos = element.data(\"min_pos\"),\n",
+       "                max_pos = element.data(\"max_pos\"),\n",
+       "                min_scale = root.data(\"min_scale\"),\n",
+       "                max_scale = root.data(\"max_scale\");\n",
+       "            var xmid = (min_pos + max_pos) / 2;\n",
+       "            var xpos = slider_position_from_scale(new_scale, min_scale, max_scale);\n",
+       "            element.transform(new Snap.Matrix().translate(\n",
+       "                Math.max(min_pos, Math.min(\n",
+       "                         max_pos, min_pos + (max_pos - min_pos) * xpos)) - xmid, 0));\n",
+       "    });\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragmove = function(dx, dy, x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var min_pos = this.data(\"min_pos\"),\n",
+       "        max_pos = this.data(\"max_pos\"),\n",
+       "        min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\"),\n",
+       "        old_scale = root.data(\"old_scale\");\n",
+       "\n",
+       "    var px_per_mm = root.data(\"px_per_mm\");\n",
+       "    dx /= px_per_mm;\n",
+       "    dy /= px_per_mm;\n",
+       "\n",
+       "    var xmid = (min_pos + max_pos) / 2;\n",
+       "    var xpos = slider_position_from_scale(old_scale, min_scale, max_scale) +\n",
+       "                   dx / (max_pos - min_pos);\n",
+       "\n",
+       "    // compute the new scale\n",
+       "    var new_scale = scale_from_slider_position(xpos, min_scale, max_scale);\n",
+       "    new_scale = Math.min(max_scale, Math.max(min_scale, new_scale));\n",
+       "\n",
+       "    update_plot_scale(root, new_scale);\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragstart = function(x, y, event) {\n",
+       "    this.animate({fill: this.data(\"mouseover_color\")}, 100);\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    // keep track of what the scale was when we started dragging\n",
+       "    root.data(\"old_scale\", root.data(\"scale\"));\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragend = function(event) {\n",
+       "    this.animate({fill: this.data(\"mouseout_color\")}, 100);\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var toggle_color_class = function(root, color_class, ison) {\n",
+       "    var guides = root.selectAll(\".guide.\" + color_class + \",.guide .\" + color_class);\n",
+       "    var geoms = root.selectAll(\".geometry.\" + color_class + \",.geometry .\" + color_class);\n",
+       "    if (ison) {\n",
+       "        guides.animate({opacity: 0.5}, 250);\n",
+       "        geoms.animate({opacity: 0.0}, 250);\n",
+       "    } else {\n",
+       "        guides.animate({opacity: 1.0}, 250);\n",
+       "        geoms.animate({opacity: 1.0}, 250);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.colorkey_swatch_click = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var color_class = this.data(\"color_class\");\n",
+       "\n",
+       "    if (event.shiftKey) {\n",
+       "        root.selectAll(\".colorkey text\")\n",
+       "            .forEach(function (element) {\n",
+       "                var other_color_class = element.data(\"color_class\");\n",
+       "                if (other_color_class != color_class) {\n",
+       "                    toggle_color_class(root, other_color_class,\n",
+       "                                       element.attr(\"opacity\") == 1.0);\n",
+       "                }\n",
+       "            });\n",
+       "    } else {\n",
+       "        toggle_color_class(root, color_class, this.attr(\"opacity\") == 1.0);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "return Gadfly;\n",
+       "\n",
+       "}));\n",
+       "\n",
+       "\n",
+       "//@ sourceURL=gadfly.js\n",
+       "\n",
+       "(function (glob, factory) {\n",
+       "    // AMD support\n",
+       "      if (typeof require === \"function\" && typeof define === \"function\" && define.amd) {\n",
+       "        require([\"Snap.svg\", \"Gadfly\"], function (Snap, Gadfly) {\n",
+       "            factory(Snap, Gadfly);\n",
+       "        });\n",
+       "      } else {\n",
+       "          factory(glob.Snap, glob.Gadfly);\n",
+       "      }\n",
+       "})(window, function (Snap, Gadfly) {\n",
+       "    var fig = Snap(\"#fig-3a6dd25ad25c4037a166889ee51bb151\");\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-8\")\n",
+       "   .init_gadfly();\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-11\")\n",
+       "   .plotroot().data(\"unfocused_ygrid_color\", \"#D0D0E0\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-11\")\n",
+       "   .plotroot().data(\"focused_ygrid_color\", \"#A0A0A0\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-12\")\n",
+       "   .plotroot().data(\"unfocused_xgrid_color\", \"#D0D0E0\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-12\")\n",
+       "   .plotroot().data(\"focused_xgrid_color\", \"#A0A0A0\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-16\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-16\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-16\")\n",
+       "   .click(Gadfly.zoomslider_zoomin_click)\n",
+       ".mouseenter(Gadfly.zoomslider_button_mouseover)\n",
+       ".mouseleave(Gadfly.zoomslider_button_mouseout)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-18\")\n",
+       "   .data(\"max_pos\", 111.58)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-18\")\n",
+       "   .data(\"min_pos\", 94.58)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-18\")\n",
+       "   .click(Gadfly.zoomslider_track_click);\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-19\")\n",
+       "   .data(\"max_pos\", 111.58)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-19\")\n",
+       "   .data(\"min_pos\", 94.58)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-19\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-19\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-19\")\n",
+       "   .drag(Gadfly.zoomslider_thumb_dragmove,\n",
+       "     Gadfly.zoomslider_thumb_dragstart,\n",
+       "     Gadfly.zoomslider_thumb_dragend)\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-20\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-20\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-3a6dd25ad25c4037a166889ee51bb151-element-20\")\n",
+       "   .click(Gadfly.zoomslider_zoomout_click)\n",
+       ".mouseenter(Gadfly.zoomslider_button_mouseover)\n",
+       ".mouseleave(Gadfly.zoomslider_button_mouseout)\n",
+       ";\n",
+       "    });\n",
+       "]]> </script>\n",
+       "</svg>\n"
+      ],
+      "text/plain": [
+       "Plot(...)"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "initial = ones(5) * S0\n",
+    "# Using μ=0, T=.25 for now, we'll use the proper values later\n",
+    "motion = simulate_gbm(initial, 0, σ, .25, 200) \n",
+    "\n",
+    "display_motion(motion, .25)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Computing the term structure\n",
+    "\n",
+    "Now that we've got the basic motion set up, let's start making things a bit more sophisticated for the model. We're going to assume that the drift of the stock is the difference between the implied forward rate and the quarterly dividend rate.\n",
+    "\n",
+    "We're given the yearly term structure, and need to calculate the quarterly forward rate to match this structure. The term structure is assumed to follow:\n",
+    "\n",
+    "$d(0, t) = d(0,t-1)\\cdot f_{i-1, i}$\n",
+    "\n",
+    "Where $f_{i-1, i}$ is the quarterly forward rate."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "forward_term = function(yearly_term)\n",
+    "    # It is assumed that we have a yearly term structure passed in, and starts at year 0\n",
+    "    # This implies a nominal rate above 0 for the first year!\n",
+    "    years = length(term)-1 # because we start at 0\n",
+    "    structure = [(term[i+1] / term[i]) for i=1:years]\n",
+    "end;"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Illustrating the term structure\n",
+    "\n",
+    "Now that we've got our term structure, let's validate that we're getting the correct results! If we've done this correctly, then:\n",
+    "\n",
+    "```\n",
+    "term[2] == term[1] * structure[1]\n",
+    "```"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Actual term[2]: 1.0049; Calculated term[2]: 1.0049\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Example term structure taken from:\n",
+    "# http://www.treasury.gov/resource-center/data-chart-center/interest-rates/Pages/TextView.aspx?data=yield\n",
+    "# Linear interpolation used years in-between periods, assuming real-dollar\n",
+    "# interest rates\n",
+    "forward_yield = forward_term(term)\n",
+    "calculated_term2 = term[1] * forward_yield[1]\n",
+    "\n",
+    "println(\"Actual term[2]: $(term[2]); Calculated term[2]: $(calculated_term2)\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### The full underlying simulation\n",
+    "\n",
+    "Now that we have the term structure set up, we can actually start doing some real simulation! Let's construct some paths through the full 5-year time frame. In order to do this, we will simulate 1 year at a time, and use the forward rates at those times to compute the drift. Thus, there will be 5 total simulations batched together."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+       "a.path.toString=z;a.path.clone=d});C.plugin(function(a,v,y,C){var A=Math.max,w=Math.min,z=function(a){this.items=[];this.bindings={};this.length=0;this.type=\"set\";if(a)for(var f=0,n=a.length;f<n;f++)a[f]&&(this[this.items.length]=this.items[this.items.length]=a[f],this.length++)};v=z.prototype;v.push=function(){for(var a,f,n=0,k=arguments.length;n<k;n++)if(a=arguments[n])f=this.items.length,this[f]=this.items[f]=a,this.length++;return this};v.pop=function(){this.length&&delete this[this.length--];\n",
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+       "return a};v.toString=function(){return\"Snap\\u2018s set\"};v.type=\"set\";a.set=function(){var a=new z;arguments.length&&a.push.apply(a,Array.prototype.slice.call(arguments,0));return a}});C.plugin(function(a,v,y,C){function A(a){var b=a[0];switch(b.toLowerCase()){case \"t\":return[b,0,0];case \"m\":return[b,1,0,0,1,0,0];case \"r\":return 4==a.length?[b,0,a[2],a[3] ]:[b,0];case \"s\":return 5==a.length?[b,1,1,a[3],a[4] ]:3==a.length?[b,1,1]:[b,1]}}function w(b,d,f){d=q(d).replace(/\\.{3}|\\u2026/g,b);b=a.parseTransformString(b)||\n",
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+       "function(){k.stop();var d=z(this.node,\"filter\");if(d)return(d=w(d).match(A))&&a.select(d[1])});k.on(\"snap.util.attr.filter\",function(d){if(d instanceof v&&\"filter\"==d.type){k.stop();var f=d.node.id;f||(z(d.node,{id:d.id}),f=d.id);z(this.node,{filter:a.url(f)})}d&&\"none\"!=d||(k.stop(),this.node.removeAttribute(\"filter\"))});a.filter.blur=function(d,f){null==d&&(d=2);return a.format('<feGaussianBlur stdDeviation=\"{def}\"/>',{def:null==f?d:[d,f]})};a.filter.blur.toString=function(){return this()};a.filter.shadow=\n",
+       "function(d,f,k,u,p){\"string\"==typeof k&&(p=u=k,k=4);\"string\"!=typeof u&&(p=u,u=\"#000\");null==k&&(k=4);null==p&&(p=1);null==d&&(d=0,f=2);null==f&&(f=d);u=a.color(u||\"#000\");return a.format('<feGaussianBlur in=\"SourceAlpha\" stdDeviation=\"{blur}\"/><feOffset dx=\"{dx}\" dy=\"{dy}\" result=\"offsetblur\"/><feFlood flood-color=\"{color}\"/><feComposite in2=\"offsetblur\" operator=\"in\"/><feComponentTransfer><feFuncA type=\"linear\" slope=\"{opacity}\"/></feComponentTransfer><feMerge><feMergeNode/><feMergeNode in=\"SourceGraphic\"/></feMerge>',\n",
+       "{color:u,dx:d,dy:f,blur:k,opacity:p})};a.filter.shadow.toString=function(){return this()};a.filter.grayscale=function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"matrix\" values=\"{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {b} {h} 0 0 0 0 0 1 0\"/>',{a:0.2126+0.7874*(1-d),b:0.7152-0.7152*(1-d),c:0.0722-0.0722*(1-d),d:0.2126-0.2126*(1-d),e:0.7152+0.2848*(1-d),f:0.0722-0.0722*(1-d),g:0.2126-0.2126*(1-d),h:0.0722+0.9278*(1-d)})};a.filter.grayscale.toString=function(){return this()};a.filter.sepia=\n",
+       "function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"matrix\" values=\"{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {h} {i} 0 0 0 0 0 1 0\"/>',{a:0.393+0.607*(1-d),b:0.769-0.769*(1-d),c:0.189-0.189*(1-d),d:0.349-0.349*(1-d),e:0.686+0.314*(1-d),f:0.168-0.168*(1-d),g:0.272-0.272*(1-d),h:0.534-0.534*(1-d),i:0.131+0.869*(1-d)})};a.filter.sepia.toString=function(){return this()};a.filter.saturate=function(d){null==d&&(d=1);return a.format('<feColorMatrix type=\"saturate\" values=\"{amount}\"/>',{amount:1-\n",
+       "d})};a.filter.saturate.toString=function(){return this()};a.filter.hueRotate=function(d){return a.format('<feColorMatrix type=\"hueRotate\" values=\"{angle}\"/>',{angle:d||0})};a.filter.hueRotate.toString=function(){return this()};a.filter.invert=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"table\" tableValues=\"{amount} {amount2}\"/><feFuncG type=\"table\" tableValues=\"{amount} {amount2}\"/><feFuncB type=\"table\" tableValues=\"{amount} {amount2}\"/></feComponentTransfer>',{amount:d,\n",
+       "amount2:1-d})};a.filter.invert.toString=function(){return this()};a.filter.brightness=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"linear\" slope=\"{amount}\"/><feFuncG type=\"linear\" slope=\"{amount}\"/><feFuncB type=\"linear\" slope=\"{amount}\"/></feComponentTransfer>',{amount:d})};a.filter.brightness.toString=function(){return this()};a.filter.contrast=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/><feFuncG type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/><feFuncB type=\"linear\" slope=\"{amount}\" intercept=\"{amount2}\"/></feComponentTransfer>',\n",
+       "{amount:d,amount2:0.5-d/2})};a.filter.contrast.toString=function(){return this()}});return C});\n",
+       "\n",
+       "]]> </script>\n",
+       "<script> <![CDATA[\n",
+       "\n",
+       "(function (glob, factory) {\n",
+       "    // AMD support\n",
+       "    if (typeof define === \"function\" && define.amd) {\n",
+       "        // Define as an anonymous module\n",
+       "        define(\"Gadfly\", [\"Snap.svg\"], function (Snap) {\n",
+       "            return factory(Snap);\n",
+       "        });\n",
+       "    } else {\n",
+       "        // Browser globals (glob is window)\n",
+       "        // Snap adds itself to window\n",
+       "        glob.Gadfly = factory(glob.Snap);\n",
+       "    }\n",
+       "}(this, function (Snap) {\n",
+       "\n",
+       "var Gadfly = {};\n",
+       "\n",
+       "// Get an x/y coordinate value in pixels\n",
+       "var xPX = function(fig, x) {\n",
+       "    var client_box = fig.node.getBoundingClientRect();\n",
+       "    return x * fig.node.viewBox.baseVal.width / client_box.width;\n",
+       "};\n",
+       "\n",
+       "var yPX = function(fig, y) {\n",
+       "    var client_box = fig.node.getBoundingClientRect();\n",
+       "    return y * fig.node.viewBox.baseVal.height / client_box.height;\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Snap.plugin(function (Snap, Element, Paper, global) {\n",
+       "    // Traverse upwards from a snap element to find and return the first\n",
+       "    // note with the \"plotroot\" class.\n",
+       "    Element.prototype.plotroot = function () {\n",
+       "        var element = this;\n",
+       "        while (!element.hasClass(\"plotroot\") && element.parent() != null) {\n",
+       "            element = element.parent();\n",
+       "        }\n",
+       "        return element;\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.svgroot = function () {\n",
+       "        var element = this;\n",
+       "        while (element.node.nodeName != \"svg\" && element.parent() != null) {\n",
+       "            element = element.parent();\n",
+       "        }\n",
+       "        return element;\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.plotbounds = function () {\n",
+       "        var root = this.plotroot()\n",
+       "        var bbox = root.select(\".guide.background\").node.getBBox();\n",
+       "        return {\n",
+       "            x0: bbox.x,\n",
+       "            x1: bbox.x + bbox.width,\n",
+       "            y0: bbox.y,\n",
+       "            y1: bbox.y + bbox.height\n",
+       "        };\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.plotcenter = function () {\n",
+       "        var root = this.plotroot()\n",
+       "        var bbox = root.select(\".guide.background\").node.getBBox();\n",
+       "        return {\n",
+       "            x: bbox.x + bbox.width / 2,\n",
+       "            y: bbox.y + bbox.height / 2\n",
+       "        };\n",
+       "    };\n",
+       "\n",
+       "    // Emulate IE style mouseenter/mouseleave events, since Microsoft always\n",
+       "    // does everything right.\n",
+       "    // See: http://www.dynamic-tools.net/toolbox/isMouseLeaveOrEnter/\n",
+       "    var events = [\"mouseenter\", \"mouseleave\"];\n",
+       "\n",
+       "    for (i in events) {\n",
+       "        (function (event_name) {\n",
+       "            var event_name = events[i];\n",
+       "            Element.prototype[event_name] = function (fn, scope) {\n",
+       "                if (Snap.is(fn, \"function\")) {\n",
+       "                    var fn2 = function (event) {\n",
+       "                        if (event.type != \"mouseover\" && event.type != \"mouseout\") {\n",
+       "                            return;\n",
+       "                        }\n",
+       "\n",
+       "                        var reltg = event.relatedTarget ? event.relatedTarget :\n",
+       "                            event.type == \"mouseout\" ? event.toElement : event.fromElement;\n",
+       "                        while (reltg && reltg != this.node) reltg = reltg.parentNode;\n",
+       "\n",
+       "                        if (reltg != this.node) {\n",
+       "                            return fn.apply(this, event);\n",
+       "                        }\n",
+       "                    };\n",
+       "\n",
+       "                    if (event_name == \"mouseenter\") {\n",
+       "                        this.mouseover(fn2, scope);\n",
+       "                    } else {\n",
+       "                        this.mouseout(fn2, scope);\n",
+       "                    }\n",
+       "                }\n",
+       "                return this;\n",
+       "            };\n",
+       "        })(events[i]);\n",
+       "    }\n",
+       "\n",
+       "\n",
+       "    Element.prototype.mousewheel = function (fn, scope) {\n",
+       "        if (Snap.is(fn, \"function\")) {\n",
+       "            var el = this;\n",
+       "            var fn2 = function (event) {\n",
+       "                fn.apply(el, [event]);\n",
+       "            };\n",
+       "        }\n",
+       "\n",
+       "        this.node.addEventListener(\n",
+       "            /Firefox/i.test(navigator.userAgent) ? \"DOMMouseScroll\" : \"mousewheel\",\n",
+       "            fn2);\n",
+       "\n",
+       "        return this;\n",
+       "    };\n",
+       "\n",
+       "\n",
+       "    // Snap's attr function can be too slow for things like panning/zooming.\n",
+       "    // This is a function to directly update element attributes without going\n",
+       "    // through eve.\n",
+       "    Element.prototype.attribute = function(key, val) {\n",
+       "        if (val === undefined) {\n",
+       "            return this.node.getAttribute(key);\n",
+       "        } else {\n",
+       "            this.node.setAttribute(key, val);\n",
+       "            return this;\n",
+       "        }\n",
+       "    };\n",
+       "\n",
+       "    Element.prototype.init_gadfly = function() {\n",
+       "        this.mouseenter(Gadfly.plot_mouseover)\n",
+       "            .mouseleave(Gadfly.plot_mouseout)\n",
+       "            .dblclick(Gadfly.plot_dblclick)\n",
+       "            .mousewheel(Gadfly.guide_background_scroll)\n",
+       "            .drag(Gadfly.guide_background_drag_onmove,\n",
+       "                  Gadfly.guide_background_drag_onstart,\n",
+       "                  Gadfly.guide_background_drag_onend);\n",
+       "        this.mouseenter(function (event) {\n",
+       "            init_pan_zoom(this.plotroot());\n",
+       "        });\n",
+       "        return this;\n",
+       "    };\n",
+       "});\n",
+       "\n",
+       "\n",
+       "// When the plot is moused over, emphasize the grid lines.\n",
+       "Gadfly.plot_mouseover = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    var keyboard_zoom = function(event) {\n",
+       "        if (event.which == 187) { // plus\n",
+       "            increase_zoom_by_position(root, 0.1, true);\n",
+       "        } else if (event.which == 189) { // minus\n",
+       "            increase_zoom_by_position(root, -0.1, true);\n",
+       "        }\n",
+       "    };\n",
+       "    root.data(\"keyboard_zoom\", keyboard_zoom);\n",
+       "    window.addEventListener(\"keyup\", keyboard_zoom);\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\"),\n",
+       "        ygridlines = root.select(\".ygridlines\");\n",
+       "\n",
+       "    xgridlines.data(\"unfocused_strokedash\",\n",
+       "                    xgridlines.attribute(\"stroke-dasharray\").replace(/(\\d)(,|$)/g, \"$1mm$2\"));\n",
+       "    ygridlines.data(\"unfocused_strokedash\",\n",
+       "                    ygridlines.attribute(\"stroke-dasharray\").replace(/(\\d)(,|$)/g, \"$1mm$2\"));\n",
+       "\n",
+       "    // emphasize grid lines\n",
+       "    var destcolor = root.data(\"focused_xgrid_color\");\n",
+       "    xgridlines.attribute(\"stroke-dasharray\", \"none\")\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    destcolor = root.data(\"focused_ygrid_color\");\n",
+       "    ygridlines.attribute(\"stroke-dasharray\", \"none\")\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    // reveal zoom slider\n",
+       "    root.select(\".zoomslider\")\n",
+       "        .animate({opacity: 1.0}, 250);\n",
+       "};\n",
+       "\n",
+       "// Reset pan and zoom on double click\n",
+       "Gadfly.plot_dblclick = function(event) {\n",
+       "  set_plot_pan_zoom(this.plotroot(), 0.0, 0.0, 1.0);\n",
+       "};\n",
+       "\n",
+       "// Unemphasize grid lines on mouse out.\n",
+       "Gadfly.plot_mouseout = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    window.removeEventListener(\"keyup\", root.data(\"keyboard_zoom\"));\n",
+       "    root.data(\"keyboard_zoom\", undefined);\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\"),\n",
+       "        ygridlines = root.select(\".ygridlines\");\n",
+       "\n",
+       "    var destcolor = root.data(\"unfocused_xgrid_color\");\n",
+       "\n",
+       "    xgridlines.attribute(\"stroke-dasharray\", xgridlines.data(\"unfocused_strokedash\"))\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    destcolor = root.data(\"unfocused_ygrid_color\");\n",
+       "    ygridlines.attribute(\"stroke-dasharray\", ygridlines.data(\"unfocused_strokedash\"))\n",
+       "              .selectAll(\"path\")\n",
+       "              .animate({stroke: destcolor}, 250);\n",
+       "\n",
+       "    // hide zoom slider\n",
+       "    root.select(\".zoomslider\")\n",
+       "        .animate({opacity: 0.0}, 250);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var set_geometry_transform = function(root, tx, ty, scale) {\n",
+       "    var xscalable = root.hasClass(\"xscalable\"),\n",
+       "        yscalable = root.hasClass(\"yscalable\");\n",
+       "\n",
+       "    var old_scale = root.data(\"scale\");\n",
+       "\n",
+       "    var xscale = xscalable ? scale : 1.0,\n",
+       "        yscale = yscalable ? scale : 1.0;\n",
+       "\n",
+       "    tx = xscalable ? tx : 0.0;\n",
+       "    ty = yscalable ? ty : 0.0;\n",
+       "\n",
+       "    var t = new Snap.Matrix().translate(tx, ty).scale(xscale, yscale);\n",
+       "\n",
+       "    root.selectAll(\".geometry, image\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            element.transform(t);\n",
+       "        });\n",
+       "\n",
+       "    bounds = root.plotbounds();\n",
+       "\n",
+       "    if (yscalable) {\n",
+       "        var xfixed_t = new Snap.Matrix().translate(0, ty).scale(1.0, yscale);\n",
+       "        root.selectAll(\".xfixed\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                element.transform(xfixed_t);\n",
+       "            });\n",
+       "\n",
+       "        root.select(\".ylabels\")\n",
+       "            .transform(xfixed_t)\n",
+       "            .selectAll(\"text\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var cx = element.asPX(\"x\"),\n",
+       "                        cy = element.asPX(\"y\");\n",
+       "                    var st = element.data(\"static_transform\");\n",
+       "                    unscale_t = new Snap.Matrix();\n",
+       "                    unscale_t.scale(1, 1/scale, cx, cy).add(st);\n",
+       "                    element.transform(unscale_t);\n",
+       "\n",
+       "                    var y = cy * scale + ty;\n",
+       "                    element.attr(\"visibility\",\n",
+       "                        bounds.y0 <= y && y <= bounds.y1 ? \"visible\" : \"hidden\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    if (xscalable) {\n",
+       "        var yfixed_t = new Snap.Matrix().translate(tx, 0).scale(xscale, 1.0);\n",
+       "        var xtrans = new Snap.Matrix().translate(tx, 0);\n",
+       "        root.selectAll(\".yfixed\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                element.transform(yfixed_t);\n",
+       "            });\n",
+       "\n",
+       "        root.select(\".xlabels\")\n",
+       "            .transform(yfixed_t)\n",
+       "            .selectAll(\"text\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var cx = element.asPX(\"x\"),\n",
+       "                        cy = element.asPX(\"y\");\n",
+       "                    var st = element.data(\"static_transform\");\n",
+       "                    unscale_t = new Snap.Matrix();\n",
+       "                    unscale_t.scale(1/scale, 1, cx, cy).add(st);\n",
+       "\n",
+       "                    element.transform(unscale_t);\n",
+       "\n",
+       "                    var x = cx * scale + tx;\n",
+       "                    element.attr(\"visibility\",\n",
+       "                        bounds.x0 <= x && x <= bounds.x1 ? \"visible\" : \"hidden\");\n",
+       "                    }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    // we must unscale anything that is scale invariance: widths, raiduses, etc.\n",
+       "    var size_attribs = [\"font-size\"];\n",
+       "    var unscaled_selection = \".geometry, .geometry *\";\n",
+       "    if (xscalable) {\n",
+       "        size_attribs.push(\"rx\");\n",
+       "        unscaled_selection += \", .xgridlines\";\n",
+       "    }\n",
+       "    if (yscalable) {\n",
+       "        size_attribs.push(\"ry\");\n",
+       "        unscaled_selection += \", .ygridlines\";\n",
+       "    }\n",
+       "\n",
+       "    root.selectAll(unscaled_selection)\n",
+       "        .forEach(function (element, i) {\n",
+       "            // circle need special help\n",
+       "            if (element.node.nodeName == \"circle\") {\n",
+       "                var cx = element.attribute(\"cx\"),\n",
+       "                    cy = element.attribute(\"cy\");\n",
+       "                unscale_t = new Snap.Matrix().scale(1/xscale, 1/yscale,\n",
+       "                                                        cx, cy);\n",
+       "                element.transform(unscale_t);\n",
+       "                return;\n",
+       "            }\n",
+       "\n",
+       "            for (i in size_attribs) {\n",
+       "                var key = size_attribs[i];\n",
+       "                var val = parseFloat(element.attribute(key));\n",
+       "                if (val !== undefined && val != 0 && !isNaN(val)) {\n",
+       "                    element.attribute(key, val * old_scale / scale);\n",
+       "                }\n",
+       "            }\n",
+       "        });\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Find the most appropriate tick scale and update label visibility.\n",
+       "var update_tickscale = function(root, scale, axis) {\n",
+       "    if (!root.hasClass(axis + \"scalable\")) return;\n",
+       "\n",
+       "    var tickscales = root.data(axis + \"tickscales\");\n",
+       "    var best_tickscale = 1.0;\n",
+       "    var best_tickscale_dist = Infinity;\n",
+       "    for (tickscale in tickscales) {\n",
+       "        var dist = Math.abs(Math.log(tickscale) - Math.log(scale));\n",
+       "        if (dist < best_tickscale_dist) {\n",
+       "            best_tickscale_dist = dist;\n",
+       "            best_tickscale = tickscale;\n",
+       "        }\n",
+       "    }\n",
+       "\n",
+       "    if (best_tickscale != root.data(axis + \"tickscale\")) {\n",
+       "        root.data(axis + \"tickscale\", best_tickscale);\n",
+       "        var mark_inscale_gridlines = function (element, i) {\n",
+       "            var inscale = element.attr(\"gadfly:scale\") == best_tickscale;\n",
+       "            element.attribute(\"gadfly:inscale\", inscale);\n",
+       "            element.attr(\"visibility\", inscale ? \"visible\" : \"hidden\");\n",
+       "        };\n",
+       "\n",
+       "        var mark_inscale_labels = function (element, i) {\n",
+       "            var inscale = element.attr(\"gadfly:scale\") == best_tickscale;\n",
+       "            element.attribute(\"gadfly:inscale\", inscale);\n",
+       "            element.attr(\"visibility\", inscale ? \"visible\" : \"hidden\");\n",
+       "        };\n",
+       "\n",
+       "        root.select(\".\" + axis + \"gridlines\").selectAll(\"path\").forEach(mark_inscale_gridlines);\n",
+       "        root.select(\".\" + axis + \"labels\").selectAll(\"text\").forEach(mark_inscale_labels);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var set_plot_pan_zoom = function(root, tx, ty, scale) {\n",
+       "    var old_scale = root.data(\"scale\");\n",
+       "    var bounds = root.plotbounds();\n",
+       "\n",
+       "    var width = bounds.x1 - bounds.x0,\n",
+       "        height = bounds.y1 - bounds.y0;\n",
+       "\n",
+       "    // compute the viewport derived from tx, ty, and scale\n",
+       "    var x_min = -width * scale - (scale * width - width),\n",
+       "        x_max = width * scale,\n",
+       "        y_min = -height * scale - (scale * height - height),\n",
+       "        y_max = height * scale;\n",
+       "\n",
+       "    var x0 = bounds.x0 - scale * bounds.x0,\n",
+       "        y0 = bounds.y0 - scale * bounds.y0;\n",
+       "\n",
+       "    var tx = Math.max(Math.min(tx - x0, x_max), x_min),\n",
+       "        ty = Math.max(Math.min(ty - y0, y_max), y_min);\n",
+       "\n",
+       "    tx += x0;\n",
+       "    ty += y0;\n",
+       "\n",
+       "    // when the scale change, we may need to alter which set of\n",
+       "    // ticks is being displayed\n",
+       "    if (scale != old_scale) {\n",
+       "        update_tickscale(root, scale, \"x\");\n",
+       "        update_tickscale(root, scale, \"y\");\n",
+       "    }\n",
+       "\n",
+       "    set_geometry_transform(root, tx, ty, scale);\n",
+       "\n",
+       "    root.data(\"scale\", scale);\n",
+       "    root.data(\"tx\", tx);\n",
+       "    root.data(\"ty\", ty);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var scale_centered_translation = function(root, scale) {\n",
+       "    var bounds = root.plotbounds();\n",
+       "\n",
+       "    var width = bounds.x1 - bounds.x0,\n",
+       "        height = bounds.y1 - bounds.y0;\n",
+       "\n",
+       "    var tx0 = root.data(\"tx\"),\n",
+       "        ty0 = root.data(\"ty\");\n",
+       "\n",
+       "    var scale0 = root.data(\"scale\");\n",
+       "\n",
+       "    // how off from center the current view is\n",
+       "    var xoff = tx0 - (bounds.x0 * (1 - scale0) + (width * (1 - scale0)) / 2),\n",
+       "        yoff = ty0 - (bounds.y0 * (1 - scale0) + (height * (1 - scale0)) / 2);\n",
+       "\n",
+       "    // rescale offsets\n",
+       "    xoff = xoff * scale / scale0;\n",
+       "    yoff = yoff * scale / scale0;\n",
+       "\n",
+       "    // adjust for the panel position being scaled\n",
+       "    var x_edge_adjust = bounds.x0 * (1 - scale),\n",
+       "        y_edge_adjust = bounds.y0 * (1 - scale);\n",
+       "\n",
+       "    return {\n",
+       "        x: xoff + x_edge_adjust + (width - width * scale) / 2,\n",
+       "        y: yoff + y_edge_adjust + (height - height * scale) / 2\n",
+       "    };\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Initialize data for panning zooming if it isn't already.\n",
+       "var init_pan_zoom = function(root) {\n",
+       "    if (root.data(\"zoompan-ready\")) {\n",
+       "        return;\n",
+       "    }\n",
+       "\n",
+       "    // The non-scaling-stroke trick. Rather than try to correct for the\n",
+       "    // stroke-width when zooming, we force it to a fixed value.\n",
+       "    var px_per_mm = root.node.getCTM().a;\n",
+       "\n",
+       "    // Drag events report deltas in pixels, which we'd like to convert to\n",
+       "    // millimeters.\n",
+       "    root.data(\"px_per_mm\", px_per_mm);\n",
+       "\n",
+       "    root.selectAll(\"path\")\n",
+       "        .forEach(function (element, i) {\n",
+       "        sw = element.asPX(\"stroke-width\") * px_per_mm;\n",
+       "        if (sw > 0) {\n",
+       "            element.attribute(\"stroke-width\", sw);\n",
+       "            element.attribute(\"vector-effect\", \"non-scaling-stroke\");\n",
+       "        }\n",
+       "    });\n",
+       "\n",
+       "    // Store ticks labels original tranformation\n",
+       "    root.selectAll(\".xlabels > text, .ylabels > text\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            var lm = element.transform().localMatrix;\n",
+       "            element.data(\"static_transform\",\n",
+       "                new Snap.Matrix(lm.a, lm.b, lm.c, lm.d, lm.e, lm.f));\n",
+       "        });\n",
+       "\n",
+       "    var xgridlines = root.select(\".xgridlines\");\n",
+       "    var ygridlines = root.select(\".ygridlines\");\n",
+       "    var xlabels = root.select(\".xlabels\");\n",
+       "    var ylabels = root.select(\".ylabels\");\n",
+       "\n",
+       "    if (root.data(\"tx\") === undefined) root.data(\"tx\", 0);\n",
+       "    if (root.data(\"ty\") === undefined) root.data(\"ty\", 0);\n",
+       "    if (root.data(\"scale\") === undefined) root.data(\"scale\", 1.0);\n",
+       "    if (root.data(\"xtickscales\") === undefined) {\n",
+       "\n",
+       "        // index all the tick scales that are listed\n",
+       "        var xtickscales = {};\n",
+       "        var ytickscales = {};\n",
+       "        var add_x_tick_scales = function (element, i) {\n",
+       "            xtickscales[element.attribute(\"gadfly:scale\")] = true;\n",
+       "        };\n",
+       "        var add_y_tick_scales = function (element, i) {\n",
+       "            ytickscales[element.attribute(\"gadfly:scale\")] = true;\n",
+       "        };\n",
+       "\n",
+       "        if (xgridlines) xgridlines.selectAll(\"path\").forEach(add_x_tick_scales);\n",
+       "        if (ygridlines) ygridlines.selectAll(\"path\").forEach(add_y_tick_scales);\n",
+       "        if (xlabels) xlabels.selectAll(\"text\").forEach(add_x_tick_scales);\n",
+       "        if (ylabels) ylabels.selectAll(\"text\").forEach(add_y_tick_scales);\n",
+       "\n",
+       "        root.data(\"xtickscales\", xtickscales);\n",
+       "        root.data(\"ytickscales\", ytickscales);\n",
+       "        root.data(\"xtickscale\", 1.0);\n",
+       "    }\n",
+       "\n",
+       "    var min_scale = 1.0, max_scale = 1.0;\n",
+       "    for (scale in xtickscales) {\n",
+       "        min_scale = Math.min(min_scale, scale);\n",
+       "        max_scale = Math.max(max_scale, scale);\n",
+       "    }\n",
+       "    for (scale in ytickscales) {\n",
+       "        min_scale = Math.min(min_scale, scale);\n",
+       "        max_scale = Math.max(max_scale, scale);\n",
+       "    }\n",
+       "    root.data(\"min_scale\", min_scale);\n",
+       "    root.data(\"max_scale\", max_scale);\n",
+       "\n",
+       "    // store the original positions of labels\n",
+       "    if (xlabels) {\n",
+       "        xlabels.selectAll(\"text\")\n",
+       "               .forEach(function (element, i) {\n",
+       "                   element.data(\"x\", element.asPX(\"x\"));\n",
+       "               });\n",
+       "    }\n",
+       "\n",
+       "    if (ylabels) {\n",
+       "        ylabels.selectAll(\"text\")\n",
+       "               .forEach(function (element, i) {\n",
+       "                   element.data(\"y\", element.asPX(\"y\"));\n",
+       "               });\n",
+       "    }\n",
+       "\n",
+       "    // mark grid lines and ticks as in or out of scale.\n",
+       "    var mark_inscale = function (element, i) {\n",
+       "        element.attribute(\"gadfly:inscale\", element.attribute(\"gadfly:scale\") == 1.0);\n",
+       "    };\n",
+       "\n",
+       "    if (xgridlines) xgridlines.selectAll(\"path\").forEach(mark_inscale);\n",
+       "    if (ygridlines) ygridlines.selectAll(\"path\").forEach(mark_inscale);\n",
+       "    if (xlabels) xlabels.selectAll(\"text\").forEach(mark_inscale);\n",
+       "    if (ylabels) ylabels.selectAll(\"text\").forEach(mark_inscale);\n",
+       "\n",
+       "    // figure out the upper ond lower bounds on panning using the maximum\n",
+       "    // and minum grid lines\n",
+       "    var bounds = root.plotbounds();\n",
+       "    var pan_bounds = {\n",
+       "        x0: 0.0,\n",
+       "        y0: 0.0,\n",
+       "        x1: 0.0,\n",
+       "        y1: 0.0\n",
+       "    };\n",
+       "\n",
+       "    if (xgridlines) {\n",
+       "        xgridlines\n",
+       "            .selectAll(\"path\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var bbox = element.node.getBBox();\n",
+       "                    if (bounds.x1 - bbox.x < pan_bounds.x0) {\n",
+       "                        pan_bounds.x0 = bounds.x1 - bbox.x;\n",
+       "                    }\n",
+       "                    if (bounds.x0 - bbox.x > pan_bounds.x1) {\n",
+       "                        pan_bounds.x1 = bounds.x0 - bbox.x;\n",
+       "                    }\n",
+       "                    element.attr(\"visibility\", \"visible\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    if (ygridlines) {\n",
+       "        ygridlines\n",
+       "            .selectAll(\"path\")\n",
+       "            .forEach(function (element, i) {\n",
+       "                if (element.attribute(\"gadfly:inscale\") == \"true\") {\n",
+       "                    var bbox = element.node.getBBox();\n",
+       "                    if (bounds.y1 - bbox.y < pan_bounds.y0) {\n",
+       "                        pan_bounds.y0 = bounds.y1 - bbox.y;\n",
+       "                    }\n",
+       "                    if (bounds.y0 - bbox.y > pan_bounds.y1) {\n",
+       "                        pan_bounds.y1 = bounds.y0 - bbox.y;\n",
+       "                    }\n",
+       "                    element.attr(\"visibility\", \"visible\");\n",
+       "                }\n",
+       "            });\n",
+       "    }\n",
+       "\n",
+       "    // nudge these values a little\n",
+       "    pan_bounds.x0 -= 5;\n",
+       "    pan_bounds.x1 += 5;\n",
+       "    pan_bounds.y0 -= 5;\n",
+       "    pan_bounds.y1 += 5;\n",
+       "    root.data(\"pan_bounds\", pan_bounds);\n",
+       "\n",
+       "    root.data(\"zoompan-ready\", true)\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// drag actions, i.e. zooming and panning\n",
+       "var pan_action = {\n",
+       "    start: function(root, x, y, event) {\n",
+       "        root.data(\"dx\", 0);\n",
+       "        root.data(\"dy\", 0);\n",
+       "        root.data(\"tx0\", root.data(\"tx\"));\n",
+       "        root.data(\"ty0\", root.data(\"ty\"));\n",
+       "    },\n",
+       "    update: function(root, dx, dy, x, y, event) {\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        dx /= px_per_mm;\n",
+       "        dy /= px_per_mm;\n",
+       "\n",
+       "        var tx0 = root.data(\"tx\"),\n",
+       "            ty0 = root.data(\"ty\");\n",
+       "\n",
+       "        var dx0 = root.data(\"dx\"),\n",
+       "            dy0 = root.data(\"dy\");\n",
+       "\n",
+       "        root.data(\"dx\", dx);\n",
+       "        root.data(\"dy\", dy);\n",
+       "\n",
+       "        dx = dx - dx0;\n",
+       "        dy = dy - dy0;\n",
+       "\n",
+       "        var tx = tx0 + dx,\n",
+       "            ty = ty0 + dy;\n",
+       "\n",
+       "        set_plot_pan_zoom(root, tx, ty, root.data(\"scale\"));\n",
+       "    },\n",
+       "    end: function(root, event) {\n",
+       "\n",
+       "    },\n",
+       "    cancel: function(root) {\n",
+       "        set_plot_pan_zoom(root, root.data(\"tx0\"), root.data(\"ty0\"), root.data(\"scale\"));\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "var zoom_box;\n",
+       "var zoom_action = {\n",
+       "    start: function(root, x, y, event) {\n",
+       "        var bounds = root.plotbounds();\n",
+       "        var width = bounds.x1 - bounds.x0,\n",
+       "            height = bounds.y1 - bounds.y0;\n",
+       "        var ratio = width / height;\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        x = xscalable ? x / px_per_mm : bounds.x0;\n",
+       "        y = yscalable ? y / px_per_mm : bounds.y0;\n",
+       "        var w = xscalable ? 0 : width;\n",
+       "        var h = yscalable ? 0 : height;\n",
+       "        zoom_box = root.rect(x, y, w, h).attr({\n",
+       "            \"fill\": \"#000\",\n",
+       "            \"opacity\": 0.25\n",
+       "        });\n",
+       "        zoom_box.data(\"ratio\", ratio);\n",
+       "    },\n",
+       "    update: function(root, dx, dy, x, y, event) {\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var px_per_mm = root.data(\"px_per_mm\");\n",
+       "        var bounds = root.plotbounds();\n",
+       "        if (yscalable) {\n",
+       "            y /= px_per_mm;\n",
+       "            y = Math.max(bounds.y0, y);\n",
+       "            y = Math.min(bounds.y1, y);\n",
+       "        } else {\n",
+       "            y = bounds.y1;\n",
+       "        }\n",
+       "        if (xscalable) {\n",
+       "            x /= px_per_mm;\n",
+       "            x = Math.max(bounds.x0, x);\n",
+       "            x = Math.min(bounds.x1, x);\n",
+       "        } else {\n",
+       "            x = bounds.x1;\n",
+       "        }\n",
+       "\n",
+       "        dx = x - zoom_box.attr(\"x\");\n",
+       "        dy = y - zoom_box.attr(\"y\");\n",
+       "        if (xscalable && yscalable) {\n",
+       "            var ratio = zoom_box.data(\"ratio\");\n",
+       "            var width = Math.min(Math.abs(dx), ratio * Math.abs(dy));\n",
+       "            var height = Math.min(Math.abs(dy), Math.abs(dx) / ratio);\n",
+       "            dx = width * dx / Math.abs(dx);\n",
+       "            dy = height * dy / Math.abs(dy);\n",
+       "        }\n",
+       "        var xoffset = 0,\n",
+       "            yoffset = 0;\n",
+       "        if (dx < 0) {\n",
+       "            xoffset = dx;\n",
+       "            dx = -1 * dx;\n",
+       "        }\n",
+       "        if (dy < 0) {\n",
+       "            yoffset = dy;\n",
+       "            dy = -1 * dy;\n",
+       "        }\n",
+       "        if (isNaN(dy)) {\n",
+       "            dy = 0.0;\n",
+       "        }\n",
+       "        if (isNaN(dx)) {\n",
+       "            dx = 0.0;\n",
+       "        }\n",
+       "        zoom_box.transform(\"T\" + xoffset + \",\" + yoffset);\n",
+       "        zoom_box.attr(\"width\", dx);\n",
+       "        zoom_box.attr(\"height\", dy);\n",
+       "    },\n",
+       "    end: function(root, event) {\n",
+       "        var xscalable = root.hasClass(\"xscalable\"),\n",
+       "            yscalable = root.hasClass(\"yscalable\");\n",
+       "        var zoom_bounds = zoom_box.getBBox();\n",
+       "        if (zoom_bounds.width * zoom_bounds.height <= 0) {\n",
+       "            return;\n",
+       "        }\n",
+       "        var plot_bounds = root.plotbounds();\n",
+       "        var zoom_factor = 1.0;\n",
+       "        if (yscalable) {\n",
+       "            zoom_factor = (plot_bounds.y1 - plot_bounds.y0) / zoom_bounds.height;\n",
+       "        } else {\n",
+       "            zoom_factor = (plot_bounds.x1 - plot_bounds.x0) / zoom_bounds.width;\n",
+       "        }\n",
+       "        var tx = (root.data(\"tx\") - zoom_bounds.x) * zoom_factor + plot_bounds.x0,\n",
+       "            ty = (root.data(\"ty\") - zoom_bounds.y) * zoom_factor + plot_bounds.y0;\n",
+       "        set_plot_pan_zoom(root, tx, ty, root.data(\"scale\") * zoom_factor);\n",
+       "        zoom_box.remove();\n",
+       "    },\n",
+       "    cancel: function(root) {\n",
+       "        zoom_box.remove();\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onstart = function(x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var scalable = root.hasClass(\"xscalable\") || root.hasClass(\"yscalable\");\n",
+       "    var zoomable = !event.altKey && !event.ctrlKey && event.shiftKey && scalable;\n",
+       "    var panable = !event.altKey && !event.ctrlKey && !event.shiftKey && scalable;\n",
+       "    var drag_action = zoomable ? zoom_action :\n",
+       "                      panable  ? pan_action :\n",
+       "                                 undefined;\n",
+       "    root.data(\"drag_action\", drag_action);\n",
+       "    if (drag_action) {\n",
+       "        var cancel_drag_action = function(event) {\n",
+       "            if (event.which == 27) { // esc key\n",
+       "                drag_action.cancel(root);\n",
+       "                root.data(\"drag_action\", undefined);\n",
+       "            }\n",
+       "        };\n",
+       "        window.addEventListener(\"keyup\", cancel_drag_action);\n",
+       "        root.data(\"cancel_drag_action\", cancel_drag_action);\n",
+       "        drag_action.start(root, x, y, event);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onmove = function(dx, dy, x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var drag_action = root.data(\"drag_action\");\n",
+       "    if (drag_action) {\n",
+       "        drag_action.update(root, dx, dy, x, y, event);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_drag_onend = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "    window.removeEventListener(\"keyup\", root.data(\"cancel_drag_action\"));\n",
+       "    root.data(\"cancel_drag_action\", undefined);\n",
+       "    var drag_action = root.data(\"drag_action\");\n",
+       "    if (drag_action) {\n",
+       "        drag_action.end(root, event);\n",
+       "    }\n",
+       "    root.data(\"drag_action\", undefined);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.guide_background_scroll = function(event) {\n",
+       "    if (event.shiftKey) {\n",
+       "        increase_zoom_by_position(this.plotroot(), 0.001 * event.wheelDelta);\n",
+       "        event.preventDefault();\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_button_mouseover = function(event) {\n",
+       "    this.select(\".button_logo\")\n",
+       "         .animate({fill: this.data(\"mouseover_color\")}, 100);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_button_mouseout = function(event) {\n",
+       "     this.select(\".button_logo\")\n",
+       "         .animate({fill: this.data(\"mouseout_color\")}, 100);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_zoomout_click = function(event) {\n",
+       "    increase_zoom_by_position(this.plotroot(), -0.1, true);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_zoomin_click = function(event) {\n",
+       "    increase_zoom_by_position(this.plotroot(), 0.1, true);\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_track_click = function(event) {\n",
+       "    // TODO\n",
+       "};\n",
+       "\n",
+       "\n",
+       "// Map slider position x to scale y using the function y = a*exp(b*x)+c.\n",
+       "// The constants a, b, and c are solved using the constraint that the function\n",
+       "// should go through the points (0; min_scale), (0.5; 1), and (1; max_scale).\n",
+       "var scale_from_slider_position = function(position, min_scale, max_scale) {\n",
+       "    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),\n",
+       "        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),\n",
+       "        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);\n",
+       "    return a * Math.exp(b * position) + c;\n",
+       "}\n",
+       "\n",
+       "// inverse of scale_from_slider_position\n",
+       "var slider_position_from_scale = function(scale, min_scale, max_scale) {\n",
+       "    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),\n",
+       "        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),\n",
+       "        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);\n",
+       "    return 1 / b * Math.log((scale - c) / a);\n",
+       "}\n",
+       "\n",
+       "var increase_zoom_by_position = function(root, delta_position, animate) {\n",
+       "    var scale = root.data(\"scale\"),\n",
+       "        min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\");\n",
+       "    var position = slider_position_from_scale(scale, min_scale, max_scale);\n",
+       "    position += delta_position;\n",
+       "    scale = scale_from_slider_position(position, min_scale, max_scale);\n",
+       "    set_zoom(root, scale, animate);\n",
+       "}\n",
+       "\n",
+       "var set_zoom = function(root, scale, animate) {\n",
+       "    var min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\"),\n",
+       "        old_scale = root.data(\"scale\");\n",
+       "    var new_scale = Math.max(min_scale, Math.min(scale, max_scale));\n",
+       "    if (animate) {\n",
+       "        Snap.animate(\n",
+       "            old_scale,\n",
+       "            new_scale,\n",
+       "            function (new_scale) {\n",
+       "                update_plot_scale(root, new_scale);\n",
+       "            },\n",
+       "            200);\n",
+       "    } else {\n",
+       "        update_plot_scale(root, new_scale);\n",
+       "    }\n",
+       "}\n",
+       "\n",
+       "\n",
+       "var update_plot_scale = function(root, new_scale) {\n",
+       "    var trans = scale_centered_translation(root, new_scale);\n",
+       "    set_plot_pan_zoom(root, trans.x, trans.y, new_scale);\n",
+       "\n",
+       "    root.selectAll(\".zoomslider_thumb\")\n",
+       "        .forEach(function (element, i) {\n",
+       "            var min_pos = element.data(\"min_pos\"),\n",
+       "                max_pos = element.data(\"max_pos\"),\n",
+       "                min_scale = root.data(\"min_scale\"),\n",
+       "                max_scale = root.data(\"max_scale\");\n",
+       "            var xmid = (min_pos + max_pos) / 2;\n",
+       "            var xpos = slider_position_from_scale(new_scale, min_scale, max_scale);\n",
+       "            element.transform(new Snap.Matrix().translate(\n",
+       "                Math.max(min_pos, Math.min(\n",
+       "                         max_pos, min_pos + (max_pos - min_pos) * xpos)) - xmid, 0));\n",
+       "    });\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragmove = function(dx, dy, x, y, event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var min_pos = this.data(\"min_pos\"),\n",
+       "        max_pos = this.data(\"max_pos\"),\n",
+       "        min_scale = root.data(\"min_scale\"),\n",
+       "        max_scale = root.data(\"max_scale\"),\n",
+       "        old_scale = root.data(\"old_scale\");\n",
+       "\n",
+       "    var px_per_mm = root.data(\"px_per_mm\");\n",
+       "    dx /= px_per_mm;\n",
+       "    dy /= px_per_mm;\n",
+       "\n",
+       "    var xmid = (min_pos + max_pos) / 2;\n",
+       "    var xpos = slider_position_from_scale(old_scale, min_scale, max_scale) +\n",
+       "                   dx / (max_pos - min_pos);\n",
+       "\n",
+       "    // compute the new scale\n",
+       "    var new_scale = scale_from_slider_position(xpos, min_scale, max_scale);\n",
+       "    new_scale = Math.min(max_scale, Math.max(min_scale, new_scale));\n",
+       "\n",
+       "    update_plot_scale(root, new_scale);\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragstart = function(x, y, event) {\n",
+       "    this.animate({fill: this.data(\"mouseover_color\")}, 100);\n",
+       "    var root = this.plotroot();\n",
+       "\n",
+       "    // keep track of what the scale was when we started dragging\n",
+       "    root.data(\"old_scale\", root.data(\"scale\"));\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.zoomslider_thumb_dragend = function(event) {\n",
+       "    this.animate({fill: this.data(\"mouseout_color\")}, 100);\n",
+       "    event.stopPropagation();\n",
+       "};\n",
+       "\n",
+       "\n",
+       "var toggle_color_class = function(root, color_class, ison) {\n",
+       "    var guides = root.selectAll(\".guide.\" + color_class + \",.guide .\" + color_class);\n",
+       "    var geoms = root.selectAll(\".geometry.\" + color_class + \",.geometry .\" + color_class);\n",
+       "    if (ison) {\n",
+       "        guides.animate({opacity: 0.5}, 250);\n",
+       "        geoms.animate({opacity: 0.0}, 250);\n",
+       "    } else {\n",
+       "        guides.animate({opacity: 1.0}, 250);\n",
+       "        geoms.animate({opacity: 1.0}, 250);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "Gadfly.colorkey_swatch_click = function(event) {\n",
+       "    var root = this.plotroot();\n",
+       "    var color_class = this.data(\"color_class\");\n",
+       "\n",
+       "    if (event.shiftKey) {\n",
+       "        root.selectAll(\".colorkey text\")\n",
+       "            .forEach(function (element) {\n",
+       "                var other_color_class = element.data(\"color_class\");\n",
+       "                if (other_color_class != color_class) {\n",
+       "                    toggle_color_class(root, other_color_class,\n",
+       "                                       element.attr(\"opacity\") == 1.0);\n",
+       "                }\n",
+       "            });\n",
+       "    } else {\n",
+       "        toggle_color_class(root, color_class, this.attr(\"opacity\") == 1.0);\n",
+       "    }\n",
+       "};\n",
+       "\n",
+       "\n",
+       "return Gadfly;\n",
+       "\n",
+       "}));\n",
+       "\n",
+       "\n",
+       "//@ sourceURL=gadfly.js\n",
+       "\n",
+       "(function (glob, factory) {\n",
+       "    // AMD support\n",
+       "      if (typeof require === \"function\" && typeof define === \"function\" && define.amd) {\n",
+       "        require([\"Snap.svg\", \"Gadfly\"], function (Snap, Gadfly) {\n",
+       "            factory(Snap, Gadfly);\n",
+       "        });\n",
+       "      } else {\n",
+       "          factory(glob.Snap, glob.Gadfly);\n",
+       "      }\n",
+       "})(window, function (Snap, Gadfly) {\n",
+       "    var fig = Snap(\"#fig-0378e04b897742b597befd2e8e1c169e\");\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-8\")\n",
+       "   .init_gadfly();\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-11\")\n",
+       "   .plotroot().data(\"unfocused_ygrid_color\", \"#D0D0E0\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-11\")\n",
+       "   .plotroot().data(\"focused_ygrid_color\", \"#A0A0A0\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-12\")\n",
+       "   .plotroot().data(\"unfocused_xgrid_color\", \"#D0D0E0\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-12\")\n",
+       "   .plotroot().data(\"focused_xgrid_color\", \"#A0A0A0\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-16\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-16\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-16\")\n",
+       "   .click(Gadfly.zoomslider_zoomin_click)\n",
+       ".mouseenter(Gadfly.zoomslider_button_mouseover)\n",
+       ".mouseleave(Gadfly.zoomslider_button_mouseout)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-18\")\n",
+       "   .data(\"max_pos\", 111.58)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-18\")\n",
+       "   .data(\"min_pos\", 94.58)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-18\")\n",
+       "   .click(Gadfly.zoomslider_track_click);\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-19\")\n",
+       "   .data(\"max_pos\", 111.58)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-19\")\n",
+       "   .data(\"min_pos\", 94.58)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-19\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-19\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-19\")\n",
+       "   .drag(Gadfly.zoomslider_thumb_dragmove,\n",
+       "     Gadfly.zoomslider_thumb_dragstart,\n",
+       "     Gadfly.zoomslider_thumb_dragend)\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-20\")\n",
+       "   .data(\"mouseover_color\", \"#CD5C5C\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-20\")\n",
+       "   .data(\"mouseout_color\", \"#6A6A6A\")\n",
+       ";\n",
+       "fig.select(\"#fig-0378e04b897742b597befd2e8e1c169e-element-20\")\n",
+       "   .click(Gadfly.zoomslider_zoomout_click)\n",
+       ".mouseenter(Gadfly.zoomslider_button_mouseover)\n",
+       ".mouseleave(Gadfly.zoomslider_button_mouseout)\n",
+       ";\n",
+       "    });\n",
+       "]]> </script>\n",
+       "</svg>\n"
+      ],
+      "text/plain": [
+       "Plot(...)"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "full_motion = ones(5) * S0\n",
+    "full_term = vcat(term[1], forward_yield)\n",
+    "for i=1:T\n",
+    "    μ = (full_term[i] - 1 - q)\n",
+    "    year_motion = simulate_gbm(full_motion[:,end], μ, σ, 1, n)\n",
+    "    full_motion = hcat(full_motion, year_motion)\n",
+    "end\n",
+    "\n",
+    "display_motion(full_motion, T)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Final simulation\n",
+    "\n",
+    "We're now going to actually build out the full motion that we'll use for computing the pricing of our autocallable products. It will be largely the same, but we will use far more sample paths for the simulation."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Time to run simulation: 5.34s"
+     ]
+    }
+   ],
+   "source": [
+    "full_simulation = function(S0, T, n, m, term)\n",
+    "    forward = vcat(term[1], forward_term(term))\n",
+    "\n",
+    "    # And an S0 to kick things off.\n",
+    "    final_motion = ones(m) * S0\n",
+    "    for i=1:T\n",
+    "        μ = (forward[i] - 1 - q)\n",
+    "        year_motion = simulate_gbm(final_motion[:,end], μ, σ, 1, n)\n",
+    "        final_motion = hcat(final_motion, year_motion)\n",
+    "    end\n",
+    "    return final_motion\n",
+    "end\n",
+    "\n",
+    "tic()\n",
+    "full_simulation(S0, T, n, m, term)\n",
+    "time = toq()\n",
+    "@printf(\"Time to run simulation: %.2fs\", time)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Athena Simulation\n",
+    "\n",
+    "Now that we've defined our underlying simulation, let's actually try and price an Athena note. Athena has the following characteristics:\n",
+    "\n",
+    "- Automatically called if the underlying is above the **call barrier** at observation\n",
+    "- Accelerated coupon paid if the underlying is above the **call barrier** at observation\n",
+    "    - The coupon paid is $c \\cdot i$ with $i$ as the current year, and $c$ the coupon rate\n",
+    "- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met\n",
+    "- Observed yearly"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Mean of simulation 1: $103.2805; Simulation time: 5.59s\n",
+      "Mean of simulation 2: $103.3796; Simulation time: 5.05s\n",
+      "Mean of simulation 3: $103.4752; Simulation time: 5.18s\n",
+      "Mean of simulation 4: $103.4099; Simulation time: 5.37s\n",
+      "Mean of simulation 5: $103.3260; Simulation time: 5.32s\n",
+      "Mean over 5 simulations: 103.37421610015554\n",
+      "Present value of Athena note: $95.00, notional: $100.00"
+     ]
+    }
+   ],
+   "source": [
+    "call_barrier = S0\n",
+    "strike = S0\n",
+    "protection_barrier = S0 * .6\n",
+    "coupon = nominal * .07\n",
+    "\n",
+    "price_athena = function(initial_price, year_prices, call_barrier,\n",
+    "        protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "    total_coupons = 0\n",
+    "    \n",
+    "    t = length(year_prices)\n",
+    "\n",
+    "    for i=1:t\n",
+    "        price = year_prices[i]\n",
+    "        if price ≥ call_barrier\n",
+    "            return (nominal + coupon*i) * exp((prod(forward_structure[i:end])-1)*(t-i))\n",
+    "        end\n",
+    "    end\n",
+    "\n",
+    "    # We've reached maturity, time to check capital protection\n",
+    "    if year_prices[end] > protection_barrier\n",
+    "        return nominal\n",
+    "    else\n",
+    "        put = (strike - year_prices[end]) / strike\n",
+    "        return nominal*(1-put)\n",
+    "    end\n",
+    "end\n",
+    "\n",
+    "forward_structure = forward_term(term)\n",
+    "price_function = (year_prices) -> price_athena(S0, year_prices,\n",
+    "    call_barrier, protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "athena = function()\n",
+    "    year_indexes = [n*i for i=1:T]\n",
+    "    motion = full_simulation(S0, T, n, m, term)\n",
+    "    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]\n",
+    "    return mean(payoffs)\n",
+    "end\n",
+    "\n",
+    "mean_payoffs = zeros(num_simulations)\n",
+    "for i=1:num_simulations\n",
+    "    tic()\n",
+    "    mean_payoffs[i] = athena()\n",
+    "    time = toq()\n",
+    "    @printf(\"Mean of simulation %i: \\$%.4f; Simulation time: %.2fs\\n\", i, mean_payoffs[i], time)\n",
+    "end\n",
+    "\n",
+    "final_mean = mean(mean_payoffs)\n",
+    "println(\"Mean over $num_simulations simulations: $(mean(mean_payoffs))\")\n",
+    "pv = final_mean * (exp(-(prod(forward_structure)-1)*T))\n",
+    "@printf(\"Present value of Athena note: \\$%.2f, notional: \\$%.2f\", pv, nominal)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Phoenix without Memory Simulation\n",
+    "\n",
+    "Let's move into pricing a Phoenix without memory. It's very similar to the Athena production, with the exception that we introduce a coupon barrier so coupons are paid even when the underlying is below the initial price.\n",
+    "\n",
+    "The Phoenix product has the following characteristics (example [here](https://www.rbccm.com/usstructurednotes/file-780079.pdf)):\n",
+    "\n",
+    "- Automatically called if the underlying is above the **call barrier** at observation\n",
+    "- Coupon paid if the underlying is above a **coupon barrier** at observation\n",
+    "- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met\n",
+    "- Observed yearly\n",
+    "\n",
+    "Some example paths (all assume that a call barrier of the current price, and coupon barrier some level below that):\n",
+    "\n",
+    "- At the end of year 1, the stock is above the call barrier; the note is called and you receive the value of the stock plus the coupon being paid.\n",
+    "- At the end of year 1, the stock is above the coupon barrier, but not the call barrier; you receive the coupon. At the end of year 2, the stock is below the coupon barrier; you receive nothing. At the end of year 3, the stock is above the call barrier; the note is called and you receive the value of the stock plus a coupon for year 3.\n",
+    "\n",
+    "We're going to re-use the same simulation, with the following parameters:\n",
+    "\n",
+    "- Call barrier: 100%\n",
+    "- Coupon barrier: 70%\n",
+    "- Coupon: 6%\n",
+    "- Capital protection until 70% (at maturity)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Mean of simulation 1: $106.0562; Simulation time: 5.72s\n",
+      "Mean of simulation 2: $106.0071; Simulation time: 5.85s\n",
+      "Mean of simulation 3: $105.9959; Simulation time: 5.87s\n",
+      "Mean of simulation 4: $106.0665; Simulation time: 5.93s\n",
+      "Mean of simulation 5: $106.0168; Simulation time: 5.81s\n",
+      "Mean over 5 simulations: 106.02850857209883\n",
+      "Present value of Phoenix without memory note: $97.44"
+     ]
+    }
+   ],
+   "source": [
+    "call_barrier = S0\n",
+    "coupon_barrier = S0 * .8\n",
+    "protection_barrier = S0 * .6\n",
+    "coupon = nominal * .06\n",
+    "\n",
+    "price_phoenix_no_memory = function(initial_price, year_prices, call_barrier, coupon_barrier,\n",
+    "        protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "    total_coupons = 0\n",
+    "    t = length(year_prices)\n",
+    "\n",
+    "    for i=1:t\n",
+    "        price = year_prices[i]\n",
+    "        if price ≥ call_barrier\n",
+    "            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))\n",
+    "        elseif price ≥ coupon_barrier\n",
+    "            total_coupons = total_coupons * exp(forward_structure[i]-1) + coupon\n",
+    "        else\n",
+    "            total_coupons *= exp(forward_structure[i]-1)\n",
+    "        end\n",
+    "    end\n",
+    "\n",
+    "    # We've reached maturity, time to check capital protection\n",
+    "    if year_prices[end] > protection_barrier\n",
+    "        return nominal + total_coupons\n",
+    "    else\n",
+    "        put = (strike - year_prices[end]) / strike\n",
+    "        return nominal*(1-put)\n",
+    "    end\n",
+    "end\n",
+    "\n",
+    "forward_structure = forward_term(term)\n",
+    "price_function = (year_prices) -> price_phoenix_no_memory(S0, year_prices,\n",
+    "    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "phoenix_no_memory = function()\n",
+    "    year_indexes = [n*i for i=1:T]\n",
+    "    motion = full_simulation(S0, T, n, m, term)\n",
+    "    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]\n",
+    "    return mean(payoffs)\n",
+    "end\n",
+    "\n",
+    "mean_payoffs = zeros(num_simulations)\n",
+    "for i=1:num_simulations\n",
+    "    tic()\n",
+    "    mean_payoffs[i] = phoenix_no_memory()\n",
+    "    time = toq()\n",
+    "    @printf(\"Mean of simulation %i: \\$%.4f; Simulation time: %.2fs\\n\", i, mean_payoffs[i], time)\n",
+    "end\n",
+    "\n",
+    "final_mean = mean(mean_payoffs)\n",
+    "println(\"Mean over $num_simulations simulations: $(mean(mean_payoffs))\")\n",
+    "pv = final_mean * exp(-(prod(forward_structure)-1)*(T))\n",
+    "@printf(\"Present value of Phoenix without memory note: \\$%.2f\", pv)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Phoenix with Memory Simulation\n",
+    "\n",
+    "The Phoenix with Memory structure is very similar to the Phoenix, but as the name implies, has a special \"memory\" property: **It remembers any coupons that haven't been paid at prior observation times, and pays them all if the underlying crosses the coupon barrier**. For example:\n",
+    "- Note issued with 100% call barrier, 70% coupon barrier. At year 1, the underlying is at 50%, so no coupons are paid. At year 2, the underlying is at 80%, so coupons for both year 1 and 2 are paid, resulting in a double coupon.\n",
+    "\n",
+    "You can also find an example [here](https://www.rbccm.com/usstructurednotes/file-781232.pdf).\n",
+    "\n",
+    "Let's go ahead and set up the simulation! The parameters will be the same, but we can expect that the value will go up because of the memory attribute"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Mean of simulation 1: $108.8612; Simulation time: 5.89s\n",
+      "Mean of simulation 2: $109.0226; Simulation time: 5.90s\n",
+      "Mean of simulation 3: $108.9175; Simulation time: 5.92s\n",
+      "Mean of simulation 4: $108.9426; Simulation time: 5.94s\n",
+      "Mean of simulation 5: $108.8087; Simulation time: 6.06s\n",
+      "Mean over 5 simulations: 108.91052564051816\n",
+      "Present value of Phoenix with memory note: $100.09"
+     ]
+    }
+   ],
+   "source": [
+    "call_barrier = S0\n",
+    "coupon_barrier = S0 * .8\n",
+    "protection_barrier = S0 * .6\n",
+    "coupon = nominal * .07\n",
+    "\n",
+    "price_phoenix_with_memory = function(initial_price, year_prices, call_barrier,\n",
+    "    coupon_barrier, protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "    last_coupon = 0\n",
+    "    total_coupons = 0\n",
+    "    \n",
+    "    t = length(year_prices)\n",
+    "\n",
+    "    for i=1:t\n",
+    "        price = year_prices[i]\n",
+    "        if price > call_barrier\n",
+    "            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))\n",
+    "        elseif price > coupon_barrier\n",
+    "            ####################################################################\n",
+    "            # The only difference between with/without memory is the below lines\n",
+    "            memory_coupons = (i - last_coupon) * coupon\n",
+    "            last_coupon = i\n",
+    "            total_coupons = total_coupons * exp(forward_structure[i]-1) + memory_coupons\n",
+    "            ####################################################################\n",
+    "        else\n",
+    "            total_coupons *= exp(forward_structure[i]-1)\n",
+    "        end\n",
+    "    end\n",
+    "\n",
+    "    # We've reached maturity, time to check capital protection\n",
+    "    if year_prices[end] > protection_barrier\n",
+    "        return nominal + total_coupons\n",
+    "    else\n",
+    "        put = (strike - year_prices[end]) / strike\n",
+    "        return nominal*(1-put)\n",
+    "    end\n",
+    "end\n",
+    "\n",
+    "forward_structure = forward_term(term)\n",
+    "price_function = (year_prices) -> price_phoenix_with_memory(S0, year_prices,\n",
+    "    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)\n",
+    "\n",
+    "phoenix_with_memory = function()\n",
+    "    year_indexes = [n*i for i=1:T]\n",
+    "    motion = full_simulation(S0, T, n, m, term)\n",
+    "    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]\n",
+    "    return mean(payoffs)\n",
+    "end\n",
+    "\n",
+    "mean_payoffs = zeros(num_simulations)\n",
+    "for i=1:num_simulations\n",
+    "    tic()\n",
+    "    mean_payoffs[i] = phoenix_with_memory()\n",
+    "    time = toq()\n",
+    "    @printf(\"Mean of simulation %i: \\$%.4f; Simulation time: %.2fs\\n\",\n",
+    "        i, mean_payoffs[i], time)\n",
+    "end\n",
+    "\n",
+    "final_mean = mean(mean_payoffs)\n",
+    "println(\"Mean over $num_simulations simulations: $(mean(mean_payoffs))\")\n",
+    "pv = final_mean * exp(-(prod(forward_structure)-1)*(T))\n",
+    "@printf(\"Present value of Phoenix with memory note: \\$%.2f\", pv)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Julia 0.4.0",
+   "language": "julia",
+   "name": "julia-0.4"
+  },
+  "language_info": {
+   "file_extension": ".jl",
+   "mimetype": "application/julia",
+   "name": "julia",
+   "version": "0.4.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2015-11-27-autocallable/_notebook.md b/blog/2015-11-27-autocallable/_notebook.md
new file mode 100644
index 0000000..3beb3ab
--- /dev/null
+++ b/blog/2015-11-27-autocallable/_notebook.md
@@ -0,0 +1,3543 @@
+```julia
+using Gadfly
+```
+
+# Athena/Phoenix Simulation
+
+## Underlying simulation
+
+In order to price the autocallable bonds, we need to simulate the underlying assets. Let's go ahead and set up the simulation first, as this lays the foundation for what we're trying to do. We're going to use [JNJ](http://finance.yahoo.com/q?s=jnj) as the basis for our simulation. This implies the following parameters:
+
+- $S_0$ = \$102.2 (as of time of writing)
+- $q$ = 2.84%
+- $r$ = [.49, .9, 1.21, 1.45, 1.69] (term structure as of time of writing, linear interpolation)
+- $\mu$ = $r - q$ (note that this implies a negative drift because of current low rates)
+- $\sigma$ = $\sigma_{imp}$ = 15.62% (from VIX implied volatility)
+
+We additionally define some parameters for simulation:
+
+- `T`: The number of years to simulate
+- `m`: The number of paths to simulate
+- `n`: The number of steps to simulate in a year
+
+
+```julia
+S0 = 102.2
+nominal = 100
+q = 2.84 / 100
+σ = 15.37 / 100
+term = [0, .49, .9, 1.21, 1.45, 1.69] / 100 + 1
+
+###
+# Potential: Based on PEP
+# S0 = 100.6
+# σ = 14.86
+# q = 2.7
+###
+
+# Simulation parameters
+T = 5 # Using years as the unit of time
+n = 250 # simulations per year
+m = 100000 # paths
+num_simulations = 5; # simulation rounds per price
+```
+
+
+
+
+    5
+
+
+
+### Defining the simulation
+To make things simpler, we simulate a single year at a time. This allows us to easily add in a dividend policy without too much difficulty, and update the simulation every year to match the term structure. The underlying uses GBM for simulation between years.
+
+
+```julia
+simulate_gbm = function(S0, μ, σ, T, n)
+    # Set the initial state
+    m = length(S0)
+    t = T / n
+    motion = zeros(m, n)
+    motion[:,1] = S0
+    
+    # Build out all states
+    for i=1:(n-1)
+        motion[:,i+1] = motion[:,i] .* exp((μ - σ^2/2)*t) .* exp(sqrt(t) * σ .* randn(m))
+    end
+    
+    return motion
+end
+
+function display_motion(motion, T)
+    # Given a matrix of paths, display the motion
+    n = length(motion[1,:])
+    m = length(motion[:,1])
+    x = repmat(1:n, m)
+    
+    # Calculate the ticks we're going to use. We'd like to
+    # have an xtick every month, so calculate where those
+    # ticks will actually be at.
+    if (T > 3)
+        num_ticks = T
+        xlabel = "Years"
+    else
+        num_ticks = T * 12
+        xlabel = "Months"
+    end
+    tick_width = n / num_ticks
+    x_ticks = []
+    for i=1:round(num_ticks)
+        x_ticks = vcat(x_ticks, i*tick_width)
+    end
+    
+    # Use one color for each path. I'm not sure if there's
+    # a better way to do this without going through DataFrames
+    colors = []
+    for i = 1:m
+        colors = vcat(colors, ones(n)*i)
+    end
+    
+    plot(x=x, y=motion', color=colors, Geom.line,
+    Guide.xticks(ticks=x_ticks, label=false),
+    Guide.xlabel(xlabel),
+    Guide.ylabel("Value"))
+end;
+```
+
+### Example simulation
+
+Let's go ahead and run a sample simulation to see what the functions got us!
+
+
+```julia
+initial = ones(5) * S0
+# Using μ=0, T=.25 for now, we'll use the proper values later
+motion = simulate_gbm(initial, 0, σ, .25, 200) 
+
+display_motion(motion, .25)
+```
+
+
+
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+p.stroke=p.fill="colour";v.prototype.equal=function(a,b){return k("snap.util.equal",this,a,b).firstDefined()};k.on("snap.util.equal",function(e,k){var r,s;r=q(this.attr(e)||"");var x=this;if(r==+r&&k==+k)return{from:+r,to:+k,f:z};if("colour"==p[e])return r=a.color(r),s=a.color(k),{from:[r.r,r.g,r.b,r.opacity],to:[s.r,s.g,s.b,s.opacity],f:f};if("transform"==e||"gradientTransform"==e||"patternTransform"==e)return k instanceof a.Matrix&&(k=k.toTransformString()),a._.rgTransform.test(k)||(k=a._.svgTransform2string(k)),
+w(r,k,function(){return x.getBBox(1)});if("d"==e||"path"==e)return r=a.path.toCubic(r,k),{from:u(r[0]),to:u(r[1]),f:n(r[0])};if("points"==e)return r=q(r).split(a._.separator),s=q(k).split(a._.separator),{from:r,to:s,f:function(a){return a}};aUnit=r.match(b);s=q(k).match(b);return aUnit&&aUnit==s?{from:parseFloat(r),to:parseFloat(k),f:d(aUnit)}:{from:this.asPX(e),to:this.asPX(e,k),f:z}})});C.plugin(function(a,v,y,C){var A=v.prototype,w="createTouch"in C.doc;v="click dblclick mousedown mousemove mouseout mouseover mouseup touchstart touchmove touchend touchcancel".split(" ");
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+b,e,h){var k=function(a){a=a||h.node.ownerDocument.window.event;var b=d("y",h),k=d("x",h),k=a.clientX+k,b=a.clientY+b;a.preventDefault=a.preventDefault||f;a.stopPropagation=a.stopPropagation||u;return e.call(h,a,k,b)};a.attachEvent("on"+b,k);return function(){a.detachEvent("on"+b,k);return!0}}}(),q=[],e=function(a){for(var b=a.clientX,e=a.clientY,f=d("y"),l=d("x"),n,p=q.length;p--;){n=q[p];if(w)for(var r=a.touches&&a.touches.length,u;r--;){if(u=a.touches[r],u.identifier==n.el._drag.id||n.el.node.contains(u.target)){b=
+u.clientX;e=u.clientY;(a.originalEvent?a.originalEvent:a).preventDefault();break}}else a.preventDefault();b+=l;e+=f;k("snap.drag.move."+n.el.id,n.move_scope||n.el,b-n.el._drag.x,e-n.el._drag.y,b,e,a)}},l=function(b){a.unmousemove(e).unmouseup(l);for(var d=q.length,f;d--;)f=q[d],f.el._drag={},k("snap.drag.end."+f.el.id,f.end_scope||f.start_scope||f.move_scope||f.el,b);q=[]};for(y=v.length;y--;)(function(d){a[d]=A[d]=function(e,f){a.is(e,"function")&&(this.events=this.events||[],this.events.push({name:d,
+f:e,unbind:b(this.node||document,d,e,f||this)}));return this};a["un"+d]=A["un"+d]=function(a){for(var b=this.events||[],e=b.length;e--;)if(b[e].name==d&&(b[e].f==a||!a)){b[e].unbind();b.splice(e,1);!b.length&&delete this.events;break}return this}})(v[y]);A.hover=function(a,b,d,e){return this.mouseover(a,d).mouseout(b,e||d)};A.unhover=function(a,b){return this.unmouseover(a).unmouseout(b)};var r=[];A.drag=function(b,d,f,h,n,p){function u(r,v,w){(r.originalEvent||r).preventDefault();this._drag.x=v;
+this._drag.y=w;this._drag.id=r.identifier;!q.length&&a.mousemove(e).mouseup(l);q.push({el:this,move_scope:h,start_scope:n,end_scope:p});d&&k.on("snap.drag.start."+this.id,d);b&&k.on("snap.drag.move."+this.id,b);f&&k.on("snap.drag.end."+this.id,f);k("snap.drag.start."+this.id,n||h||this,v,w,r)}if(!arguments.length){var v;return this.drag(function(a,b){this.attr({transform:v+(v?"T":"t")+[a,b]})},function(){v=this.transform().local})}this._drag={};r.push({el:this,start:u});this.mousedown(u);return this};
+A.undrag=function(){for(var b=r.length;b--;)r[b].el==this&&(this.unmousedown(r[b].start),r.splice(b,1),k.unbind("snap.drag.*."+this.id));!r.length&&a.unmousemove(e).unmouseup(l);return this}});C.plugin(function(a,v,y,C){y=y.prototype;var A=/^\s*url\((.+)\)/,w=String,z=a._.$;a.filter={};y.filter=function(d){var f=this;"svg"!=f.type&&(f=f.paper);d=a.parse(w(d));var k=a._.id(),u=z("filter");z(u,{id:k,filterUnits:"userSpaceOnUse"});u.appendChild(d.node);f.defs.appendChild(u);return new v(u)};k.on("snap.util.getattr.filter",
+function(){k.stop();var d=z(this.node,"filter");if(d)return(d=w(d).match(A))&&a.select(d[1])});k.on("snap.util.attr.filter",function(d){if(d instanceof v&&"filter"==d.type){k.stop();var f=d.node.id;f||(z(d.node,{id:d.id}),f=d.id);z(this.node,{filter:a.url(f)})}d&&"none"!=d||(k.stop(),this.node.removeAttribute("filter"))});a.filter.blur=function(d,f){null==d&&(d=2);return a.format('<feGaussianBlur stdDeviation="{def}"/>',{def:null==f?d:[d,f]})};a.filter.blur.toString=function(){return this()};a.filter.shadow=
+function(d,f,k,u,p){"string"==typeof k&&(p=u=k,k=4);"string"!=typeof u&&(p=u,u="#000");null==k&&(k=4);null==p&&(p=1);null==d&&(d=0,f=2);null==f&&(f=d);u=a.color(u||"#000");return a.format('<feGaussianBlur in="SourceAlpha" stdDeviation="{blur}"/><feOffset dx="{dx}" dy="{dy}" result="offsetblur"/><feFlood flood-color="{color}"/><feComposite in2="offsetblur" operator="in"/><feComponentTransfer><feFuncA type="linear" slope="{opacity}"/></feComponentTransfer><feMerge><feMergeNode/><feMergeNode in="SourceGraphic"/></feMerge>',
+{color:u,dx:d,dy:f,blur:k,opacity:p})};a.filter.shadow.toString=function(){return this()};a.filter.grayscale=function(d){null==d&&(d=1);return a.format('<feColorMatrix type="matrix" values="{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {b} {h} 0 0 0 0 0 1 0"/>',{a:0.2126+0.7874*(1-d),b:0.7152-0.7152*(1-d),c:0.0722-0.0722*(1-d),d:0.2126-0.2126*(1-d),e:0.7152+0.2848*(1-d),f:0.0722-0.0722*(1-d),g:0.2126-0.2126*(1-d),h:0.0722+0.9278*(1-d)})};a.filter.grayscale.toString=function(){return this()};a.filter.sepia=
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+d})};a.filter.saturate.toString=function(){return this()};a.filter.hueRotate=function(d){return a.format('<feColorMatrix type="hueRotate" values="{angle}"/>',{angle:d||0})};a.filter.hueRotate.toString=function(){return this()};a.filter.invert=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type="table" tableValues="{amount} {amount2}"/><feFuncG type="table" tableValues="{amount} {amount2}"/><feFuncB type="table" tableValues="{amount} {amount2}"/></feComponentTransfer>',{amount:d,
+amount2:1-d})};a.filter.invert.toString=function(){return this()};a.filter.brightness=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type="linear" slope="{amount}"/><feFuncG type="linear" slope="{amount}"/><feFuncB type="linear" slope="{amount}"/></feComponentTransfer>',{amount:d})};a.filter.brightness.toString=function(){return this()};a.filter.contrast=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type="linear" slope="{amount}" intercept="{amount2}"/><feFuncG type="linear" slope="{amount}" intercept="{amount2}"/><feFuncB type="linear" slope="{amount}" intercept="{amount2}"/></feComponentTransfer>',
+{amount:d,amount2:0.5-d/2})};a.filter.contrast.toString=function(){return this()}});return C});
+
+]]> </script>
+<script> <![CDATA[
+
+(function (glob, factory) {
+    // AMD support
+    if (typeof define === "function" && define.amd) {
+        // Define as an anonymous module
+        define("Gadfly", ["Snap.svg"], function (Snap) {
+            return factory(Snap);
+        });
+    } else {
+        // Browser globals (glob is window)
+        // Snap adds itself to window
+        glob.Gadfly = factory(glob.Snap);
+    }
+}(this, function (Snap) {
+
+var Gadfly = {};
+
+// Get an x/y coordinate value in pixels
+var xPX = function(fig, x) {
+    var client_box = fig.node.getBoundingClientRect();
+    return x * fig.node.viewBox.baseVal.width / client_box.width;
+};
+
+var yPX = function(fig, y) {
+    var client_box = fig.node.getBoundingClientRect();
+    return y * fig.node.viewBox.baseVal.height / client_box.height;
+};
+
+
+Snap.plugin(function (Snap, Element, Paper, global) {
+    // Traverse upwards from a snap element to find and return the first
+    // note with the "plotroot" class.
+    Element.prototype.plotroot = function () {
+        var element = this;
+        while (!element.hasClass("plotroot") && element.parent() != null) {
+            element = element.parent();
+        }
+        return element;
+    };
+
+    Element.prototype.svgroot = function () {
+        var element = this;
+        while (element.node.nodeName != "svg" && element.parent() != null) {
+            element = element.parent();
+        }
+        return element;
+    };
+
+    Element.prototype.plotbounds = function () {
+        var root = this.plotroot()
+        var bbox = root.select(".guide.background").node.getBBox();
+        return {
+            x0: bbox.x,
+            x1: bbox.x + bbox.width,
+            y0: bbox.y,
+            y1: bbox.y + bbox.height
+        };
+    };
+
+    Element.prototype.plotcenter = function () {
+        var root = this.plotroot()
+        var bbox = root.select(".guide.background").node.getBBox();
+        return {
+            x: bbox.x + bbox.width / 2,
+            y: bbox.y + bbox.height / 2
+        };
+    };
+
+    // Emulate IE style mouseenter/mouseleave events, since Microsoft always
+    // does everything right.
+    // See: http://www.dynamic-tools.net/toolbox/isMouseLeaveOrEnter/
+    var events = ["mouseenter", "mouseleave"];
+
+    for (i in events) {
+        (function (event_name) {
+            var event_name = events[i];
+            Element.prototype[event_name] = function (fn, scope) {
+                if (Snap.is(fn, "function")) {
+                    var fn2 = function (event) {
+                        if (event.type != "mouseover" && event.type != "mouseout") {
+                            return;
+                        }
+
+                        var reltg = event.relatedTarget ? event.relatedTarget :
+                            event.type == "mouseout" ? event.toElement : event.fromElement;
+                        while (reltg && reltg != this.node) reltg = reltg.parentNode;
+
+                        if (reltg != this.node) {
+                            return fn.apply(this, event);
+                        }
+                    };
+
+                    if (event_name == "mouseenter") {
+                        this.mouseover(fn2, scope);
+                    } else {
+                        this.mouseout(fn2, scope);
+                    }
+                }
+                return this;
+            };
+        })(events[i]);
+    }
+
+
+    Element.prototype.mousewheel = function (fn, scope) {
+        if (Snap.is(fn, "function")) {
+            var el = this;
+            var fn2 = function (event) {
+                fn.apply(el, [event]);
+            };
+        }
+
+        this.node.addEventListener(
+            /Firefox/i.test(navigator.userAgent) ? "DOMMouseScroll" : "mousewheel",
+            fn2);
+
+        return this;
+    };
+
+
+    // Snap's attr function can be too slow for things like panning/zooming.
+    // This is a function to directly update element attributes without going
+    // through eve.
+    Element.prototype.attribute = function(key, val) {
+        if (val === undefined) {
+            return this.node.getAttribute(key);
+        } else {
+            this.node.setAttribute(key, val);
+            return this;
+        }
+    };
+
+    Element.prototype.init_gadfly = function() {
+        this.mouseenter(Gadfly.plot_mouseover)
+            .mouseleave(Gadfly.plot_mouseout)
+            .dblclick(Gadfly.plot_dblclick)
+            .mousewheel(Gadfly.guide_background_scroll)
+            .drag(Gadfly.guide_background_drag_onmove,
+                  Gadfly.guide_background_drag_onstart,
+                  Gadfly.guide_background_drag_onend);
+        this.mouseenter(function (event) {
+            init_pan_zoom(this.plotroot());
+        });
+        return this;
+    };
+});
+
+
+// When the plot is moused over, emphasize the grid lines.
+Gadfly.plot_mouseover = function(event) {
+    var root = this.plotroot();
+
+    var keyboard_zoom = function(event) {
+        if (event.which == 187) { // plus
+            increase_zoom_by_position(root, 0.1, true);
+        } else if (event.which == 189) { // minus
+            increase_zoom_by_position(root, -0.1, true);
+        }
+    };
+    root.data("keyboard_zoom", keyboard_zoom);
+    window.addEventListener("keyup", keyboard_zoom);
+
+    var xgridlines = root.select(".xgridlines"),
+        ygridlines = root.select(".ygridlines");
+
+    xgridlines.data("unfocused_strokedash",
+                    xgridlines.attribute("stroke-dasharray").replace(/(\d)(,|$)/g, "$1mm$2"));
+    ygridlines.data("unfocused_strokedash",
+                    ygridlines.attribute("stroke-dasharray").replace(/(\d)(,|$)/g, "$1mm$2"));
+
+    // emphasize grid lines
+    var destcolor = root.data("focused_xgrid_color");
+    xgridlines.attribute("stroke-dasharray", "none")
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    destcolor = root.data("focused_ygrid_color");
+    ygridlines.attribute("stroke-dasharray", "none")
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    // reveal zoom slider
+    root.select(".zoomslider")
+        .animate({opacity: 1.0}, 250);
+};
+
+// Reset pan and zoom on double click
+Gadfly.plot_dblclick = function(event) {
+  set_plot_pan_zoom(this.plotroot(), 0.0, 0.0, 1.0);
+};
+
+// Unemphasize grid lines on mouse out.
+Gadfly.plot_mouseout = function(event) {
+    var root = this.plotroot();
+
+    window.removeEventListener("keyup", root.data("keyboard_zoom"));
+    root.data("keyboard_zoom", undefined);
+
+    var xgridlines = root.select(".xgridlines"),
+        ygridlines = root.select(".ygridlines");
+
+    var destcolor = root.data("unfocused_xgrid_color");
+
+    xgridlines.attribute("stroke-dasharray", xgridlines.data("unfocused_strokedash"))
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    destcolor = root.data("unfocused_ygrid_color");
+    ygridlines.attribute("stroke-dasharray", ygridlines.data("unfocused_strokedash"))
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    // hide zoom slider
+    root.select(".zoomslider")
+        .animate({opacity: 0.0}, 250);
+};
+
+
+var set_geometry_transform = function(root, tx, ty, scale) {
+    var xscalable = root.hasClass("xscalable"),
+        yscalable = root.hasClass("yscalable");
+
+    var old_scale = root.data("scale");
+
+    var xscale = xscalable ? scale : 1.0,
+        yscale = yscalable ? scale : 1.0;
+
+    tx = xscalable ? tx : 0.0;
+    ty = yscalable ? ty : 0.0;
+
+    var t = new Snap.Matrix().translate(tx, ty).scale(xscale, yscale);
+
+    root.selectAll(".geometry, image")
+        .forEach(function (element, i) {
+            element.transform(t);
+        });
+
+    bounds = root.plotbounds();
+
+    if (yscalable) {
+        var xfixed_t = new Snap.Matrix().translate(0, ty).scale(1.0, yscale);
+        root.selectAll(".xfixed")
+            .forEach(function (element, i) {
+                element.transform(xfixed_t);
+            });
+
+        root.select(".ylabels")
+            .transform(xfixed_t)
+            .selectAll("text")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var cx = element.asPX("x"),
+                        cy = element.asPX("y");
+                    var st = element.data("static_transform");
+                    unscale_t = new Snap.Matrix();
+                    unscale_t.scale(1, 1/scale, cx, cy).add(st);
+                    element.transform(unscale_t);
+
+                    var y = cy * scale + ty;
+                    element.attr("visibility",
+                        bounds.y0 <= y && y <= bounds.y1 ? "visible" : "hidden");
+                }
+            });
+    }
+
+    if (xscalable) {
+        var yfixed_t = new Snap.Matrix().translate(tx, 0).scale(xscale, 1.0);
+        var xtrans = new Snap.Matrix().translate(tx, 0);
+        root.selectAll(".yfixed")
+            .forEach(function (element, i) {
+                element.transform(yfixed_t);
+            });
+
+        root.select(".xlabels")
+            .transform(yfixed_t)
+            .selectAll("text")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var cx = element.asPX("x"),
+                        cy = element.asPX("y");
+                    var st = element.data("static_transform");
+                    unscale_t = new Snap.Matrix();
+                    unscale_t.scale(1/scale, 1, cx, cy).add(st);
+
+                    element.transform(unscale_t);
+
+                    var x = cx * scale + tx;
+                    element.attr("visibility",
+                        bounds.x0 <= x && x <= bounds.x1 ? "visible" : "hidden");
+                    }
+            });
+    }
+
+    // we must unscale anything that is scale invariance: widths, raiduses, etc.
+    var size_attribs = ["font-size"];
+    var unscaled_selection = ".geometry, .geometry *";
+    if (xscalable) {
+        size_attribs.push("rx");
+        unscaled_selection += ", .xgridlines";
+    }
+    if (yscalable) {
+        size_attribs.push("ry");
+        unscaled_selection += ", .ygridlines";
+    }
+
+    root.selectAll(unscaled_selection)
+        .forEach(function (element, i) {
+            // circle need special help
+            if (element.node.nodeName == "circle") {
+                var cx = element.attribute("cx"),
+                    cy = element.attribute("cy");
+                unscale_t = new Snap.Matrix().scale(1/xscale, 1/yscale,
+                                                        cx, cy);
+                element.transform(unscale_t);
+                return;
+            }
+
+            for (i in size_attribs) {
+                var key = size_attribs[i];
+                var val = parseFloat(element.attribute(key));
+                if (val !== undefined && val != 0 && !isNaN(val)) {
+                    element.attribute(key, val * old_scale / scale);
+                }
+            }
+        });
+};
+
+
+// Find the most appropriate tick scale and update label visibility.
+var update_tickscale = function(root, scale, axis) {
+    if (!root.hasClass(axis + "scalable")) return;
+
+    var tickscales = root.data(axis + "tickscales");
+    var best_tickscale = 1.0;
+    var best_tickscale_dist = Infinity;
+    for (tickscale in tickscales) {
+        var dist = Math.abs(Math.log(tickscale) - Math.log(scale));
+        if (dist < best_tickscale_dist) {
+            best_tickscale_dist = dist;
+            best_tickscale = tickscale;
+        }
+    }
+
+    if (best_tickscale != root.data(axis + "tickscale")) {
+        root.data(axis + "tickscale", best_tickscale);
+        var mark_inscale_gridlines = function (element, i) {
+            var inscale = element.attr("gadfly:scale") == best_tickscale;
+            element.attribute("gadfly:inscale", inscale);
+            element.attr("visibility", inscale ? "visible" : "hidden");
+        };
+
+        var mark_inscale_labels = function (element, i) {
+            var inscale = element.attr("gadfly:scale") == best_tickscale;
+            element.attribute("gadfly:inscale", inscale);
+            element.attr("visibility", inscale ? "visible" : "hidden");
+        };
+
+        root.select("." + axis + "gridlines").selectAll("path").forEach(mark_inscale_gridlines);
+        root.select("." + axis + "labels").selectAll("text").forEach(mark_inscale_labels);
+    }
+};
+
+
+var set_plot_pan_zoom = function(root, tx, ty, scale) {
+    var old_scale = root.data("scale");
+    var bounds = root.plotbounds();
+
+    var width = bounds.x1 - bounds.x0,
+        height = bounds.y1 - bounds.y0;
+
+    // compute the viewport derived from tx, ty, and scale
+    var x_min = -width * scale - (scale * width - width),
+        x_max = width * scale,
+        y_min = -height * scale - (scale * height - height),
+        y_max = height * scale;
+
+    var x0 = bounds.x0 - scale * bounds.x0,
+        y0 = bounds.y0 - scale * bounds.y0;
+
+    var tx = Math.max(Math.min(tx - x0, x_max), x_min),
+        ty = Math.max(Math.min(ty - y0, y_max), y_min);
+
+    tx += x0;
+    ty += y0;
+
+    // when the scale change, we may need to alter which set of
+    // ticks is being displayed
+    if (scale != old_scale) {
+        update_tickscale(root, scale, "x");
+        update_tickscale(root, scale, "y");
+    }
+
+    set_geometry_transform(root, tx, ty, scale);
+
+    root.data("scale", scale);
+    root.data("tx", tx);
+    root.data("ty", ty);
+};
+
+
+var scale_centered_translation = function(root, scale) {
+    var bounds = root.plotbounds();
+
+    var width = bounds.x1 - bounds.x0,
+        height = bounds.y1 - bounds.y0;
+
+    var tx0 = root.data("tx"),
+        ty0 = root.data("ty");
+
+    var scale0 = root.data("scale");
+
+    // how off from center the current view is
+    var xoff = tx0 - (bounds.x0 * (1 - scale0) + (width * (1 - scale0)) / 2),
+        yoff = ty0 - (bounds.y0 * (1 - scale0) + (height * (1 - scale0)) / 2);
+
+    // rescale offsets
+    xoff = xoff * scale / scale0;
+    yoff = yoff * scale / scale0;
+
+    // adjust for the panel position being scaled
+    var x_edge_adjust = bounds.x0 * (1 - scale),
+        y_edge_adjust = bounds.y0 * (1 - scale);
+
+    return {
+        x: xoff + x_edge_adjust + (width - width * scale) / 2,
+        y: yoff + y_edge_adjust + (height - height * scale) / 2
+    };
+};
+
+
+// Initialize data for panning zooming if it isn't already.
+var init_pan_zoom = function(root) {
+    if (root.data("zoompan-ready")) {
+        return;
+    }
+
+    // The non-scaling-stroke trick. Rather than try to correct for the
+    // stroke-width when zooming, we force it to a fixed value.
+    var px_per_mm = root.node.getCTM().a;
+
+    // Drag events report deltas in pixels, which we'd like to convert to
+    // millimeters.
+    root.data("px_per_mm", px_per_mm);
+
+    root.selectAll("path")
+        .forEach(function (element, i) {
+        sw = element.asPX("stroke-width") * px_per_mm;
+        if (sw > 0) {
+            element.attribute("stroke-width", sw);
+            element.attribute("vector-effect", "non-scaling-stroke");
+        }
+    });
+
+    // Store ticks labels original tranformation
+    root.selectAll(".xlabels > text, .ylabels > text")
+        .forEach(function (element, i) {
+            var lm = element.transform().localMatrix;
+            element.data("static_transform",
+                new Snap.Matrix(lm.a, lm.b, lm.c, lm.d, lm.e, lm.f));
+        });
+
+    var xgridlines = root.select(".xgridlines");
+    var ygridlines = root.select(".ygridlines");
+    var xlabels = root.select(".xlabels");
+    var ylabels = root.select(".ylabels");
+
+    if (root.data("tx") === undefined) root.data("tx", 0);
+    if (root.data("ty") === undefined) root.data("ty", 0);
+    if (root.data("scale") === undefined) root.data("scale", 1.0);
+    if (root.data("xtickscales") === undefined) {
+
+        // index all the tick scales that are listed
+        var xtickscales = {};
+        var ytickscales = {};
+        var add_x_tick_scales = function (element, i) {
+            xtickscales[element.attribute("gadfly:scale")] = true;
+        };
+        var add_y_tick_scales = function (element, i) {
+            ytickscales[element.attribute("gadfly:scale")] = true;
+        };
+
+        if (xgridlines) xgridlines.selectAll("path").forEach(add_x_tick_scales);
+        if (ygridlines) ygridlines.selectAll("path").forEach(add_y_tick_scales);
+        if (xlabels) xlabels.selectAll("text").forEach(add_x_tick_scales);
+        if (ylabels) ylabels.selectAll("text").forEach(add_y_tick_scales);
+
+        root.data("xtickscales", xtickscales);
+        root.data("ytickscales", ytickscales);
+        root.data("xtickscale", 1.0);
+    }
+
+    var min_scale = 1.0, max_scale = 1.0;
+    for (scale in xtickscales) {
+        min_scale = Math.min(min_scale, scale);
+        max_scale = Math.max(max_scale, scale);
+    }
+    for (scale in ytickscales) {
+        min_scale = Math.min(min_scale, scale);
+        max_scale = Math.max(max_scale, scale);
+    }
+    root.data("min_scale", min_scale);
+    root.data("max_scale", max_scale);
+
+    // store the original positions of labels
+    if (xlabels) {
+        xlabels.selectAll("text")
+               .forEach(function (element, i) {
+                   element.data("x", element.asPX("x"));
+               });
+    }
+
+    if (ylabels) {
+        ylabels.selectAll("text")
+               .forEach(function (element, i) {
+                   element.data("y", element.asPX("y"));
+               });
+    }
+
+    // mark grid lines and ticks as in or out of scale.
+    var mark_inscale = function (element, i) {
+        element.attribute("gadfly:inscale", element.attribute("gadfly:scale") == 1.0);
+    };
+
+    if (xgridlines) xgridlines.selectAll("path").forEach(mark_inscale);
+    if (ygridlines) ygridlines.selectAll("path").forEach(mark_inscale);
+    if (xlabels) xlabels.selectAll("text").forEach(mark_inscale);
+    if (ylabels) ylabels.selectAll("text").forEach(mark_inscale);
+
+    // figure out the upper ond lower bounds on panning using the maximum
+    // and minum grid lines
+    var bounds = root.plotbounds();
+    var pan_bounds = {
+        x0: 0.0,
+        y0: 0.0,
+        x1: 0.0,
+        y1: 0.0
+    };
+
+    if (xgridlines) {
+        xgridlines
+            .selectAll("path")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var bbox = element.node.getBBox();
+                    if (bounds.x1 - bbox.x < pan_bounds.x0) {
+                        pan_bounds.x0 = bounds.x1 - bbox.x;
+                    }
+                    if (bounds.x0 - bbox.x > pan_bounds.x1) {
+                        pan_bounds.x1 = bounds.x0 - bbox.x;
+                    }
+                    element.attr("visibility", "visible");
+                }
+            });
+    }
+
+    if (ygridlines) {
+        ygridlines
+            .selectAll("path")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var bbox = element.node.getBBox();
+                    if (bounds.y1 - bbox.y < pan_bounds.y0) {
+                        pan_bounds.y0 = bounds.y1 - bbox.y;
+                    }
+                    if (bounds.y0 - bbox.y > pan_bounds.y1) {
+                        pan_bounds.y1 = bounds.y0 - bbox.y;
+                    }
+                    element.attr("visibility", "visible");
+                }
+            });
+    }
+
+    // nudge these values a little
+    pan_bounds.x0 -= 5;
+    pan_bounds.x1 += 5;
+    pan_bounds.y0 -= 5;
+    pan_bounds.y1 += 5;
+    root.data("pan_bounds", pan_bounds);
+
+    root.data("zoompan-ready", true)
+};
+
+
+// drag actions, i.e. zooming and panning
+var pan_action = {
+    start: function(root, x, y, event) {
+        root.data("dx", 0);
+        root.data("dy", 0);
+        root.data("tx0", root.data("tx"));
+        root.data("ty0", root.data("ty"));
+    },
+    update: function(root, dx, dy, x, y, event) {
+        var px_per_mm = root.data("px_per_mm");
+        dx /= px_per_mm;
+        dy /= px_per_mm;
+
+        var tx0 = root.data("tx"),
+            ty0 = root.data("ty");
+
+        var dx0 = root.data("dx"),
+            dy0 = root.data("dy");
+
+        root.data("dx", dx);
+        root.data("dy", dy);
+
+        dx = dx - dx0;
+        dy = dy - dy0;
+
+        var tx = tx0 + dx,
+            ty = ty0 + dy;
+
+        set_plot_pan_zoom(root, tx, ty, root.data("scale"));
+    },
+    end: function(root, event) {
+
+    },
+    cancel: function(root) {
+        set_plot_pan_zoom(root, root.data("tx0"), root.data("ty0"), root.data("scale"));
+    }
+};
+
+var zoom_box;
+var zoom_action = {
+    start: function(root, x, y, event) {
+        var bounds = root.plotbounds();
+        var width = bounds.x1 - bounds.x0,
+            height = bounds.y1 - bounds.y0;
+        var ratio = width / height;
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var px_per_mm = root.data("px_per_mm");
+        x = xscalable ? x / px_per_mm : bounds.x0;
+        y = yscalable ? y / px_per_mm : bounds.y0;
+        var w = xscalable ? 0 : width;
+        var h = yscalable ? 0 : height;
+        zoom_box = root.rect(x, y, w, h).attr({
+            "fill": "#000",
+            "opacity": 0.25
+        });
+        zoom_box.data("ratio", ratio);
+    },
+    update: function(root, dx, dy, x, y, event) {
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var px_per_mm = root.data("px_per_mm");
+        var bounds = root.plotbounds();
+        if (yscalable) {
+            y /= px_per_mm;
+            y = Math.max(bounds.y0, y);
+            y = Math.min(bounds.y1, y);
+        } else {
+            y = bounds.y1;
+        }
+        if (xscalable) {
+            x /= px_per_mm;
+            x = Math.max(bounds.x0, x);
+            x = Math.min(bounds.x1, x);
+        } else {
+            x = bounds.x1;
+        }
+
+        dx = x - zoom_box.attr("x");
+        dy = y - zoom_box.attr("y");
+        if (xscalable && yscalable) {
+            var ratio = zoom_box.data("ratio");
+            var width = Math.min(Math.abs(dx), ratio * Math.abs(dy));
+            var height = Math.min(Math.abs(dy), Math.abs(dx) / ratio);
+            dx = width * dx / Math.abs(dx);
+            dy = height * dy / Math.abs(dy);
+        }
+        var xoffset = 0,
+            yoffset = 0;
+        if (dx < 0) {
+            xoffset = dx;
+            dx = -1 * dx;
+        }
+        if (dy < 0) {
+            yoffset = dy;
+            dy = -1 * dy;
+        }
+        if (isNaN(dy)) {
+            dy = 0.0;
+        }
+        if (isNaN(dx)) {
+            dx = 0.0;
+        }
+        zoom_box.transform("T" + xoffset + "," + yoffset);
+        zoom_box.attr("width", dx);
+        zoom_box.attr("height", dy);
+    },
+    end: function(root, event) {
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var zoom_bounds = zoom_box.getBBox();
+        if (zoom_bounds.width * zoom_bounds.height <= 0) {
+            return;
+        }
+        var plot_bounds = root.plotbounds();
+        var zoom_factor = 1.0;
+        if (yscalable) {
+            zoom_factor = (plot_bounds.y1 - plot_bounds.y0) / zoom_bounds.height;
+        } else {
+            zoom_factor = (plot_bounds.x1 - plot_bounds.x0) / zoom_bounds.width;
+        }
+        var tx = (root.data("tx") - zoom_bounds.x) * zoom_factor + plot_bounds.x0,
+            ty = (root.data("ty") - zoom_bounds.y) * zoom_factor + plot_bounds.y0;
+        set_plot_pan_zoom(root, tx, ty, root.data("scale") * zoom_factor);
+        zoom_box.remove();
+    },
+    cancel: function(root) {
+        zoom_box.remove();
+    }
+};
+
+
+Gadfly.guide_background_drag_onstart = function(x, y, event) {
+    var root = this.plotroot();
+    var scalable = root.hasClass("xscalable") || root.hasClass("yscalable");
+    var zoomable = !event.altKey && !event.ctrlKey && event.shiftKey && scalable;
+    var panable = !event.altKey && !event.ctrlKey && !event.shiftKey && scalable;
+    var drag_action = zoomable ? zoom_action :
+                      panable  ? pan_action :
+                                 undefined;
+    root.data("drag_action", drag_action);
+    if (drag_action) {
+        var cancel_drag_action = function(event) {
+            if (event.which == 27) { // esc key
+                drag_action.cancel(root);
+                root.data("drag_action", undefined);
+            }
+        };
+        window.addEventListener("keyup", cancel_drag_action);
+        root.data("cancel_drag_action", cancel_drag_action);
+        drag_action.start(root, x, y, event);
+    }
+};
+
+
+Gadfly.guide_background_drag_onmove = function(dx, dy, x, y, event) {
+    var root = this.plotroot();
+    var drag_action = root.data("drag_action");
+    if (drag_action) {
+        drag_action.update(root, dx, dy, x, y, event);
+    }
+};
+
+
+Gadfly.guide_background_drag_onend = function(event) {
+    var root = this.plotroot();
+    window.removeEventListener("keyup", root.data("cancel_drag_action"));
+    root.data("cancel_drag_action", undefined);
+    var drag_action = root.data("drag_action");
+    if (drag_action) {
+        drag_action.end(root, event);
+    }
+    root.data("drag_action", undefined);
+};
+
+
+Gadfly.guide_background_scroll = function(event) {
+    if (event.shiftKey) {
+        increase_zoom_by_position(this.plotroot(), 0.001 * event.wheelDelta);
+        event.preventDefault();
+    }
+};
+
+
+Gadfly.zoomslider_button_mouseover = function(event) {
+    this.select(".button_logo")
+         .animate({fill: this.data("mouseover_color")}, 100);
+};
+
+
+Gadfly.zoomslider_button_mouseout = function(event) {
+     this.select(".button_logo")
+         .animate({fill: this.data("mouseout_color")}, 100);
+};
+
+
+Gadfly.zoomslider_zoomout_click = function(event) {
+    increase_zoom_by_position(this.plotroot(), -0.1, true);
+};
+
+
+Gadfly.zoomslider_zoomin_click = function(event) {
+    increase_zoom_by_position(this.plotroot(), 0.1, true);
+};
+
+
+Gadfly.zoomslider_track_click = function(event) {
+    // TODO
+};
+
+
+// Map slider position x to scale y using the function y = a*exp(b*x)+c.
+// The constants a, b, and c are solved using the constraint that the function
+// should go through the points (0; min_scale), (0.5; 1), and (1; max_scale).
+var scale_from_slider_position = function(position, min_scale, max_scale) {
+    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),
+        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),
+        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);
+    return a * Math.exp(b * position) + c;
+}
+
+// inverse of scale_from_slider_position
+var slider_position_from_scale = function(scale, min_scale, max_scale) {
+    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),
+        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),
+        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);
+    return 1 / b * Math.log((scale - c) / a);
+}
+
+var increase_zoom_by_position = function(root, delta_position, animate) {
+    var scale = root.data("scale"),
+        min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale");
+    var position = slider_position_from_scale(scale, min_scale, max_scale);
+    position += delta_position;
+    scale = scale_from_slider_position(position, min_scale, max_scale);
+    set_zoom(root, scale, animate);
+}
+
+var set_zoom = function(root, scale, animate) {
+    var min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale"),
+        old_scale = root.data("scale");
+    var new_scale = Math.max(min_scale, Math.min(scale, max_scale));
+    if (animate) {
+        Snap.animate(
+            old_scale,
+            new_scale,
+            function (new_scale) {
+                update_plot_scale(root, new_scale);
+            },
+            200);
+    } else {
+        update_plot_scale(root, new_scale);
+    }
+}
+
+
+var update_plot_scale = function(root, new_scale) {
+    var trans = scale_centered_translation(root, new_scale);
+    set_plot_pan_zoom(root, trans.x, trans.y, new_scale);
+
+    root.selectAll(".zoomslider_thumb")
+        .forEach(function (element, i) {
+            var min_pos = element.data("min_pos"),
+                max_pos = element.data("max_pos"),
+                min_scale = root.data("min_scale"),
+                max_scale = root.data("max_scale");
+            var xmid = (min_pos + max_pos) / 2;
+            var xpos = slider_position_from_scale(new_scale, min_scale, max_scale);
+            element.transform(new Snap.Matrix().translate(
+                Math.max(min_pos, Math.min(
+                         max_pos, min_pos + (max_pos - min_pos) * xpos)) - xmid, 0));
+    });
+};
+
+
+Gadfly.zoomslider_thumb_dragmove = function(dx, dy, x, y, event) {
+    var root = this.plotroot();
+    var min_pos = this.data("min_pos"),
+        max_pos = this.data("max_pos"),
+        min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale"),
+        old_scale = root.data("old_scale");
+
+    var px_per_mm = root.data("px_per_mm");
+    dx /= px_per_mm;
+    dy /= px_per_mm;
+
+    var xmid = (min_pos + max_pos) / 2;
+    var xpos = slider_position_from_scale(old_scale, min_scale, max_scale) +
+                   dx / (max_pos - min_pos);
+
+    // compute the new scale
+    var new_scale = scale_from_slider_position(xpos, min_scale, max_scale);
+    new_scale = Math.min(max_scale, Math.max(min_scale, new_scale));
+
+    update_plot_scale(root, new_scale);
+    event.stopPropagation();
+};
+
+
+Gadfly.zoomslider_thumb_dragstart = function(x, y, event) {
+    this.animate({fill: this.data("mouseover_color")}, 100);
+    var root = this.plotroot();
+
+    // keep track of what the scale was when we started dragging
+    root.data("old_scale", root.data("scale"));
+    event.stopPropagation();
+};
+
+
+Gadfly.zoomslider_thumb_dragend = function(event) {
+    this.animate({fill: this.data("mouseout_color")}, 100);
+    event.stopPropagation();
+};
+
+
+var toggle_color_class = function(root, color_class, ison) {
+    var guides = root.selectAll(".guide." + color_class + ",.guide ." + color_class);
+    var geoms = root.selectAll(".geometry." + color_class + ",.geometry ." + color_class);
+    if (ison) {
+        guides.animate({opacity: 0.5}, 250);
+        geoms.animate({opacity: 0.0}, 250);
+    } else {
+        guides.animate({opacity: 1.0}, 250);
+        geoms.animate({opacity: 1.0}, 250);
+    }
+};
+
+
+Gadfly.colorkey_swatch_click = function(event) {
+    var root = this.plotroot();
+    var color_class = this.data("color_class");
+
+    if (event.shiftKey) {
+        root.selectAll(".colorkey text")
+            .forEach(function (element) {
+                var other_color_class = element.data("color_class");
+                if (other_color_class != color_class) {
+                    toggle_color_class(root, other_color_class,
+                                       element.attr("opacity") == 1.0);
+                }
+            });
+    } else {
+        toggle_color_class(root, color_class, this.attr("opacity") == 1.0);
+    }
+};
+
+
+return Gadfly;
+
+}));
+
+
+//@ sourceURL=gadfly.js
+
+(function (glob, factory) {
+    // AMD support
+      if (typeof require === "function" && typeof define === "function" && define.amd) {
+        require(["Snap.svg", "Gadfly"], function (Snap, Gadfly) {
+            factory(Snap, Gadfly);
+        });
+      } else {
+          factory(glob.Snap, glob.Gadfly);
+      }
+})(window, function (Snap, Gadfly) {
+    var fig = Snap("#fig-3a6dd25ad25c4037a166889ee51bb151");
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-8")
+   .init_gadfly();
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-11")
+   .plotroot().data("unfocused_ygrid_color", "#D0D0E0")
+;
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-11")
+   .plotroot().data("focused_ygrid_color", "#A0A0A0")
+;
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-12")
+   .plotroot().data("unfocused_xgrid_color", "#D0D0E0")
+;
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-12")
+   .plotroot().data("focused_xgrid_color", "#A0A0A0")
+;
+fig.select("#fig-3a6dd25ad25c4037a166889ee51bb151-element-16")
+   .data("mouseover_color", "#CD5C5C")
+;
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+</svg>
+
+
+
+
+### Computing the term structure
+
+Now that we've got the basic motion set up, let's start making things a bit more sophisticated for the model. We're going to assume that the drift of the stock is the difference between the implied forward rate and the quarterly dividend rate.
+
+We're given the yearly term structure, and need to calculate the quarterly forward rate to match this structure. The term structure is assumed to follow:
+
+$d(0, t) = d(0,t-1)\cdot f_{i-1, i}$
+
+Where $f_{i-1, i}$ is the quarterly forward rate.
+
+
+```julia
+forward_term = function(yearly_term)
+    # It is assumed that we have a yearly term structure passed in, and starts at year 0
+    # This implies a nominal rate above 0 for the first year!
+    years = length(term)-1 # because we start at 0
+    structure = [(term[i+1] / term[i]) for i=1:years]
+end;
+```
+
+### Illustrating the term structure
+
+Now that we've got our term structure, let's validate that we're getting the correct results! If we've done this correctly, then:
+
+```
+term[2] == term[1] * structure[1]
+```
+
+
+```julia
+# Example term structure taken from:
+# http://www.treasury.gov/resource-center/data-chart-center/interest-rates/Pages/TextView.aspx?data=yield
+# Linear interpolation used years in-between periods, assuming real-dollar
+# interest rates
+forward_yield = forward_term(term)
+calculated_term2 = term[1] * forward_yield[1]
+
+println("Actual term[2]: $(term[2]); Calculated term[2]: $(calculated_term2)")
+```
+
+    Actual term[2]: 1.0049; Calculated term[2]: 1.0049
+
+
+### The full underlying simulation
+
+Now that we have the term structure set up, we can actually start doing some real simulation! Let's construct some paths through the full 5-year time frame. In order to do this, we will simulate 1 year at a time, and use the forward rates at those times to compute the drift. Thus, there will be 5 total simulations batched together.
+
+
+```julia
+full_motion = ones(5) * S0
+full_term = vcat(term[1], forward_yield)
+for i=1:T
+    μ = (full_term[i] - 1 - q)
+    year_motion = simulate_gbm(full_motion[:,end], μ, σ, 1, n)
+    full_motion = hcat(full_motion, year_motion)
+end
+
+display_motion(full_motion, T)
+```
+
+
+
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+b,e,h){var k=function(a){a=a||h.node.ownerDocument.window.event;var b=d("y",h),k=d("x",h),k=a.clientX+k,b=a.clientY+b;a.preventDefault=a.preventDefault||f;a.stopPropagation=a.stopPropagation||u;return e.call(h,a,k,b)};a.attachEvent("on"+b,k);return function(){a.detachEvent("on"+b,k);return!0}}}(),q=[],e=function(a){for(var b=a.clientX,e=a.clientY,f=d("y"),l=d("x"),n,p=q.length;p--;){n=q[p];if(w)for(var r=a.touches&&a.touches.length,u;r--;){if(u=a.touches[r],u.identifier==n.el._drag.id||n.el.node.contains(u.target)){b=
+u.clientX;e=u.clientY;(a.originalEvent?a.originalEvent:a).preventDefault();break}}else a.preventDefault();b+=l;e+=f;k("snap.drag.move."+n.el.id,n.move_scope||n.el,b-n.el._drag.x,e-n.el._drag.y,b,e,a)}},l=function(b){a.unmousemove(e).unmouseup(l);for(var d=q.length,f;d--;)f=q[d],f.el._drag={},k("snap.drag.end."+f.el.id,f.end_scope||f.start_scope||f.move_scope||f.el,b);q=[]};for(y=v.length;y--;)(function(d){a[d]=A[d]=function(e,f){a.is(e,"function")&&(this.events=this.events||[],this.events.push({name:d,
+f:e,unbind:b(this.node||document,d,e,f||this)}));return this};a["un"+d]=A["un"+d]=function(a){for(var b=this.events||[],e=b.length;e--;)if(b[e].name==d&&(b[e].f==a||!a)){b[e].unbind();b.splice(e,1);!b.length&&delete this.events;break}return this}})(v[y]);A.hover=function(a,b,d,e){return this.mouseover(a,d).mouseout(b,e||d)};A.unhover=function(a,b){return this.unmouseover(a).unmouseout(b)};var r=[];A.drag=function(b,d,f,h,n,p){function u(r,v,w){(r.originalEvent||r).preventDefault();this._drag.x=v;
+this._drag.y=w;this._drag.id=r.identifier;!q.length&&a.mousemove(e).mouseup(l);q.push({el:this,move_scope:h,start_scope:n,end_scope:p});d&&k.on("snap.drag.start."+this.id,d);b&&k.on("snap.drag.move."+this.id,b);f&&k.on("snap.drag.end."+this.id,f);k("snap.drag.start."+this.id,n||h||this,v,w,r)}if(!arguments.length){var v;return this.drag(function(a,b){this.attr({transform:v+(v?"T":"t")+[a,b]})},function(){v=this.transform().local})}this._drag={};r.push({el:this,start:u});this.mousedown(u);return this};
+A.undrag=function(){for(var b=r.length;b--;)r[b].el==this&&(this.unmousedown(r[b].start),r.splice(b,1),k.unbind("snap.drag.*."+this.id));!r.length&&a.unmousemove(e).unmouseup(l);return this}});C.plugin(function(a,v,y,C){y=y.prototype;var A=/^\s*url\((.+)\)/,w=String,z=a._.$;a.filter={};y.filter=function(d){var f=this;"svg"!=f.type&&(f=f.paper);d=a.parse(w(d));var k=a._.id(),u=z("filter");z(u,{id:k,filterUnits:"userSpaceOnUse"});u.appendChild(d.node);f.defs.appendChild(u);return new v(u)};k.on("snap.util.getattr.filter",
+function(){k.stop();var d=z(this.node,"filter");if(d)return(d=w(d).match(A))&&a.select(d[1])});k.on("snap.util.attr.filter",function(d){if(d instanceof v&&"filter"==d.type){k.stop();var f=d.node.id;f||(z(d.node,{id:d.id}),f=d.id);z(this.node,{filter:a.url(f)})}d&&"none"!=d||(k.stop(),this.node.removeAttribute("filter"))});a.filter.blur=function(d,f){null==d&&(d=2);return a.format('<feGaussianBlur stdDeviation="{def}"/>',{def:null==f?d:[d,f]})};a.filter.blur.toString=function(){return this()};a.filter.shadow=
+function(d,f,k,u,p){"string"==typeof k&&(p=u=k,k=4);"string"!=typeof u&&(p=u,u="#000");null==k&&(k=4);null==p&&(p=1);null==d&&(d=0,f=2);null==f&&(f=d);u=a.color(u||"#000");return a.format('<feGaussianBlur in="SourceAlpha" stdDeviation="{blur}"/><feOffset dx="{dx}" dy="{dy}" result="offsetblur"/><feFlood flood-color="{color}"/><feComposite in2="offsetblur" operator="in"/><feComponentTransfer><feFuncA type="linear" slope="{opacity}"/></feComponentTransfer><feMerge><feMergeNode/><feMergeNode in="SourceGraphic"/></feMerge>',
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+function(d){null==d&&(d=1);return a.format('<feColorMatrix type="matrix" values="{a} {b} {c} 0 0 {d} {e} {f} 0 0 {g} {h} {i} 0 0 0 0 0 1 0"/>',{a:0.393+0.607*(1-d),b:0.769-0.769*(1-d),c:0.189-0.189*(1-d),d:0.349-0.349*(1-d),e:0.686+0.314*(1-d),f:0.168-0.168*(1-d),g:0.272-0.272*(1-d),h:0.534-0.534*(1-d),i:0.131+0.869*(1-d)})};a.filter.sepia.toString=function(){return this()};a.filter.saturate=function(d){null==d&&(d=1);return a.format('<feColorMatrix type="saturate" values="{amount}"/>',{amount:1-
+d})};a.filter.saturate.toString=function(){return this()};a.filter.hueRotate=function(d){return a.format('<feColorMatrix type="hueRotate" values="{angle}"/>',{angle:d||0})};a.filter.hueRotate.toString=function(){return this()};a.filter.invert=function(d){null==d&&(d=1);return a.format('<feComponentTransfer><feFuncR type="table" tableValues="{amount} {amount2}"/><feFuncG type="table" tableValues="{amount} {amount2}"/><feFuncB type="table" tableValues="{amount} {amount2}"/></feComponentTransfer>',{amount:d,
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+{amount:d,amount2:0.5-d/2})};a.filter.contrast.toString=function(){return this()}});return C});
+
+]]> </script>
+<script> <![CDATA[
+
+(function (glob, factory) {
+    // AMD support
+    if (typeof define === "function" && define.amd) {
+        // Define as an anonymous module
+        define("Gadfly", ["Snap.svg"], function (Snap) {
+            return factory(Snap);
+        });
+    } else {
+        // Browser globals (glob is window)
+        // Snap adds itself to window
+        glob.Gadfly = factory(glob.Snap);
+    }
+}(this, function (Snap) {
+
+var Gadfly = {};
+
+// Get an x/y coordinate value in pixels
+var xPX = function(fig, x) {
+    var client_box = fig.node.getBoundingClientRect();
+    return x * fig.node.viewBox.baseVal.width / client_box.width;
+};
+
+var yPX = function(fig, y) {
+    var client_box = fig.node.getBoundingClientRect();
+    return y * fig.node.viewBox.baseVal.height / client_box.height;
+};
+
+
+Snap.plugin(function (Snap, Element, Paper, global) {
+    // Traverse upwards from a snap element to find and return the first
+    // note with the "plotroot" class.
+    Element.prototype.plotroot = function () {
+        var element = this;
+        while (!element.hasClass("plotroot") && element.parent() != null) {
+            element = element.parent();
+        }
+        return element;
+    };
+
+    Element.prototype.svgroot = function () {
+        var element = this;
+        while (element.node.nodeName != "svg" && element.parent() != null) {
+            element = element.parent();
+        }
+        return element;
+    };
+
+    Element.prototype.plotbounds = function () {
+        var root = this.plotroot()
+        var bbox = root.select(".guide.background").node.getBBox();
+        return {
+            x0: bbox.x,
+            x1: bbox.x + bbox.width,
+            y0: bbox.y,
+            y1: bbox.y + bbox.height
+        };
+    };
+
+    Element.prototype.plotcenter = function () {
+        var root = this.plotroot()
+        var bbox = root.select(".guide.background").node.getBBox();
+        return {
+            x: bbox.x + bbox.width / 2,
+            y: bbox.y + bbox.height / 2
+        };
+    };
+
+    // Emulate IE style mouseenter/mouseleave events, since Microsoft always
+    // does everything right.
+    // See: http://www.dynamic-tools.net/toolbox/isMouseLeaveOrEnter/
+    var events = ["mouseenter", "mouseleave"];
+
+    for (i in events) {
+        (function (event_name) {
+            var event_name = events[i];
+            Element.prototype[event_name] = function (fn, scope) {
+                if (Snap.is(fn, "function")) {
+                    var fn2 = function (event) {
+                        if (event.type != "mouseover" && event.type != "mouseout") {
+                            return;
+                        }
+
+                        var reltg = event.relatedTarget ? event.relatedTarget :
+                            event.type == "mouseout" ? event.toElement : event.fromElement;
+                        while (reltg && reltg != this.node) reltg = reltg.parentNode;
+
+                        if (reltg != this.node) {
+                            return fn.apply(this, event);
+                        }
+                    };
+
+                    if (event_name == "mouseenter") {
+                        this.mouseover(fn2, scope);
+                    } else {
+                        this.mouseout(fn2, scope);
+                    }
+                }
+                return this;
+            };
+        })(events[i]);
+    }
+
+
+    Element.prototype.mousewheel = function (fn, scope) {
+        if (Snap.is(fn, "function")) {
+            var el = this;
+            var fn2 = function (event) {
+                fn.apply(el, [event]);
+            };
+        }
+
+        this.node.addEventListener(
+            /Firefox/i.test(navigator.userAgent) ? "DOMMouseScroll" : "mousewheel",
+            fn2);
+
+        return this;
+    };
+
+
+    // Snap's attr function can be too slow for things like panning/zooming.
+    // This is a function to directly update element attributes without going
+    // through eve.
+    Element.prototype.attribute = function(key, val) {
+        if (val === undefined) {
+            return this.node.getAttribute(key);
+        } else {
+            this.node.setAttribute(key, val);
+            return this;
+        }
+    };
+
+    Element.prototype.init_gadfly = function() {
+        this.mouseenter(Gadfly.plot_mouseover)
+            .mouseleave(Gadfly.plot_mouseout)
+            .dblclick(Gadfly.plot_dblclick)
+            .mousewheel(Gadfly.guide_background_scroll)
+            .drag(Gadfly.guide_background_drag_onmove,
+                  Gadfly.guide_background_drag_onstart,
+                  Gadfly.guide_background_drag_onend);
+        this.mouseenter(function (event) {
+            init_pan_zoom(this.plotroot());
+        });
+        return this;
+    };
+});
+
+
+// When the plot is moused over, emphasize the grid lines.
+Gadfly.plot_mouseover = function(event) {
+    var root = this.plotroot();
+
+    var keyboard_zoom = function(event) {
+        if (event.which == 187) { // plus
+            increase_zoom_by_position(root, 0.1, true);
+        } else if (event.which == 189) { // minus
+            increase_zoom_by_position(root, -0.1, true);
+        }
+    };
+    root.data("keyboard_zoom", keyboard_zoom);
+    window.addEventListener("keyup", keyboard_zoom);
+
+    var xgridlines = root.select(".xgridlines"),
+        ygridlines = root.select(".ygridlines");
+
+    xgridlines.data("unfocused_strokedash",
+                    xgridlines.attribute("stroke-dasharray").replace(/(\d)(,|$)/g, "$1mm$2"));
+    ygridlines.data("unfocused_strokedash",
+                    ygridlines.attribute("stroke-dasharray").replace(/(\d)(,|$)/g, "$1mm$2"));
+
+    // emphasize grid lines
+    var destcolor = root.data("focused_xgrid_color");
+    xgridlines.attribute("stroke-dasharray", "none")
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    destcolor = root.data("focused_ygrid_color");
+    ygridlines.attribute("stroke-dasharray", "none")
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    // reveal zoom slider
+    root.select(".zoomslider")
+        .animate({opacity: 1.0}, 250);
+};
+
+// Reset pan and zoom on double click
+Gadfly.plot_dblclick = function(event) {
+  set_plot_pan_zoom(this.plotroot(), 0.0, 0.0, 1.0);
+};
+
+// Unemphasize grid lines on mouse out.
+Gadfly.plot_mouseout = function(event) {
+    var root = this.plotroot();
+
+    window.removeEventListener("keyup", root.data("keyboard_zoom"));
+    root.data("keyboard_zoom", undefined);
+
+    var xgridlines = root.select(".xgridlines"),
+        ygridlines = root.select(".ygridlines");
+
+    var destcolor = root.data("unfocused_xgrid_color");
+
+    xgridlines.attribute("stroke-dasharray", xgridlines.data("unfocused_strokedash"))
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    destcolor = root.data("unfocused_ygrid_color");
+    ygridlines.attribute("stroke-dasharray", ygridlines.data("unfocused_strokedash"))
+              .selectAll("path")
+              .animate({stroke: destcolor}, 250);
+
+    // hide zoom slider
+    root.select(".zoomslider")
+        .animate({opacity: 0.0}, 250);
+};
+
+
+var set_geometry_transform = function(root, tx, ty, scale) {
+    var xscalable = root.hasClass("xscalable"),
+        yscalable = root.hasClass("yscalable");
+
+    var old_scale = root.data("scale");
+
+    var xscale = xscalable ? scale : 1.0,
+        yscale = yscalable ? scale : 1.0;
+
+    tx = xscalable ? tx : 0.0;
+    ty = yscalable ? ty : 0.0;
+
+    var t = new Snap.Matrix().translate(tx, ty).scale(xscale, yscale);
+
+    root.selectAll(".geometry, image")
+        .forEach(function (element, i) {
+            element.transform(t);
+        });
+
+    bounds = root.plotbounds();
+
+    if (yscalable) {
+        var xfixed_t = new Snap.Matrix().translate(0, ty).scale(1.0, yscale);
+        root.selectAll(".xfixed")
+            .forEach(function (element, i) {
+                element.transform(xfixed_t);
+            });
+
+        root.select(".ylabels")
+            .transform(xfixed_t)
+            .selectAll("text")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var cx = element.asPX("x"),
+                        cy = element.asPX("y");
+                    var st = element.data("static_transform");
+                    unscale_t = new Snap.Matrix();
+                    unscale_t.scale(1, 1/scale, cx, cy).add(st);
+                    element.transform(unscale_t);
+
+                    var y = cy * scale + ty;
+                    element.attr("visibility",
+                        bounds.y0 <= y && y <= bounds.y1 ? "visible" : "hidden");
+                }
+            });
+    }
+
+    if (xscalable) {
+        var yfixed_t = new Snap.Matrix().translate(tx, 0).scale(xscale, 1.0);
+        var xtrans = new Snap.Matrix().translate(tx, 0);
+        root.selectAll(".yfixed")
+            .forEach(function (element, i) {
+                element.transform(yfixed_t);
+            });
+
+        root.select(".xlabels")
+            .transform(yfixed_t)
+            .selectAll("text")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var cx = element.asPX("x"),
+                        cy = element.asPX("y");
+                    var st = element.data("static_transform");
+                    unscale_t = new Snap.Matrix();
+                    unscale_t.scale(1/scale, 1, cx, cy).add(st);
+
+                    element.transform(unscale_t);
+
+                    var x = cx * scale + tx;
+                    element.attr("visibility",
+                        bounds.x0 <= x && x <= bounds.x1 ? "visible" : "hidden");
+                    }
+            });
+    }
+
+    // we must unscale anything that is scale invariance: widths, raiduses, etc.
+    var size_attribs = ["font-size"];
+    var unscaled_selection = ".geometry, .geometry *";
+    if (xscalable) {
+        size_attribs.push("rx");
+        unscaled_selection += ", .xgridlines";
+    }
+    if (yscalable) {
+        size_attribs.push("ry");
+        unscaled_selection += ", .ygridlines";
+    }
+
+    root.selectAll(unscaled_selection)
+        .forEach(function (element, i) {
+            // circle need special help
+            if (element.node.nodeName == "circle") {
+                var cx = element.attribute("cx"),
+                    cy = element.attribute("cy");
+                unscale_t = new Snap.Matrix().scale(1/xscale, 1/yscale,
+                                                        cx, cy);
+                element.transform(unscale_t);
+                return;
+            }
+
+            for (i in size_attribs) {
+                var key = size_attribs[i];
+                var val = parseFloat(element.attribute(key));
+                if (val !== undefined && val != 0 && !isNaN(val)) {
+                    element.attribute(key, val * old_scale / scale);
+                }
+            }
+        });
+};
+
+
+// Find the most appropriate tick scale and update label visibility.
+var update_tickscale = function(root, scale, axis) {
+    if (!root.hasClass(axis + "scalable")) return;
+
+    var tickscales = root.data(axis + "tickscales");
+    var best_tickscale = 1.0;
+    var best_tickscale_dist = Infinity;
+    for (tickscale in tickscales) {
+        var dist = Math.abs(Math.log(tickscale) - Math.log(scale));
+        if (dist < best_tickscale_dist) {
+            best_tickscale_dist = dist;
+            best_tickscale = tickscale;
+        }
+    }
+
+    if (best_tickscale != root.data(axis + "tickscale")) {
+        root.data(axis + "tickscale", best_tickscale);
+        var mark_inscale_gridlines = function (element, i) {
+            var inscale = element.attr("gadfly:scale") == best_tickscale;
+            element.attribute("gadfly:inscale", inscale);
+            element.attr("visibility", inscale ? "visible" : "hidden");
+        };
+
+        var mark_inscale_labels = function (element, i) {
+            var inscale = element.attr("gadfly:scale") == best_tickscale;
+            element.attribute("gadfly:inscale", inscale);
+            element.attr("visibility", inscale ? "visible" : "hidden");
+        };
+
+        root.select("." + axis + "gridlines").selectAll("path").forEach(mark_inscale_gridlines);
+        root.select("." + axis + "labels").selectAll("text").forEach(mark_inscale_labels);
+    }
+};
+
+
+var set_plot_pan_zoom = function(root, tx, ty, scale) {
+    var old_scale = root.data("scale");
+    var bounds = root.plotbounds();
+
+    var width = bounds.x1 - bounds.x0,
+        height = bounds.y1 - bounds.y0;
+
+    // compute the viewport derived from tx, ty, and scale
+    var x_min = -width * scale - (scale * width - width),
+        x_max = width * scale,
+        y_min = -height * scale - (scale * height - height),
+        y_max = height * scale;
+
+    var x0 = bounds.x0 - scale * bounds.x0,
+        y0 = bounds.y0 - scale * bounds.y0;
+
+    var tx = Math.max(Math.min(tx - x0, x_max), x_min),
+        ty = Math.max(Math.min(ty - y0, y_max), y_min);
+
+    tx += x0;
+    ty += y0;
+
+    // when the scale change, we may need to alter which set of
+    // ticks is being displayed
+    if (scale != old_scale) {
+        update_tickscale(root, scale, "x");
+        update_tickscale(root, scale, "y");
+    }
+
+    set_geometry_transform(root, tx, ty, scale);
+
+    root.data("scale", scale);
+    root.data("tx", tx);
+    root.data("ty", ty);
+};
+
+
+var scale_centered_translation = function(root, scale) {
+    var bounds = root.plotbounds();
+
+    var width = bounds.x1 - bounds.x0,
+        height = bounds.y1 - bounds.y0;
+
+    var tx0 = root.data("tx"),
+        ty0 = root.data("ty");
+
+    var scale0 = root.data("scale");
+
+    // how off from center the current view is
+    var xoff = tx0 - (bounds.x0 * (1 - scale0) + (width * (1 - scale0)) / 2),
+        yoff = ty0 - (bounds.y0 * (1 - scale0) + (height * (1 - scale0)) / 2);
+
+    // rescale offsets
+    xoff = xoff * scale / scale0;
+    yoff = yoff * scale / scale0;
+
+    // adjust for the panel position being scaled
+    var x_edge_adjust = bounds.x0 * (1 - scale),
+        y_edge_adjust = bounds.y0 * (1 - scale);
+
+    return {
+        x: xoff + x_edge_adjust + (width - width * scale) / 2,
+        y: yoff + y_edge_adjust + (height - height * scale) / 2
+    };
+};
+
+
+// Initialize data for panning zooming if it isn't already.
+var init_pan_zoom = function(root) {
+    if (root.data("zoompan-ready")) {
+        return;
+    }
+
+    // The non-scaling-stroke trick. Rather than try to correct for the
+    // stroke-width when zooming, we force it to a fixed value.
+    var px_per_mm = root.node.getCTM().a;
+
+    // Drag events report deltas in pixels, which we'd like to convert to
+    // millimeters.
+    root.data("px_per_mm", px_per_mm);
+
+    root.selectAll("path")
+        .forEach(function (element, i) {
+        sw = element.asPX("stroke-width") * px_per_mm;
+        if (sw > 0) {
+            element.attribute("stroke-width", sw);
+            element.attribute("vector-effect", "non-scaling-stroke");
+        }
+    });
+
+    // Store ticks labels original tranformation
+    root.selectAll(".xlabels > text, .ylabels > text")
+        .forEach(function (element, i) {
+            var lm = element.transform().localMatrix;
+            element.data("static_transform",
+                new Snap.Matrix(lm.a, lm.b, lm.c, lm.d, lm.e, lm.f));
+        });
+
+    var xgridlines = root.select(".xgridlines");
+    var ygridlines = root.select(".ygridlines");
+    var xlabels = root.select(".xlabels");
+    var ylabels = root.select(".ylabels");
+
+    if (root.data("tx") === undefined) root.data("tx", 0);
+    if (root.data("ty") === undefined) root.data("ty", 0);
+    if (root.data("scale") === undefined) root.data("scale", 1.0);
+    if (root.data("xtickscales") === undefined) {
+
+        // index all the tick scales that are listed
+        var xtickscales = {};
+        var ytickscales = {};
+        var add_x_tick_scales = function (element, i) {
+            xtickscales[element.attribute("gadfly:scale")] = true;
+        };
+        var add_y_tick_scales = function (element, i) {
+            ytickscales[element.attribute("gadfly:scale")] = true;
+        };
+
+        if (xgridlines) xgridlines.selectAll("path").forEach(add_x_tick_scales);
+        if (ygridlines) ygridlines.selectAll("path").forEach(add_y_tick_scales);
+        if (xlabels) xlabels.selectAll("text").forEach(add_x_tick_scales);
+        if (ylabels) ylabels.selectAll("text").forEach(add_y_tick_scales);
+
+        root.data("xtickscales", xtickscales);
+        root.data("ytickscales", ytickscales);
+        root.data("xtickscale", 1.0);
+    }
+
+    var min_scale = 1.0, max_scale = 1.0;
+    for (scale in xtickscales) {
+        min_scale = Math.min(min_scale, scale);
+        max_scale = Math.max(max_scale, scale);
+    }
+    for (scale in ytickscales) {
+        min_scale = Math.min(min_scale, scale);
+        max_scale = Math.max(max_scale, scale);
+    }
+    root.data("min_scale", min_scale);
+    root.data("max_scale", max_scale);
+
+    // store the original positions of labels
+    if (xlabels) {
+        xlabels.selectAll("text")
+               .forEach(function (element, i) {
+                   element.data("x", element.asPX("x"));
+               });
+    }
+
+    if (ylabels) {
+        ylabels.selectAll("text")
+               .forEach(function (element, i) {
+                   element.data("y", element.asPX("y"));
+               });
+    }
+
+    // mark grid lines and ticks as in or out of scale.
+    var mark_inscale = function (element, i) {
+        element.attribute("gadfly:inscale", element.attribute("gadfly:scale") == 1.0);
+    };
+
+    if (xgridlines) xgridlines.selectAll("path").forEach(mark_inscale);
+    if (ygridlines) ygridlines.selectAll("path").forEach(mark_inscale);
+    if (xlabels) xlabels.selectAll("text").forEach(mark_inscale);
+    if (ylabels) ylabels.selectAll("text").forEach(mark_inscale);
+
+    // figure out the upper ond lower bounds on panning using the maximum
+    // and minum grid lines
+    var bounds = root.plotbounds();
+    var pan_bounds = {
+        x0: 0.0,
+        y0: 0.0,
+        x1: 0.0,
+        y1: 0.0
+    };
+
+    if (xgridlines) {
+        xgridlines
+            .selectAll("path")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var bbox = element.node.getBBox();
+                    if (bounds.x1 - bbox.x < pan_bounds.x0) {
+                        pan_bounds.x0 = bounds.x1 - bbox.x;
+                    }
+                    if (bounds.x0 - bbox.x > pan_bounds.x1) {
+                        pan_bounds.x1 = bounds.x0 - bbox.x;
+                    }
+                    element.attr("visibility", "visible");
+                }
+            });
+    }
+
+    if (ygridlines) {
+        ygridlines
+            .selectAll("path")
+            .forEach(function (element, i) {
+                if (element.attribute("gadfly:inscale") == "true") {
+                    var bbox = element.node.getBBox();
+                    if (bounds.y1 - bbox.y < pan_bounds.y0) {
+                        pan_bounds.y0 = bounds.y1 - bbox.y;
+                    }
+                    if (bounds.y0 - bbox.y > pan_bounds.y1) {
+                        pan_bounds.y1 = bounds.y0 - bbox.y;
+                    }
+                    element.attr("visibility", "visible");
+                }
+            });
+    }
+
+    // nudge these values a little
+    pan_bounds.x0 -= 5;
+    pan_bounds.x1 += 5;
+    pan_bounds.y0 -= 5;
+    pan_bounds.y1 += 5;
+    root.data("pan_bounds", pan_bounds);
+
+    root.data("zoompan-ready", true)
+};
+
+
+// drag actions, i.e. zooming and panning
+var pan_action = {
+    start: function(root, x, y, event) {
+        root.data("dx", 0);
+        root.data("dy", 0);
+        root.data("tx0", root.data("tx"));
+        root.data("ty0", root.data("ty"));
+    },
+    update: function(root, dx, dy, x, y, event) {
+        var px_per_mm = root.data("px_per_mm");
+        dx /= px_per_mm;
+        dy /= px_per_mm;
+
+        var tx0 = root.data("tx"),
+            ty0 = root.data("ty");
+
+        var dx0 = root.data("dx"),
+            dy0 = root.data("dy");
+
+        root.data("dx", dx);
+        root.data("dy", dy);
+
+        dx = dx - dx0;
+        dy = dy - dy0;
+
+        var tx = tx0 + dx,
+            ty = ty0 + dy;
+
+        set_plot_pan_zoom(root, tx, ty, root.data("scale"));
+    },
+    end: function(root, event) {
+
+    },
+    cancel: function(root) {
+        set_plot_pan_zoom(root, root.data("tx0"), root.data("ty0"), root.data("scale"));
+    }
+};
+
+var zoom_box;
+var zoom_action = {
+    start: function(root, x, y, event) {
+        var bounds = root.plotbounds();
+        var width = bounds.x1 - bounds.x0,
+            height = bounds.y1 - bounds.y0;
+        var ratio = width / height;
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var px_per_mm = root.data("px_per_mm");
+        x = xscalable ? x / px_per_mm : bounds.x0;
+        y = yscalable ? y / px_per_mm : bounds.y0;
+        var w = xscalable ? 0 : width;
+        var h = yscalable ? 0 : height;
+        zoom_box = root.rect(x, y, w, h).attr({
+            "fill": "#000",
+            "opacity": 0.25
+        });
+        zoom_box.data("ratio", ratio);
+    },
+    update: function(root, dx, dy, x, y, event) {
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var px_per_mm = root.data("px_per_mm");
+        var bounds = root.plotbounds();
+        if (yscalable) {
+            y /= px_per_mm;
+            y = Math.max(bounds.y0, y);
+            y = Math.min(bounds.y1, y);
+        } else {
+            y = bounds.y1;
+        }
+        if (xscalable) {
+            x /= px_per_mm;
+            x = Math.max(bounds.x0, x);
+            x = Math.min(bounds.x1, x);
+        } else {
+            x = bounds.x1;
+        }
+
+        dx = x - zoom_box.attr("x");
+        dy = y - zoom_box.attr("y");
+        if (xscalable && yscalable) {
+            var ratio = zoom_box.data("ratio");
+            var width = Math.min(Math.abs(dx), ratio * Math.abs(dy));
+            var height = Math.min(Math.abs(dy), Math.abs(dx) / ratio);
+            dx = width * dx / Math.abs(dx);
+            dy = height * dy / Math.abs(dy);
+        }
+        var xoffset = 0,
+            yoffset = 0;
+        if (dx < 0) {
+            xoffset = dx;
+            dx = -1 * dx;
+        }
+        if (dy < 0) {
+            yoffset = dy;
+            dy = -1 * dy;
+        }
+        if (isNaN(dy)) {
+            dy = 0.0;
+        }
+        if (isNaN(dx)) {
+            dx = 0.0;
+        }
+        zoom_box.transform("T" + xoffset + "," + yoffset);
+        zoom_box.attr("width", dx);
+        zoom_box.attr("height", dy);
+    },
+    end: function(root, event) {
+        var xscalable = root.hasClass("xscalable"),
+            yscalable = root.hasClass("yscalable");
+        var zoom_bounds = zoom_box.getBBox();
+        if (zoom_bounds.width * zoom_bounds.height <= 0) {
+            return;
+        }
+        var plot_bounds = root.plotbounds();
+        var zoom_factor = 1.0;
+        if (yscalable) {
+            zoom_factor = (plot_bounds.y1 - plot_bounds.y0) / zoom_bounds.height;
+        } else {
+            zoom_factor = (plot_bounds.x1 - plot_bounds.x0) / zoom_bounds.width;
+        }
+        var tx = (root.data("tx") - zoom_bounds.x) * zoom_factor + plot_bounds.x0,
+            ty = (root.data("ty") - zoom_bounds.y) * zoom_factor + plot_bounds.y0;
+        set_plot_pan_zoom(root, tx, ty, root.data("scale") * zoom_factor);
+        zoom_box.remove();
+    },
+    cancel: function(root) {
+        zoom_box.remove();
+    }
+};
+
+
+Gadfly.guide_background_drag_onstart = function(x, y, event) {
+    var root = this.plotroot();
+    var scalable = root.hasClass("xscalable") || root.hasClass("yscalable");
+    var zoomable = !event.altKey && !event.ctrlKey && event.shiftKey && scalable;
+    var panable = !event.altKey && !event.ctrlKey && !event.shiftKey && scalable;
+    var drag_action = zoomable ? zoom_action :
+                      panable  ? pan_action :
+                                 undefined;
+    root.data("drag_action", drag_action);
+    if (drag_action) {
+        var cancel_drag_action = function(event) {
+            if (event.which == 27) { // esc key
+                drag_action.cancel(root);
+                root.data("drag_action", undefined);
+            }
+        };
+        window.addEventListener("keyup", cancel_drag_action);
+        root.data("cancel_drag_action", cancel_drag_action);
+        drag_action.start(root, x, y, event);
+    }
+};
+
+
+Gadfly.guide_background_drag_onmove = function(dx, dy, x, y, event) {
+    var root = this.plotroot();
+    var drag_action = root.data("drag_action");
+    if (drag_action) {
+        drag_action.update(root, dx, dy, x, y, event);
+    }
+};
+
+
+Gadfly.guide_background_drag_onend = function(event) {
+    var root = this.plotroot();
+    window.removeEventListener("keyup", root.data("cancel_drag_action"));
+    root.data("cancel_drag_action", undefined);
+    var drag_action = root.data("drag_action");
+    if (drag_action) {
+        drag_action.end(root, event);
+    }
+    root.data("drag_action", undefined);
+};
+
+
+Gadfly.guide_background_scroll = function(event) {
+    if (event.shiftKey) {
+        increase_zoom_by_position(this.plotroot(), 0.001 * event.wheelDelta);
+        event.preventDefault();
+    }
+};
+
+
+Gadfly.zoomslider_button_mouseover = function(event) {
+    this.select(".button_logo")
+         .animate({fill: this.data("mouseover_color")}, 100);
+};
+
+
+Gadfly.zoomslider_button_mouseout = function(event) {
+     this.select(".button_logo")
+         .animate({fill: this.data("mouseout_color")}, 100);
+};
+
+
+Gadfly.zoomslider_zoomout_click = function(event) {
+    increase_zoom_by_position(this.plotroot(), -0.1, true);
+};
+
+
+Gadfly.zoomslider_zoomin_click = function(event) {
+    increase_zoom_by_position(this.plotroot(), 0.1, true);
+};
+
+
+Gadfly.zoomslider_track_click = function(event) {
+    // TODO
+};
+
+
+// Map slider position x to scale y using the function y = a*exp(b*x)+c.
+// The constants a, b, and c are solved using the constraint that the function
+// should go through the points (0; min_scale), (0.5; 1), and (1; max_scale).
+var scale_from_slider_position = function(position, min_scale, max_scale) {
+    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),
+        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),
+        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);
+    return a * Math.exp(b * position) + c;
+}
+
+// inverse of scale_from_slider_position
+var slider_position_from_scale = function(scale, min_scale, max_scale) {
+    var a = (1 - 2 * min_scale + min_scale * min_scale) / (min_scale + max_scale - 2),
+        b = 2 * Math.log((max_scale - 1) / (1 - min_scale)),
+        c = (min_scale * max_scale - 1) / (min_scale + max_scale - 2);
+    return 1 / b * Math.log((scale - c) / a);
+}
+
+var increase_zoom_by_position = function(root, delta_position, animate) {
+    var scale = root.data("scale"),
+        min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale");
+    var position = slider_position_from_scale(scale, min_scale, max_scale);
+    position += delta_position;
+    scale = scale_from_slider_position(position, min_scale, max_scale);
+    set_zoom(root, scale, animate);
+}
+
+var set_zoom = function(root, scale, animate) {
+    var min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale"),
+        old_scale = root.data("scale");
+    var new_scale = Math.max(min_scale, Math.min(scale, max_scale));
+    if (animate) {
+        Snap.animate(
+            old_scale,
+            new_scale,
+            function (new_scale) {
+                update_plot_scale(root, new_scale);
+            },
+            200);
+    } else {
+        update_plot_scale(root, new_scale);
+    }
+}
+
+
+var update_plot_scale = function(root, new_scale) {
+    var trans = scale_centered_translation(root, new_scale);
+    set_plot_pan_zoom(root, trans.x, trans.y, new_scale);
+
+    root.selectAll(".zoomslider_thumb")
+        .forEach(function (element, i) {
+            var min_pos = element.data("min_pos"),
+                max_pos = element.data("max_pos"),
+                min_scale = root.data("min_scale"),
+                max_scale = root.data("max_scale");
+            var xmid = (min_pos + max_pos) / 2;
+            var xpos = slider_position_from_scale(new_scale, min_scale, max_scale);
+            element.transform(new Snap.Matrix().translate(
+                Math.max(min_pos, Math.min(
+                         max_pos, min_pos + (max_pos - min_pos) * xpos)) - xmid, 0));
+    });
+};
+
+
+Gadfly.zoomslider_thumb_dragmove = function(dx, dy, x, y, event) {
+    var root = this.plotroot();
+    var min_pos = this.data("min_pos"),
+        max_pos = this.data("max_pos"),
+        min_scale = root.data("min_scale"),
+        max_scale = root.data("max_scale"),
+        old_scale = root.data("old_scale");
+
+    var px_per_mm = root.data("px_per_mm");
+    dx /= px_per_mm;
+    dy /= px_per_mm;
+
+    var xmid = (min_pos + max_pos) / 2;
+    var xpos = slider_position_from_scale(old_scale, min_scale, max_scale) +
+                   dx / (max_pos - min_pos);
+
+    // compute the new scale
+    var new_scale = scale_from_slider_position(xpos, min_scale, max_scale);
+    new_scale = Math.min(max_scale, Math.max(min_scale, new_scale));
+
+    update_plot_scale(root, new_scale);
+    event.stopPropagation();
+};
+
+
+Gadfly.zoomslider_thumb_dragstart = function(x, y, event) {
+    this.animate({fill: this.data("mouseover_color")}, 100);
+    var root = this.plotroot();
+
+    // keep track of what the scale was when we started dragging
+    root.data("old_scale", root.data("scale"));
+    event.stopPropagation();
+};
+
+
+Gadfly.zoomslider_thumb_dragend = function(event) {
+    this.animate({fill: this.data("mouseout_color")}, 100);
+    event.stopPropagation();
+};
+
+
+var toggle_color_class = function(root, color_class, ison) {
+    var guides = root.selectAll(".guide." + color_class + ",.guide ." + color_class);
+    var geoms = root.selectAll(".geometry." + color_class + ",.geometry ." + color_class);
+    if (ison) {
+        guides.animate({opacity: 0.5}, 250);
+        geoms.animate({opacity: 0.0}, 250);
+    } else {
+        guides.animate({opacity: 1.0}, 250);
+        geoms.animate({opacity: 1.0}, 250);
+    }
+};
+
+
+Gadfly.colorkey_swatch_click = function(event) {
+    var root = this.plotroot();
+    var color_class = this.data("color_class");
+
+    if (event.shiftKey) {
+        root.selectAll(".colorkey text")
+            .forEach(function (element) {
+                var other_color_class = element.data("color_class");
+                if (other_color_class != color_class) {
+                    toggle_color_class(root, other_color_class,
+                                       element.attr("opacity") == 1.0);
+                }
+            });
+    } else {
+        toggle_color_class(root, color_class, this.attr("opacity") == 1.0);
+    }
+};
+
+
+return Gadfly;
+
+}));
+
+
+//@ sourceURL=gadfly.js
+
+(function (glob, factory) {
+    // AMD support
+      if (typeof require === "function" && typeof define === "function" && define.amd) {
+        require(["Snap.svg", "Gadfly"], function (Snap, Gadfly) {
+            factory(Snap, Gadfly);
+        });
+      } else {
+          factory(glob.Snap, glob.Gadfly);
+      }
+})(window, function (Snap, Gadfly) {
+    var fig = Snap("#fig-0378e04b897742b597befd2e8e1c169e");
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-8")
+   .init_gadfly();
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-11")
+   .plotroot().data("unfocused_ygrid_color", "#D0D0E0")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-11")
+   .plotroot().data("focused_ygrid_color", "#A0A0A0")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-12")
+   .plotroot().data("unfocused_xgrid_color", "#D0D0E0")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-12")
+   .plotroot().data("focused_xgrid_color", "#A0A0A0")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-16")
+   .data("mouseover_color", "#CD5C5C")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-16")
+   .data("mouseout_color", "#6A6A6A")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-16")
+   .click(Gadfly.zoomslider_zoomin_click)
+.mouseenter(Gadfly.zoomslider_button_mouseover)
+.mouseleave(Gadfly.zoomslider_button_mouseout)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-18")
+   .data("max_pos", 111.58)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-18")
+   .data("min_pos", 94.58)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-18")
+   .click(Gadfly.zoomslider_track_click);
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-19")
+   .data("max_pos", 111.58)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-19")
+   .data("min_pos", 94.58)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-19")
+   .data("mouseover_color", "#CD5C5C")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-19")
+   .data("mouseout_color", "#6A6A6A")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-19")
+   .drag(Gadfly.zoomslider_thumb_dragmove,
+     Gadfly.zoomslider_thumb_dragstart,
+     Gadfly.zoomslider_thumb_dragend)
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-20")
+   .data("mouseover_color", "#CD5C5C")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-20")
+   .data("mouseout_color", "#6A6A6A")
+;
+fig.select("#fig-0378e04b897742b597befd2e8e1c169e-element-20")
+   .click(Gadfly.zoomslider_zoomout_click)
+.mouseenter(Gadfly.zoomslider_button_mouseover)
+.mouseleave(Gadfly.zoomslider_button_mouseout)
+;
+    });
+]]> </script>
+</svg>
+
+
+
+
+### Final simulation
+
+We're now going to actually build out the full motion that we'll use for computing the pricing of our autocallable products. It will be largely the same, but we will use far more sample paths for the simulation.
+
+
+```julia
+full_simulation = function(S0, T, n, m, term)
+    forward = vcat(term[1], forward_term(term))
+
+    # And an S0 to kick things off.
+    final_motion = ones(m) * S0
+    for i=1:T
+        μ = (forward[i] - 1 - q)
+        year_motion = simulate_gbm(final_motion[:,end], μ, σ, 1, n)
+        final_motion = hcat(final_motion, year_motion)
+    end
+    return final_motion
+end
+
+tic()
+full_simulation(S0, T, n, m, term)
+time = toq()
+@printf("Time to run simulation: %.2fs", time)
+```
+
+    Time to run simulation: 5.34s
+
+## Athena Simulation
+
+Now that we've defined our underlying simulation, let's actually try and price an Athena note. Athena has the following characteristics:
+
+- Automatically called if the underlying is above the **call barrier** at observation
+- Accelerated coupon paid if the underlying is above the **call barrier** at observation
+    - The coupon paid is $c \cdot i$ with $i$ as the current year, and $c$ the coupon rate
+- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met
+- Observed yearly
+
+
+```julia
+call_barrier = S0
+strike = S0
+protection_barrier = S0 * .6
+coupon = nominal * .07
+
+price_athena = function(initial_price, year_prices, call_barrier,
+        protection_barrier, coupon, forward_structure)
+
+    total_coupons = 0
+    
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price ≥ call_barrier
+            return (nominal + coupon*i) * exp((prod(forward_structure[i:end])-1)*(t-i))
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_athena(S0, year_prices,
+    call_barrier, protection_barrier, coupon, forward_structure)
+
+athena = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = athena()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n", i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * (exp(-(prod(forward_structure)-1)*T))
+@printf("Present value of Athena note: \$%.2f, notional: \$%.2f", pv, nominal)
+```
+
+    Mean of simulation 1: $103.2805; Simulation time: 5.59s
+    Mean of simulation 2: $103.3796; Simulation time: 5.05s
+    Mean of simulation 3: $103.4752; Simulation time: 5.18s
+    Mean of simulation 4: $103.4099; Simulation time: 5.37s
+    Mean of simulation 5: $103.3260; Simulation time: 5.32s
+    Mean over 5 simulations: 103.37421610015554
+    Present value of Athena note: $95.00, notional: $100.00
+
+## Phoenix without Memory Simulation
+
+Let's move into pricing a Phoenix without memory. It's very similar to the Athena production, with the exception that we introduce a coupon barrier so coupons are paid even when the underlying is below the initial price.
+
+The Phoenix product has the following characteristics (example [here](https://www.rbccm.com/usstructurednotes/file-780079.pdf)):
+
+- Automatically called if the underlying is above the **call barrier** at observation
+- Coupon paid if the underlying is above a **coupon barrier** at observation
+- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met
+- Observed yearly
+
+Some example paths (all assume that a call barrier of the current price, and coupon barrier some level below that):
+
+- At the end of year 1, the stock is above the call barrier; the note is called and you receive the value of the stock plus the coupon being paid.
+- At the end of year 1, the stock is above the coupon barrier, but not the call barrier; you receive the coupon. At the end of year 2, the stock is below the coupon barrier; you receive nothing. At the end of year 3, the stock is above the call barrier; the note is called and you receive the value of the stock plus a coupon for year 3.
+
+We're going to re-use the same simulation, with the following parameters:
+
+- Call barrier: 100%
+- Coupon barrier: 70%
+- Coupon: 6%
+- Capital protection until 70% (at maturity)
+
+
+```julia
+call_barrier = S0
+coupon_barrier = S0 * .8
+protection_barrier = S0 * .6
+coupon = nominal * .06
+
+price_phoenix_no_memory = function(initial_price, year_prices, call_barrier, coupon_barrier,
+        protection_barrier, coupon, forward_structure)
+
+    total_coupons = 0
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price ≥ call_barrier
+            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))
+        elseif price ≥ coupon_barrier
+            total_coupons = total_coupons * exp(forward_structure[i]-1) + coupon
+        else
+            total_coupons *= exp(forward_structure[i]-1)
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal + total_coupons
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_phoenix_no_memory(S0, year_prices,
+    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)
+
+phoenix_no_memory = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = phoenix_no_memory()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n", i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * exp(-(prod(forward_structure)-1)*(T))
+@printf("Present value of Phoenix without memory note: \$%.2f", pv)
+```
+
+    Mean of simulation 1: $106.0562; Simulation time: 5.72s
+    Mean of simulation 2: $106.0071; Simulation time: 5.85s
+    Mean of simulation 3: $105.9959; Simulation time: 5.87s
+    Mean of simulation 4: $106.0665; Simulation time: 5.93s
+    Mean of simulation 5: $106.0168; Simulation time: 5.81s
+    Mean over 5 simulations: 106.02850857209883
+    Present value of Phoenix without memory note: $97.44
+
+## Phoenix with Memory Simulation
+
+The Phoenix with Memory structure is very similar to the Phoenix, but as the name implies, has a special "memory" property: **It remembers any coupons that haven't been paid at prior observation times, and pays them all if the underlying crosses the coupon barrier**. For example:
+- Note issued with 100% call barrier, 70% coupon barrier. At year 1, the underlying is at 50%, so no coupons are paid. At year 2, the underlying is at 80%, so coupons for both year 1 and 2 are paid, resulting in a double coupon.
+
+You can also find an example [here](https://www.rbccm.com/usstructurednotes/file-781232.pdf).
+
+Let's go ahead and set up the simulation! The parameters will be the same, but we can expect that the value will go up because of the memory attribute
+
+
+```julia
+call_barrier = S0
+coupon_barrier = S0 * .8
+protection_barrier = S0 * .6
+coupon = nominal * .07
+
+price_phoenix_with_memory = function(initial_price, year_prices, call_barrier,
+    coupon_barrier, protection_barrier, coupon, forward_structure)
+
+    last_coupon = 0
+    total_coupons = 0
+    
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price > call_barrier
+            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))
+        elseif price > coupon_barrier
+            ####################################################################
+            # The only difference between with/without memory is the below lines
+            memory_coupons = (i - last_coupon) * coupon
+            last_coupon = i
+            total_coupons = total_coupons * exp(forward_structure[i]-1) + memory_coupons
+            ####################################################################
+        else
+            total_coupons *= exp(forward_structure[i]-1)
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal + total_coupons
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_phoenix_with_memory(S0, year_prices,
+    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)
+
+phoenix_with_memory = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = phoenix_with_memory()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n",
+        i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * exp(-(prod(forward_structure)-1)*(T))
+@printf("Present value of Phoenix with memory note: \$%.2f", pv)
+```
+
+    Mean of simulation 1: $108.8612; Simulation time: 5.89s
+    Mean of simulation 2: $109.0226; Simulation time: 5.90s
+    Mean of simulation 3: $108.9175; Simulation time: 5.92s
+    Mean of simulation 4: $108.9426; Simulation time: 5.94s
+    Mean of simulation 5: $108.8087; Simulation time: 6.06s
+    Mean over 5 simulations: 108.91052564051816
+    Present value of Phoenix with memory note: $100.09
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diff --git a/blog/2015-11-27-autocallable/index.mdx b/blog/2015-11-27-autocallable/index.mdx
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+---
+slug: 2015/11/autocallable
+title: Autocallable Bonds
+date: 2015-11-27 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+For a final project, my group was tasked with understanding three exotic derivatives: The Athena, Phoenix without memory, and Phoenix with memory autocallable products.
+
+<!-- truncate -->
+
+My only non-core class this semester has been in Structure Products. We've been surveying a wide variety of products, and the final project was to pick one to report on.
+Because these are all very similar, we decided to demonstrate all 3 products at once.
+
+What follows below is a notebook demonstrating the usage of [Julia](http://julialang.com) for Monte-Carlo simulation of some exotic products.
+
+---
+
+```julia
+using Gadfly
+```
+
+# Athena/Phoenix Simulation
+
+## Underlying simulation
+
+In order to price the autocallable bonds, we need to simulate the underlying assets. Let's go ahead and set up the simulation first, as this lays the foundation for what we're trying to do. We're going to use [JNJ](http://finance.yahoo.com/q?s=jnj) as the basis for our simulation. This implies the following parameters:
+
+- $S_0$ = \$102.2 (as of time of writing)
+- $q$ = 2.84%
+- $r$ = [.49, .9, 1.21, 1.45, 1.69] (term structure as of time of writing, linear interpolation)
+- $\mu$ = $r - q$ (note that this implies a negative drift because of current low rates)
+- $\sigma$ = $\sigma_{imp}$ = 15.62% (from VIX implied volatility)
+
+We additionally define some parameters for simulation:
+
+- `T`: The number of years to simulate
+- `m`: The number of paths to simulate
+- `n`: The number of steps to simulate in a year
+
+
+```julia
+S0 = 102.2
+nominal = 100
+q = 2.84 / 100
+σ = 15.37 / 100
+term = [0, .49, .9, 1.21, 1.45, 1.69] / 100 + 1
+
+###
+# Potential: Based on PEP
+# S0 = 100.6
+# σ = 14.86
+# q = 2.7
+###
+
+# Simulation parameters
+T = 5 # Using years as the unit of time
+n = 250 # simulations per year
+m = 100000 # paths
+num_simulations = 5; # simulation rounds per price
+```
+
+### Defining the simulation
+To make things simpler, we simulate a single year at a time. This allows us to easily add in a dividend policy without too much difficulty, and update the simulation every year to match the term structure. The underlying uses GBM for simulation between years.
+
+
+```julia
+simulate_gbm = function(S0, μ, σ, T, n)
+    # Set the initial state
+    m = length(S0)
+    t = T / n
+    motion = zeros(m, n)
+    motion[:,1] = S0
+    
+    # Build out all states
+    for i=1:(n-1)
+        motion[:,i+1] = motion[:,i] .* exp((μ - σ^2/2)*t) .* exp(sqrt(t) * σ .* randn(m))
+    end
+    
+    return motion
+end
+
+function display_motion(motion, T)
+    # Given a matrix of paths, display the motion
+    n = length(motion[1,:])
+    m = length(motion[:,1])
+    x = repmat(1:n, m)
+    
+    # Calculate the ticks we're going to use. We'd like to
+    # have an xtick every month, so calculate where those
+    # ticks will actually be at.
+    if (T > 3)
+        num_ticks = T
+        xlabel = "Years"
+    else
+        num_ticks = T * 12
+        xlabel = "Months"
+    end
+    tick_width = n / num_ticks
+    x_ticks = []
+    for i=1:round(num_ticks)
+        x_ticks = vcat(x_ticks, i*tick_width)
+    end
+    
+    # Use one color for each path. I'm not sure if there's
+    # a better way to do this without going through DataFrames
+    colors = []
+    for i = 1:m
+        colors = vcat(colors, ones(n)*i)
+    end
+    
+    plot(x=x, y=motion', color=colors, Geom.line,
+    Guide.xticks(ticks=x_ticks, label=false),
+    Guide.xlabel(xlabel),
+    Guide.ylabel("Value"))
+end;
+```
+
+### Example simulation
+
+Let's go ahead and run a sample simulation to see what the functions got us!
+
+
+```julia
+initial = ones(5) * S0
+# Using μ=0, T=.25 for now, we'll use the proper values later
+motion = simulate_gbm(initial, 0, σ, .25, 200) 
+
+display_motion(motion, .25)
+```
+
+![](./_notebook_files/_notebook_6_0.svg)
+
+### Computing the term structure
+
+Now that we've got the basic motion set up, let's start making things a bit more sophisticated for the model. We're going to assume that the drift of the stock is the difference between the implied forward rate and the quarterly dividend rate.
+
+We're given the yearly term structure, and need to calculate the quarterly forward rate to match this structure. The term structure is assumed to follow:
+
+$d(0, t) = d(0,t-1)\cdot f_{i-1, i}$
+
+Where $f_{i-1, i}$ is the quarterly forward rate.
+
+```julia
+forward_term = function(yearly_term)
+    # It is assumed that we have a yearly term structure passed in, and starts at year 0
+    # This implies a nominal rate above 0 for the first year!
+    years = length(term)-1 # because we start at 0
+    structure = [(term[i+1] / term[i]) for i=1:years]
+end;
+```
+
+### Illustrating the term structure
+
+Now that we've got our term structure, let's validate that we're getting the correct results! If we've done this correctly, then:
+
+```
+term[2] == term[1] * structure[1]
+```
+
+```julia
+# Example term structure taken from:
+# http://www.treasury.gov/resource-center/data-chart-center/interest-rates/Pages/TextView.aspx?data=yield
+# Linear interpolation used years in-between periods, assuming real-dollar
+# interest rates
+forward_yield = forward_term(term)
+calculated_term2 = term[1] * forward_yield[1]
+
+println("Actual term[2]: $(term[2]); Calculated term[2]: $(calculated_term2)")
+```
+
+```
+    Actual term[2]: 1.0049; Calculated term[2]: 1.0049
+```
+
+### The full underlying simulation
+
+Now that we have the term structure set up, we can actually start doing some real simulation! Let's construct some paths through the full 5-year time frame. In order to do this, we will simulate 1 year at a time, and use the forward rates at those times to compute the drift. Thus, there will be 5 total simulations batched together.
+
+
+```julia
+full_motion = ones(5) * S0
+full_term = vcat(term[1], forward_yield)
+for i=1:T
+    μ = (full_term[i] - 1 - q)
+    year_motion = simulate_gbm(full_motion[:,end], μ, σ, 1, n)
+    full_motion = hcat(full_motion, year_motion)
+end
+
+display_motion(full_motion, T)
+```
+
+![](./_notebook_files/_notebook_12_0.svg)
+
+### Final simulation
+
+We're now going to actually build out the full motion that we'll use for computing the pricing of our autocallable products. It will be largely the same, but we will use far more sample paths for the simulation.
+
+
+```julia
+full_simulation = function(S0, T, n, m, term)
+    forward = vcat(term[1], forward_term(term))
+
+    # And an S0 to kick things off.
+    final_motion = ones(m) * S0
+    for i=1:T
+        μ = (forward[i] - 1 - q)
+        year_motion = simulate_gbm(final_motion[:,end], μ, σ, 1, n)
+        final_motion = hcat(final_motion, year_motion)
+    end
+    return final_motion
+end
+
+tic()
+full_simulation(S0, T, n, m, term)
+time = toq()
+@printf("Time to run simulation: %.2fs", time)
+```
+
+```
+    Time to run simulation: 5.34s
+```
+
+## Athena Simulation
+
+Now that we've defined our underlying simulation, let's actually try and price an Athena note. Athena has the following characteristics:
+
+- Automatically called if the underlying is above the **call barrier** at observation
+- Accelerated coupon paid if the underlying is above the **call barrier** at observation
+    - The coupon paid is $c \cdot i$ with $i$ as the current year, and $c$ the coupon rate
+- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met
+- Observed yearly
+
+```julia
+call_barrier = S0
+strike = S0
+protection_barrier = S0 * .6
+coupon = nominal * .07
+
+price_athena = function(initial_price, year_prices, call_barrier,
+        protection_barrier, coupon, forward_structure)
+
+    total_coupons = 0
+    
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price ≥ call_barrier
+            return (nominal + coupon*i) * exp((prod(forward_structure[i:end])-1)*(t-i))
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_athena(S0, year_prices,
+    call_barrier, protection_barrier, coupon, forward_structure)
+
+athena = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = athena()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n", i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * (exp(-(prod(forward_structure)-1)*T))
+@printf("Present value of Athena note: \$%.2f, notional: \$%.2f", pv, nominal)
+```
+
+```
+    Mean of simulation 1: $103.2805; Simulation time: 5.59s
+    Mean of simulation 2: $103.3796; Simulation time: 5.05s
+    Mean of simulation 3: $103.4752; Simulation time: 5.18s
+    Mean of simulation 4: $103.4099; Simulation time: 5.37s
+    Mean of simulation 5: $103.3260; Simulation time: 5.32s
+    Mean over 5 simulations: 103.37421610015554
+    Present value of Athena note: $95.00, notional: $100.00
+```
+
+## Phoenix without Memory Simulation
+
+Let's move into pricing a Phoenix without memory. It's very similar to the Athena production, with the exception that we introduce a coupon barrier so coupons are paid even when the underlying is below the initial price.
+
+The Phoenix product has the following characteristics (example [here](https://www.rbccm.com/usstructurednotes/file-780079.pdf)):
+
+- Automatically called if the underlying is above the **call barrier** at observation
+- Coupon paid if the underlying is above a **coupon barrier** at observation
+- Principle protection up until a **protection barrier** at observation; All principle at risk if this barrier not met
+- Observed yearly
+
+Some example paths (all assume that a call barrier of the current price, and coupon barrier some level below that):
+
+- At the end of year 1, the stock is above the call barrier; the note is called and you receive the value of the stock plus the coupon being paid.
+- At the end of year 1, the stock is above the coupon barrier, but not the call barrier; you receive the coupon. At the end of year 2, the stock is below the coupon barrier; you receive nothing. At the end of year 3, the stock is above the call barrier; the note is called and you receive the value of the stock plus a coupon for year 3.
+
+We're going to re-use the same simulation, with the following parameters:
+
+- Call barrier: 100%
+- Coupon barrier: 70%
+- Coupon: 6%
+- Capital protection until 70% (at maturity)
+
+
+```julia
+call_barrier = S0
+coupon_barrier = S0 * .8
+protection_barrier = S0 * .6
+coupon = nominal * .06
+
+price_phoenix_no_memory = function(initial_price, year_prices, call_barrier, coupon_barrier,
+        protection_barrier, coupon, forward_structure)
+
+    total_coupons = 0
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price ≥ call_barrier
+            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))
+        elseif price ≥ coupon_barrier
+            total_coupons = total_coupons * exp(forward_structure[i]-1) + coupon
+        else
+            total_coupons *= exp(forward_structure[i]-1)
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal + total_coupons
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_phoenix_no_memory(S0, year_prices,
+    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)
+
+phoenix_no_memory = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = phoenix_no_memory()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n", i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * exp(-(prod(forward_structure)-1)*(T))
+@printf("Present value of Phoenix without memory note: \$%.2f", pv)
+```
+
+```
+    Mean of simulation 1: $106.0562; Simulation time: 5.72s
+    Mean of simulation 2: $106.0071; Simulation time: 5.85s
+    Mean of simulation 3: $105.9959; Simulation time: 5.87s
+    Mean of simulation 4: $106.0665; Simulation time: 5.93s
+    Mean of simulation 5: $106.0168; Simulation time: 5.81s
+    Mean over 5 simulations: 106.02850857209883
+    Present value of Phoenix without memory note: $97.44
+```
+
+## Phoenix with Memory Simulation
+
+The Phoenix with Memory structure is very similar to the Phoenix, but as the name implies, has a special "memory" property: **It remembers any coupons that haven't been paid at prior observation times, and pays them all if the underlying crosses the coupon barrier**. For example:
+- Note issued with 100% call barrier, 70% coupon barrier. At year 1, the underlying is at 50%, so no coupons are paid. At year 2, the underlying is at 80%, so coupons for both year 1 and 2 are paid, resulting in a double coupon.
+
+You can also find an example [here](https://www.rbccm.com/usstructurednotes/file-781232.pdf).
+
+Let's go ahead and set up the simulation! The parameters will be the same, but we can expect that the value will go up because of the memory attribute
+
+
+```julia
+call_barrier = S0
+coupon_barrier = S0 * .8
+protection_barrier = S0 * .6
+coupon = nominal * .07
+
+price_phoenix_with_memory = function(initial_price, year_prices, call_barrier,
+    coupon_barrier, protection_barrier, coupon, forward_structure)
+
+    last_coupon = 0
+    total_coupons = 0
+    
+    t = length(year_prices)
+
+    for i=1:t
+        price = year_prices[i]
+        if price > call_barrier
+            return (nominal + coupon + total_coupons)*exp((prod(forward_structure[i:end])-1)*(t-i))
+        elseif price > coupon_barrier
+            ####################################################################
+            # The only difference between with/without memory is the below lines
+            memory_coupons = (i - last_coupon) * coupon
+            last_coupon = i
+            total_coupons = total_coupons * exp(forward_structure[i]-1) + memory_coupons
+            ####################################################################
+        else
+            total_coupons *= exp(forward_structure[i]-1)
+        end
+    end
+
+    # We've reached maturity, time to check capital protection
+    if year_prices[end] > protection_barrier
+        return nominal + total_coupons
+    else
+        put = (strike - year_prices[end]) / strike
+        return nominal*(1-put)
+    end
+end
+
+forward_structure = forward_term(term)
+price_function = (year_prices) -> price_phoenix_with_memory(S0, year_prices,
+    call_barrier, coupon_barrier, protection_barrier, coupon, forward_structure)
+
+phoenix_with_memory = function()
+    year_indexes = [n*i for i=1:T]
+    motion = full_simulation(S0, T, n, m, term)
+    payoffs = [price_function(motion[i, year_indexes]) for i=1:m]
+    return mean(payoffs)
+end
+
+mean_payoffs = zeros(num_simulations)
+for i=1:num_simulations
+    tic()
+    mean_payoffs[i] = phoenix_with_memory()
+    time = toq()
+    @printf("Mean of simulation %i: \$%.4f; Simulation time: %.2fs\n",
+        i, mean_payoffs[i], time)
+end
+
+final_mean = mean(mean_payoffs)
+println("Mean over $num_simulations simulations: $(mean(mean_payoffs))")
+pv = final_mean * exp(-(prod(forward_structure)-1)*(T))
+@printf("Present value of Phoenix with memory note: \$%.2f", pv)
+```
+
+```
+    Mean of simulation 1: $108.8612; Simulation time: 5.89s
+    Mean of simulation 2: $109.0226; Simulation time: 5.90s
+    Mean of simulation 3: $108.9175; Simulation time: 5.92s
+    Mean of simulation 4: $108.9426; Simulation time: 5.94s
+    Mean of simulation 5: $108.8087; Simulation time: 6.06s
+    Mean over 5 simulations: 108.91052564051816
+    Present value of Phoenix with memory note: $100.09
+```
\ No newline at end of file
diff --git a/blog/2015-12-26-testing-cramer/_article.md b/blog/2015-12-26-testing-cramer/_article.md
new file mode 100644
index 0000000..6320112
--- /dev/null
+++ b/blog/2015-12-26-testing-cramer/_article.md
@@ -0,0 +1,16 @@
+Title: Testing Cramer
+Date: 2015-12-26
+Category: Blog
+Tags: futures, data science
+Authors: Bradlee Speice
+Summary: 
+[//]: <> "Modified: "
+
+{% notebook 2015-12-26-testing_cramer.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
+
diff --git a/blog/2015-12-26-testing-cramer/_notebook.ipynb b/blog/2015-12-26-testing-cramer/_notebook.ipynb
new file mode 100644
index 0000000..02a7b5b
--- /dev/null
+++ b/blog/2015-12-26-testing-cramer/_notebook.ipynb
@@ -0,0 +1,428 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import requests\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "from dateutil import parser as dtparser\n",
+    "from dateutil.relativedelta import relativedelta\n",
+    "from datetime import datetime\n",
+    "from html.parser import HTMLParser\n",
+    "from copy import copy\n",
+    "import Quandl"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Testing Cramer\n",
+    "\n",
+    "Pursuant to attending a graduate school studying Financial Engineering, I've been a fan of the [Mad Money][3] TV show featuring the bombastic Jim Cramer. One of the things that he's said is that you shouldn't use the futures to predict where the stock market is going to go. But he says it often enough, I've begun to wonder - who is he trying to convince?\n",
+    "\n",
+    "It makes sense that because futures on things like the S&P 500 are traded continuously, they would price in market information before the stock market opens. So is Cramer right to be convinced that strategies based on the futures are a poor idea? I wanted to test it out.\n",
+    "\n",
+    "The first question is where to get the future's data. I've been part of [Seeking Alpha][2] for a bit, and they publish the [Wall Street Breakfast][3] newsletter which contains daily future's returns as of 6:20 AM EST. I'd be interested in using that data to see if we can actually make some money.\n",
+    "\n",
+    "First though, let's get the data:\n",
+    "\n",
+    "# Downloading Futures data from Seeking Alpha\n",
+    "\n",
+    "We're going to define two HTML parsing classes - one to get the article URL's from a page, and one to get the actual data from each article.\n",
+    "\n",
+    "[1]: http://www.cnbc.com/mad-money/\n",
+    "[2]: http://seekingalpha.com/\n",
+    "[3]: http://seekingalpha.com/author/wall-street-breakfast?s=wall-street-breakfast"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "class ArticleListParser(HTMLParser):\n",
+    "    \"\"\"Given a web page with articles on it, parse out the article links\"\"\"\n",
+    "    \n",
+    "    articles = []\n",
+    "    \n",
+    "    def handle_starttag(self, tag, attrs):\n",
+    "        #if tag == 'div' and (\"id\", \"author_articles_wrapper\") in attrs:\n",
+    "        #    self.fetch_links = True\n",
+    "        if tag == 'a' and ('class', 'dashboard_article_link') in attrs:\n",
+    "            href = list(filter(lambda x: x[0] == 'href', attrs))[0][1]\n",
+    "            self.articles.append(href)\n",
+    "            \n",
+    "base_url = \"http://seekingalpha.com/author/wall-street-breakfast/articles\"\n",
+    "article_page_urls = [base_url] + [base_url + '/{}'.format(i) for i in range(2, 20)]\n",
+    "\n",
+    "global_articles = []\n",
+    "for page in article_page_urls:\n",
+    "    # We need to switch the user agent, as SA blocks the standard requests agent\n",
+    "    articles_html = requests.get(page,\n",
+    "                                headers={\"User-Agent\": \"Wget/1.13.4\"})\n",
+    "    parser = ArticleListParser()\n",
+    "    parser.feed(articles_html.text)\n",
+    "    global_articles += (parser.articles)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [],
+   "source": [
+    "class ArticleReturnParser(HTMLParser):\n",
+    "    \"Given an article, parse out the futures returns in it\"\n",
+    "    \n",
+    "    record_font_tags = False\n",
+    "    in_font_tag = False\n",
+    "    counter = 0\n",
+    "    # data = {} # See __init__\n",
+    "    \n",
+    "    def __init__(self, *args, **kwargs):\n",
+    "        super().__init__(*args, **kwargs)\n",
+    "        self.data = {}\n",
+    "    \n",
+    "    def handle_starttag(self, tag, attrs):\n",
+    "        if tag == 'span' and ('itemprop', 'datePublished') in attrs:\n",
+    "            date_string = list(filter(lambda x: x[0] == 'content', attrs))[0][1]\n",
+    "            date = dtparser.parse(date_string)\n",
+    "            self.data['date'] = date\n",
+    "            \n",
+    "        self.in_font_tag = tag == 'font'\n",
+    "        \n",
+    "    def safe_float(self, string):\n",
+    "        try:\n",
+    "            return float(string[:-1]) / 100\n",
+    "        except ValueError:\n",
+    "            return np.NaN\n",
+    "            \n",
+    "    def handle_data(self, content):\n",
+    "        if not self.record_font_tags and \"Futures at 6\" in content:\n",
+    "            self.record_font_tags = True\n",
+    "            \n",
+    "        if self.record_font_tags and self.in_font_tag:\n",
+    "            if self.counter == 0:\n",
+    "                self.data['DOW'] = self.safe_float(content)\n",
+    "            elif self.counter == 1:\n",
+    "                self.data['S&P'] = self.safe_float(content)\n",
+    "            elif self.counter == 2:\n",
+    "                self.data['NASDAQ'] = self.safe_float(content)\n",
+    "            elif self.counter == 3:\n",
+    "                self.data['Crude'] = self.safe_float(content)\n",
+    "            elif self.counter == 4:\n",
+    "                self.data['Gold'] = self.safe_float(content)\n",
+    "            \n",
+    "            self.counter += 1\n",
+    "            \n",
+    "    def handle_endtag(self, tag):\n",
+    "        self.in_font_tag = False\n",
+    "\n",
+    "def retrieve_data(url):\n",
+    "    sa = \"http://seekingalpha.com\"\n",
+    "    article_html = requests.get(sa + url,\n",
+    "                               headers={\"User-Agent\": \"Wget/1.13.4\"})\n",
+    "    parser = ArticleReturnParser()\n",
+    "    parser.feed(article_html.text)\n",
+    "    parser.data.update({\"url\": url})\n",
+    "    parser.data.update({\"text\": article_html.text})\n",
+    "    return parser.data\n",
+    "\n",
+    "# This copy **MUST** be in place. I'm not sure why,\n",
+    "# as you'd think that the data being returned would already\n",
+    "# represent a different memory location. Even so, it blows up\n",
+    "# if you don't do this.\n",
+    "article_list = list(set(global_articles))\n",
+    "article_data = [copy(retrieve_data(url)) for url in article_list]\n",
+    "# If there's an issue downloading the article, drop it.\n",
+    "article_df = pd.DataFrame.from_dict(article_data).dropna()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Fetching the Returns data\n",
+    "\n",
+    "Now that we have the futures data, we're going to compare across 4 different indices - the S&P 500 index, Dow Jones Industrial, Russell 2000, and NASDAQ 100. Let's get the data off of Quandl to make things easier!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# article_df is sorted by date, so we get the first row.\n",
+    "start_date = article_df.sort_values(by='date').iloc[0]['date'] - relativedelta(days=1)\n",
+    "SPY = Quandl.get(\"GOOG/NYSE_SPY\", trim_start=start_date)\n",
+    "DJIA = Quandl.get(\"GOOG/AMS_DIA\", trim_start=start_date)\n",
+    "RUSS = Quandl.get(\"GOOG/AMEX_IWM\", trim_start=start_date)\n",
+    "NASDAQ = Quandl.get(\"GOOG/EPA_QQQ\", trim_start=start_date)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Running the Comparison\n",
+    "\n",
+    "There are two types of tests I want to determine: How accurate each futures category is at predicting the index's opening change over the close before, and predicting the index's daily return.\n",
+    "\n",
+    "Let's first calculate how good each future is at predicting the opening return over the previous day. I expect that the futures will be more than 50% accurate, since the information is recorded 3 hours before the markets open."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Articles Checked: \n",
+      "        DJIA  NASDAQ  RUSS  SPY\n",
+      "Crude    268     268   271  271\n",
+      "DOW      268     268   271  271\n",
+      "Gold     268     268   271  271\n",
+      "NASDAQ   268     268   271  271\n",
+      "S&P      268     268   271  271\n",
+      "\n",
+      "Prediction Accuracy:\n",
+      "            DJIA    NASDAQ      RUSS       SPY\n",
+      "Crude   0.544776  0.522388  0.601476  0.590406\n",
+      "DOW     0.611940  0.604478  0.804428  0.841328\n",
+      "Gold    0.462687  0.455224  0.464945  0.476015\n",
+      "NASDAQ  0.615672  0.608209  0.797048  0.830258\n",
+      "S&P     0.604478  0.597015  0.811808  0.848708\n"
+     ]
+    }
+   ],
+   "source": [
+    "def calculate_opening_ret(frame):\n",
+    "    # I'm not a huge fan of the appending for loop,\n",
+    "    # but it's a bit verbose for a comprehension\n",
+    "    data = {}\n",
+    "    for i in range(1, len(frame)):\n",
+    "        date = frame.iloc[i].name\n",
+    "        prior_close = frame.iloc[i-1]['Close']\n",
+    "        open_val = frame.iloc[i]['Open']\n",
+    "        data[date] = (open_val - prior_close) / prior_close\n",
+    "        \n",
+    "    return data\n",
+    "\n",
+    "SPY_open_ret = calculate_opening_ret(SPY)\n",
+    "DJIA_open_ret = calculate_opening_ret(DJIA)\n",
+    "RUSS_open_ret = calculate_opening_ret(RUSS)\n",
+    "NASDAQ_open_ret = calculate_opening_ret(NASDAQ)\n",
+    "\n",
+    "def signs_match(list_1, list_2):\n",
+    "    # This is a surprisingly difficult task - we have to match\n",
+    "    # up the dates in order to check if opening returns actually match\n",
+    "    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}\n",
+    "    \n",
+    "    matches = []\n",
+    "    for row in list_1.iterrows():\n",
+    "        row_dt = row[1][1]\n",
+    "        row_value = row[1][0]\n",
+    "        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)\n",
+    "        if index_dt in list_2:\n",
+    "            index_value = list_2[index_dt]\n",
+    "            if (row_value > 0 and index_value > 0) or \\\n",
+    "                (row_value < 0 and index_value < 0) or \\\n",
+    "                (row_value == 0 and index_value == 0):\n",
+    "                    matches += [1]\n",
+    "            else:\n",
+    "                matches += [0]\n",
+    "            #print(\"{}\".format(list_2[index_dt]))\n",
+    "    return matches\n",
+    "    \n",
+    "    \n",
+    "prediction_dict = {}\n",
+    "matches_dict = {}\n",
+    "count_dict = {}\n",
+    "index_dict = {\"SPY\": SPY_open_ret, \"DJIA\": DJIA_open_ret, \"RUSS\": RUSS_open_ret, \"NASDAQ\": NASDAQ_open_ret}\n",
+    "indices = [\"SPY\", \"DJIA\", \"RUSS\", \"NASDAQ\"]\n",
+    "futures = [\"Crude\", \"Gold\", \"DOW\", \"NASDAQ\", \"S&P\"]\n",
+    "for index in indices:\n",
+    "    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],\n",
+    "                                               index_dict[index]) for future in futures}\n",
+    "    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}\n",
+    "    prediction_dict[index] = {future: np.mean(matches_dict[index][future])\n",
+    "                              for future in futures}\n",
+    "print(\"Articles Checked: \")\n",
+    "print(pd.DataFrame.from_dict(count_dict))\n",
+    "print()\n",
+    "print(\"Prediction Accuracy:\")\n",
+    "print(pd.DataFrame.from_dict(prediction_dict))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This data is very interesting. Some insights:\n",
+    "\n",
+    "- Both DOW and NASDAQ futures are pretty bad at predicting their actual market openings\n",
+    "- NASDAQ and Dow are fairly unpredictable; Russell 2000 and S&P are very predictable\n",
+    "- Gold is a poor predictor in general - intuitively Gold should move inverse to the market, but it appears to be about as accurate as a coin flip.\n",
+    "\n",
+    "All said though it appears that futures data is important for determining market direction for both the S&P 500 and Russell 2000. Cramer is half-right: futures data isn't very helpful for the Dow and NASDAQ indices, but is great for the S&P and Russell indices.\n",
+    "\n",
+    "# The next step - Predicting the close\n",
+    "\n",
+    "Given the code we currently have, I'd like to predict the close of the market as well. We can re-use most of the code, so let's see what happens:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Articles Checked:\n",
+      "        DJIA  NASDAQ  RUSS  SPY\n",
+      "Crude    268     268   271  271\n",
+      "DOW      268     268   271  271\n",
+      "Gold     268     268   271  271\n",
+      "NASDAQ   268     268   271  271\n",
+      "S&P      268     268   271  271\n",
+      "\n",
+      "Prediction Accuracy:\n",
+      "            DJIA    NASDAQ      RUSS       SPY\n",
+      "Crude   0.533582  0.529851  0.501845  0.542435\n",
+      "DOW     0.589552  0.608209  0.535055  0.535055\n",
+      "Gold    0.455224  0.451493  0.483395  0.512915\n",
+      "NASDAQ  0.582090  0.626866  0.531365  0.538745\n",
+      "S&P     0.585821  0.608209  0.535055  0.535055\n"
+     ]
+    }
+   ],
+   "source": [
+    "def calculate_closing_ret(frame):\n",
+    "    # I'm not a huge fan of the appending for loop,\n",
+    "    # but it's a bit verbose for a comprehension\n",
+    "    data = {}\n",
+    "    for i in range(0, len(frame)):\n",
+    "        date = frame.iloc[i].name\n",
+    "        open_val = frame.iloc[i]['Open']\n",
+    "        close_val = frame.iloc[i]['Close']\n",
+    "        data[date] = (close_val - open_val) / open_val\n",
+    "        \n",
+    "    return data\n",
+    "\n",
+    "SPY_close_ret = calculate_closing_ret(SPY)\n",
+    "DJIA_close_ret = calculate_closing_ret(DJIA)\n",
+    "RUSS_close_ret = calculate_closing_ret(RUSS)\n",
+    "NASDAQ_close_ret = calculate_closing_ret(NASDAQ)\n",
+    "\n",
+    "def signs_match(list_1, list_2):\n",
+    "    # This is a surprisingly difficult task - we have to match\n",
+    "    # up the dates in order to check if opening returns actually match\n",
+    "    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}\n",
+    "    \n",
+    "    matches = []\n",
+    "    for row in list_1.iterrows():\n",
+    "        row_dt = row[1][1]\n",
+    "        row_value = row[1][0]\n",
+    "        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)\n",
+    "        if index_dt in list_2:\n",
+    "            index_value = list_2[index_dt]\n",
+    "            if (row_value > 0 and index_value > 0) or \\\n",
+    "                (row_value < 0 and index_value < 0) or \\\n",
+    "                (row_value == 0 and index_value == 0):\n",
+    "                    matches += [1]\n",
+    "            else:\n",
+    "                matches += [0]\n",
+    "            #print(\"{}\".format(list_2[index_dt]))\n",
+    "    return matches\n",
+    "    \n",
+    "    \n",
+    "matches_dict = {}\n",
+    "count_dict = {}\n",
+    "prediction_dict = {}\n",
+    "index_dict = {\"SPY\": SPY_close_ret, \"DJIA\": DJIA_close_ret,\n",
+    "              \"RUSS\": RUSS_close_ret, \"NASDAQ\": NASDAQ_close_ret}\n",
+    "indices = [\"SPY\", \"DJIA\", \"RUSS\", \"NASDAQ\"]\n",
+    "futures = [\"Crude\", \"Gold\", \"DOW\", \"NASDAQ\", \"S&P\"]\n",
+    "for index in indices:\n",
+    "    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],\n",
+    "                                               index_dict[index]) for future in futures}\n",
+    "    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}\n",
+    "    prediction_dict[index] = {future: np.mean(matches_dict[index][future])\n",
+    "                              for future in futures}\n",
+    "    \n",
+    "print(\"Articles Checked:\")\n",
+    "print(pd.DataFrame.from_dict(count_dict))\n",
+    "print()\n",
+    "print(\"Prediction Accuracy:\")\n",
+    "print(pd.DataFrame.from_dict(prediction_dict))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Well, it appears that the futures data is terrible at predicting market close. NASDAQ predicting NASDAQ is the most interesting data point, but 63% accuracy isn't accurate enough to make money consistently.\n",
+    "\n",
+    "# Final sentiments\n",
+    "\n",
+    "The data bears out very close to what I expected would happen:\n",
+    "\n",
+    "- Futures data is more accurate than a coin flip for predicting openings, which makes sense since it is recorded only 3 hours before the actual opening\n",
+    "- Futures data is about as acccurate as a coin flip for predicting closings, which means there is no money to be made in trying to predict the market direction for the day given the futures data.\n",
+    "\n",
+    "In summary:\n",
+    "\n",
+    "- Cramer is half right: Futures data is not good for predicting the market open of the Dow and NASDAQ indices. Contrary to Cramer though, it is very good for predicting the S&P and Russell indices - we can achieve an accuracy slightly over 80% for each. \n",
+    "- Making money in the market is hard. We can't just go to the futures and treat them as an oracle for where the market will close.\n",
+    "\n",
+    "I hope you've enjoyed this, I quite enjoyed taking a deep dive in the analytics this way. I'll be posting more soon!"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2015-12-26-testing-cramer/_notebook.md b/blog/2015-12-26-testing-cramer/_notebook.md
new file mode 100644
index 0000000..d8e0ffa
--- /dev/null
+++ b/blog/2015-12-26-testing-cramer/_notebook.md
@@ -0,0 +1,329 @@
+```python
+import requests
+import pandas as pd
+import numpy as np
+from dateutil import parser as dtparser
+from dateutil.relativedelta import relativedelta
+from datetime import datetime
+from html.parser import HTMLParser
+from copy import copy
+import Quandl
+```
+
+# Testing Cramer
+
+Pursuant to attending a graduate school studying Financial Engineering, I've been a fan of the [Mad Money][3] TV show featuring the bombastic Jim Cramer. One of the things that he's said is that you shouldn't use the futures to predict where the stock market is going to go. But he says it often enough, I've begun to wonder - who is he trying to convince?
+
+It makes sense that because futures on things like the S&P 500 are traded continuously, they would price in market information before the stock market opens. So is Cramer right to be convinced that strategies based on the futures are a poor idea? I wanted to test it out.
+
+The first question is where to get the future's data. I've been part of [Seeking Alpha][2] for a bit, and they publish the [Wall Street Breakfast][3] newsletter which contains daily future's returns as of 6:20 AM EST. I'd be interested in using that data to see if we can actually make some money.
+
+First though, let's get the data:
+
+# Downloading Futures data from Seeking Alpha
+
+We're going to define two HTML parsing classes - one to get the article URL's from a page, and one to get the actual data from each article.
+
+[1]: http://www.cnbc.com/mad-money/
+[2]: http://seekingalpha.com/
+[3]: http://seekingalpha.com/author/wall-street-breakfast?s=wall-street-breakfast
+
+
+```python
+class ArticleListParser(HTMLParser):
+    """Given a web page with articles on it, parse out the article links"""
+    
+    articles = []
+    
+    def handle_starttag(self, tag, attrs):
+        #if tag == 'div' and ("id", "author_articles_wrapper") in attrs:
+        #    self.fetch_links = True
+        if tag == 'a' and ('class', 'dashboard_article_link') in attrs:
+            href = list(filter(lambda x: x[0] == 'href', attrs))[0][1]
+            self.articles.append(href)
+            
+base_url = "http://seekingalpha.com/author/wall-street-breakfast/articles"
+article_page_urls = [base_url] + [base_url + '/{}'.format(i) for i in range(2, 20)]
+
+global_articles = []
+for page in article_page_urls:
+    # We need to switch the user agent, as SA blocks the standard requests agent
+    articles_html = requests.get(page,
+                                headers={"User-Agent": "Wget/1.13.4"})
+    parser = ArticleListParser()
+    parser.feed(articles_html.text)
+    global_articles += (parser.articles)
+```
+
+
+```python
+class ArticleReturnParser(HTMLParser):
+    "Given an article, parse out the futures returns in it"
+    
+    record_font_tags = False
+    in_font_tag = False
+    counter = 0
+    # data = {} # See __init__
+    
+    def __init__(self, *args, **kwargs):
+        super().__init__(*args, **kwargs)
+        self.data = {}
+    
+    def handle_starttag(self, tag, attrs):
+        if tag == 'span' and ('itemprop', 'datePublished') in attrs:
+            date_string = list(filter(lambda x: x[0] == 'content', attrs))[0][1]
+            date = dtparser.parse(date_string)
+            self.data['date'] = date
+            
+        self.in_font_tag = tag == 'font'
+        
+    def safe_float(self, string):
+        try:
+            return float(string[:-1]) / 100
+        except ValueError:
+            return np.NaN
+            
+    def handle_data(self, content):
+        if not self.record_font_tags and "Futures at 6" in content:
+            self.record_font_tags = True
+            
+        if self.record_font_tags and self.in_font_tag:
+            if self.counter == 0:
+                self.data['DOW'] = self.safe_float(content)
+            elif self.counter == 1:
+                self.data['S&P'] = self.safe_float(content)
+            elif self.counter == 2:
+                self.data['NASDAQ'] = self.safe_float(content)
+            elif self.counter == 3:
+                self.data['Crude'] = self.safe_float(content)
+            elif self.counter == 4:
+                self.data['Gold'] = self.safe_float(content)
+            
+            self.counter += 1
+            
+    def handle_endtag(self, tag):
+        self.in_font_tag = False
+
+def retrieve_data(url):
+    sa = "http://seekingalpha.com"
+    article_html = requests.get(sa + url,
+                               headers={"User-Agent": "Wget/1.13.4"})
+    parser = ArticleReturnParser()
+    parser.feed(article_html.text)
+    parser.data.update({"url": url})
+    parser.data.update({"text": article_html.text})
+    return parser.data
+
+# This copy **MUST** be in place. I'm not sure why,
+# as you'd think that the data being returned would already
+# represent a different memory location. Even so, it blows up
+# if you don't do this.
+article_list = list(set(global_articles))
+article_data = [copy(retrieve_data(url)) for url in article_list]
+# If there's an issue downloading the article, drop it.
+article_df = pd.DataFrame.from_dict(article_data).dropna()
+```
+
+# Fetching the Returns data
+
+Now that we have the futures data, we're going to compare across 4 different indices - the S&P 500 index, Dow Jones Industrial, Russell 2000, and NASDAQ 100. Let's get the data off of Quandl to make things easier!
+
+
+```python
+# article_df is sorted by date, so we get the first row.
+start_date = article_df.sort_values(by='date').iloc[0]['date'] - relativedelta(days=1)
+SPY = Quandl.get("GOOG/NYSE_SPY", trim_start=start_date)
+DJIA = Quandl.get("GOOG/AMS_DIA", trim_start=start_date)
+RUSS = Quandl.get("GOOG/AMEX_IWM", trim_start=start_date)
+NASDAQ = Quandl.get("GOOG/EPA_QQQ", trim_start=start_date)
+```
+
+# Running the Comparison
+
+There are two types of tests I want to determine: How accurate each futures category is at predicting the index's opening change over the close before, and predicting the index's daily return.
+
+Let's first calculate how good each future is at predicting the opening return over the previous day. I expect that the futures will be more than 50% accurate, since the information is recorded 3 hours before the markets open.
+
+
+```python
+def calculate_opening_ret(frame):
+    # I'm not a huge fan of the appending for loop,
+    # but it's a bit verbose for a comprehension
+    data = {}
+    for i in range(1, len(frame)):
+        date = frame.iloc[i].name
+        prior_close = frame.iloc[i-1]['Close']
+        open_val = frame.iloc[i]['Open']
+        data[date] = (open_val - prior_close) / prior_close
+        
+    return data
+
+SPY_open_ret = calculate_opening_ret(SPY)
+DJIA_open_ret = calculate_opening_ret(DJIA)
+RUSS_open_ret = calculate_opening_ret(RUSS)
+NASDAQ_open_ret = calculate_opening_ret(NASDAQ)
+
+def signs_match(list_1, list_2):
+    # This is a surprisingly difficult task - we have to match
+    # up the dates in order to check if opening returns actually match
+    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}
+    
+    matches = []
+    for row in list_1.iterrows():
+        row_dt = row[1][1]
+        row_value = row[1][0]
+        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)
+        if index_dt in list_2:
+            index_value = list_2[index_dt]
+            if (row_value > 0 and index_value > 0) or \
+                (row_value < 0 and index_value < 0) or \
+                (row_value == 0 and index_value == 0):
+                    matches += [1]
+            else:
+                matches += [0]
+            #print("{}".format(list_2[index_dt]))
+    return matches
+    
+    
+prediction_dict = {}
+matches_dict = {}
+count_dict = {}
+index_dict = {"SPY": SPY_open_ret, "DJIA": DJIA_open_ret, "RUSS": RUSS_open_ret, "NASDAQ": NASDAQ_open_ret}
+indices = ["SPY", "DJIA", "RUSS", "NASDAQ"]
+futures = ["Crude", "Gold", "DOW", "NASDAQ", "S&P"]
+for index in indices:
+    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],
+                                               index_dict[index]) for future in futures}
+    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}
+    prediction_dict[index] = {future: np.mean(matches_dict[index][future])
+                              for future in futures}
+print("Articles Checked: ")
+print(pd.DataFrame.from_dict(count_dict))
+print()
+print("Prediction Accuracy:")
+print(pd.DataFrame.from_dict(prediction_dict))
+```
+
+    Articles Checked: 
+            DJIA  NASDAQ  RUSS  SPY
+    Crude    268     268   271  271
+    DOW      268     268   271  271
+    Gold     268     268   271  271
+    NASDAQ   268     268   271  271
+    S&P      268     268   271  271
+    
+    Prediction Accuracy:
+                DJIA    NASDAQ      RUSS       SPY
+    Crude   0.544776  0.522388  0.601476  0.590406
+    DOW     0.611940  0.604478  0.804428  0.841328
+    Gold    0.462687  0.455224  0.464945  0.476015
+    NASDAQ  0.615672  0.608209  0.797048  0.830258
+    S&P     0.604478  0.597015  0.811808  0.848708
+
+
+This data is very interesting. Some insights:
+
+- Both DOW and NASDAQ futures are pretty bad at predicting their actual market openings
+- NASDAQ and Dow are fairly unpredictable; Russell 2000 and S&P are very predictable
+- Gold is a poor predictor in general - intuitively Gold should move inverse to the market, but it appears to be about as accurate as a coin flip.
+
+All said though it appears that futures data is important for determining market direction for both the S&P 500 and Russell 2000. Cramer is half-right: futures data isn't very helpful for the Dow and NASDAQ indices, but is great for the S&P and Russell indices.
+
+# The next step - Predicting the close
+
+Given the code we currently have, I'd like to predict the close of the market as well. We can re-use most of the code, so let's see what happens:
+
+
+```python
+def calculate_closing_ret(frame):
+    # I'm not a huge fan of the appending for loop,
+    # but it's a bit verbose for a comprehension
+    data = {}
+    for i in range(0, len(frame)):
+        date = frame.iloc[i].name
+        open_val = frame.iloc[i]['Open']
+        close_val = frame.iloc[i]['Close']
+        data[date] = (close_val - open_val) / open_val
+        
+    return data
+
+SPY_close_ret = calculate_closing_ret(SPY)
+DJIA_close_ret = calculate_closing_ret(DJIA)
+RUSS_close_ret = calculate_closing_ret(RUSS)
+NASDAQ_close_ret = calculate_closing_ret(NASDAQ)
+
+def signs_match(list_1, list_2):
+    # This is a surprisingly difficult task - we have to match
+    # up the dates in order to check if opening returns actually match
+    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}
+    
+    matches = []
+    for row in list_1.iterrows():
+        row_dt = row[1][1]
+        row_value = row[1][0]
+        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)
+        if index_dt in list_2:
+            index_value = list_2[index_dt]
+            if (row_value > 0 and index_value > 0) or \
+                (row_value < 0 and index_value < 0) or \
+                (row_value == 0 and index_value == 0):
+                    matches += [1]
+            else:
+                matches += [0]
+            #print("{}".format(list_2[index_dt]))
+    return matches
+    
+    
+matches_dict = {}
+count_dict = {}
+prediction_dict = {}
+index_dict = {"SPY": SPY_close_ret, "DJIA": DJIA_close_ret,
+              "RUSS": RUSS_close_ret, "NASDAQ": NASDAQ_close_ret}
+indices = ["SPY", "DJIA", "RUSS", "NASDAQ"]
+futures = ["Crude", "Gold", "DOW", "NASDAQ", "S&P"]
+for index in indices:
+    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],
+                                               index_dict[index]) for future in futures}
+    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}
+    prediction_dict[index] = {future: np.mean(matches_dict[index][future])
+                              for future in futures}
+    
+print("Articles Checked:")
+print(pd.DataFrame.from_dict(count_dict))
+print()
+print("Prediction Accuracy:")
+print(pd.DataFrame.from_dict(prediction_dict))
+```
+
+    Articles Checked:
+            DJIA  NASDAQ  RUSS  SPY
+    Crude    268     268   271  271
+    DOW      268     268   271  271
+    Gold     268     268   271  271
+    NASDAQ   268     268   271  271
+    S&P      268     268   271  271
+    
+    Prediction Accuracy:
+                DJIA    NASDAQ      RUSS       SPY
+    Crude   0.533582  0.529851  0.501845  0.542435
+    DOW     0.589552  0.608209  0.535055  0.535055
+    Gold    0.455224  0.451493  0.483395  0.512915
+    NASDAQ  0.582090  0.626866  0.531365  0.538745
+    S&P     0.585821  0.608209  0.535055  0.535055
+
+
+Well, it appears that the futures data is terrible at predicting market close. NASDAQ predicting NASDAQ is the most interesting data point, but 63% accuracy isn't accurate enough to make money consistently.
+
+# Final sentiments
+
+The data bears out very close to what I expected would happen:
+
+- Futures data is more accurate than a coin flip for predicting openings, which makes sense since it is recorded only 3 hours before the actual opening
+- Futures data is about as acccurate as a coin flip for predicting closings, which means there is no money to be made in trying to predict the market direction for the day given the futures data.
+
+In summary:
+
+- Cramer is half right: Futures data is not good for predicting the market open of the Dow and NASDAQ indices. Contrary to Cramer though, it is very good for predicting the S&P and Russell indices - we can achieve an accuracy slightly over 80% for each. 
+- Making money in the market is hard. We can't just go to the futures and treat them as an oracle for where the market will close.
+
+I hope you've enjoyed this, I quite enjoyed taking a deep dive in the analytics this way. I'll be posting more soon!
diff --git a/blog/2015-12-26-testing-cramer/index.mdx b/blog/2015-12-26-testing-cramer/index.mdx
new file mode 100644
index 0000000..ccd6461
--- /dev/null
+++ b/blog/2015-12-26-testing-cramer/index.mdx
@@ -0,0 +1,327 @@
+---
+slug: 2015/12/testing-cramer
+title: Testing Cramer
+date: 2015-12-26 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Pursuant to attending a graduate school studying Financial Engineering, I've been a fan of the [Mad Money][1] TV show featuring the bombastic Jim Cramer. One of the things that he's said is that you shouldn't use the futures to predict where the stock market is going to go. But he says it often enough, I've begun to wonder - who is he trying to convince?
+
+<!-- truncate -->
+
+It makes sense that because futures on things like the S&P 500 are traded continuously, they would price in market information before the stock market opens. So is Cramer right to be convinced that strategies based on the futures are a poor idea? I wanted to test it out.
+
+The first question is where to get the future's data. I've been part of [Seeking Alpha][2] for a bit, and they publish the [Wall Street Breakfast][3] newsletter which contains daily future's returns as of 6:20 AM EST. I'd be interested in using that data to see if we can actually make some money.
+
+First though, let's get the data:
+
+## Downloading Futures data from Seeking Alpha
+
+We're going to define two HTML parsing classes - one to get the article URL's from a page, and one to get the actual data from each article.
+
+[1]: http://www.cnbc.com/mad-money/
+[2]: http://seekingalpha.com/
+[3]: http://seekingalpha.com/author/wall-street-breakfast?s=wall-street-breakfast
+
+
+```python
+class ArticleListParser(HTMLParser):
+    """Given a web page with articles on it, parse out the article links"""
+    
+    articles = []
+    
+    def handle_starttag(self, tag, attrs):
+        #if tag == 'div' and ("id", "author_articles_wrapper") in attrs:
+        #    self.fetch_links = True
+        if tag == 'a' and ('class', 'dashboard_article_link') in attrs:
+            href = list(filter(lambda x: x[0] == 'href', attrs))[0][1]
+            self.articles.append(href)
+            
+base_url = "http://seekingalpha.com/author/wall-street-breakfast/articles"
+article_page_urls = [base_url] + [base_url + '/{}'.format(i) for i in range(2, 20)]
+
+global_articles = []
+for page in article_page_urls:
+    # We need to switch the user agent, as SA blocks the standard requests agent
+    articles_html = requests.get(page,
+                                headers={"User-Agent": "Wget/1.13.4"})
+    parser = ArticleListParser()
+    parser.feed(articles_html.text)
+    global_articles += (parser.articles)
+```
+
+
+```python
+class ArticleReturnParser(HTMLParser):
+    "Given an article, parse out the futures returns in it"
+    
+    record_font_tags = False
+    in_font_tag = False
+    counter = 0
+    # data = {} # See __init__
+    
+    def __init__(self, *args, **kwargs):
+        super().__init__(*args, **kwargs)
+        self.data = {}
+    
+    def handle_starttag(self, tag, attrs):
+        if tag == 'span' and ('itemprop', 'datePublished') in attrs:
+            date_string = list(filter(lambda x: x[0] == 'content', attrs))[0][1]
+            date = dtparser.parse(date_string)
+            self.data['date'] = date
+            
+        self.in_font_tag = tag == 'font'
+        
+    def safe_float(self, string):
+        try:
+            return float(string[:-1]) / 100
+        except ValueError:
+            return np.NaN
+            
+    def handle_data(self, content):
+        if not self.record_font_tags and "Futures at 6" in content:
+            self.record_font_tags = True
+            
+        if self.record_font_tags and self.in_font_tag:
+            if self.counter == 0:
+                self.data['DOW'] = self.safe_float(content)
+            elif self.counter == 1:
+                self.data['S&P'] = self.safe_float(content)
+            elif self.counter == 2:
+                self.data['NASDAQ'] = self.safe_float(content)
+            elif self.counter == 3:
+                self.data['Crude'] = self.safe_float(content)
+            elif self.counter == 4:
+                self.data['Gold'] = self.safe_float(content)
+            
+            self.counter += 1
+            
+    def handle_endtag(self, tag):
+        self.in_font_tag = False
+
+def retrieve_data(url):
+    sa = "http://seekingalpha.com"
+    article_html = requests.get(sa + url,
+                               headers={"User-Agent": "Wget/1.13.4"})
+    parser = ArticleReturnParser()
+    parser.feed(article_html.text)
+    parser.data.update({"url": url})
+    parser.data.update({"text": article_html.text})
+    return parser.data
+
+# This copy **MUST** be in place. I'm not sure why,
+# as you'd think that the data being returned would already
+# represent a different memory location. Even so, it blows up
+# if you don't do this.
+article_list = list(set(global_articles))
+article_data = [copy(retrieve_data(url)) for url in article_list]
+# If there's an issue downloading the article, drop it.
+article_df = pd.DataFrame.from_dict(article_data).dropna()
+```
+
+## Fetching the Returns data
+
+Now that we have the futures data, we're going to compare across 4 different indices - the S&P 500 index, Dow Jones Industrial, Russell 2000, and NASDAQ 100. Let's get the data off of Quandl to make things easier!
+
+
+```python
+# article_df is sorted by date, so we get the first row.
+start_date = article_df.sort_values(by='date').iloc[0]['date'] - relativedelta(days=1)
+SPY = Quandl.get("GOOG/NYSE_SPY", trim_start=start_date)
+DJIA = Quandl.get("GOOG/AMS_DIA", trim_start=start_date)
+RUSS = Quandl.get("GOOG/AMEX_IWM", trim_start=start_date)
+NASDAQ = Quandl.get("GOOG/EPA_QQQ", trim_start=start_date)
+```
+
+## Running the Comparison
+
+There are two types of tests I want to determine: How accurate each futures category is at predicting the index's opening change over the close before, and predicting the index's daily return.
+
+Let's first calculate how good each future is at predicting the opening return over the previous day. I expect that the futures will be more than 50% accurate, since the information is recorded 3 hours before the markets open.
+
+
+```python
+def calculate_opening_ret(frame):
+    # I'm not a huge fan of the appending for loop,
+    # but it's a bit verbose for a comprehension
+    data = {}
+    for i in range(1, len(frame)):
+        date = frame.iloc[i].name
+        prior_close = frame.iloc[i-1]['Close']
+        open_val = frame.iloc[i]['Open']
+        data[date] = (open_val - prior_close) / prior_close
+        
+    return data
+
+SPY_open_ret = calculate_opening_ret(SPY)
+DJIA_open_ret = calculate_opening_ret(DJIA)
+RUSS_open_ret = calculate_opening_ret(RUSS)
+NASDAQ_open_ret = calculate_opening_ret(NASDAQ)
+
+def signs_match(list_1, list_2):
+    # This is a surprisingly difficult task - we have to match
+    # up the dates in order to check if opening returns actually match
+    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}
+    
+    matches = []
+    for row in list_1.iterrows():
+        row_dt = row[1][1]
+        row_value = row[1][0]
+        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)
+        if index_dt in list_2:
+            index_value = list_2[index_dt]
+            if (row_value > 0 and index_value > 0) or \
+                (row_value < 0 and index_value < 0) or \
+                (row_value == 0 and index_value == 0):
+                    matches += [1]
+            else:
+                matches += [0]
+            #print("{}".format(list_2[index_dt]))
+    return matches
+    
+    
+prediction_dict = {}
+matches_dict = {}
+count_dict = {}
+index_dict = {"SPY": SPY_open_ret, "DJIA": DJIA_open_ret, "RUSS": RUSS_open_ret, "NASDAQ": NASDAQ_open_ret}
+indices = ["SPY", "DJIA", "RUSS", "NASDAQ"]
+futures = ["Crude", "Gold", "DOW", "NASDAQ", "S&P"]
+for index in indices:
+    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],
+                                               index_dict[index]) for future in futures}
+    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}
+    prediction_dict[index] = {future: np.mean(matches_dict[index][future])
+                              for future in futures}
+print("Articles Checked: ")
+print(pd.DataFrame.from_dict(count_dict))
+print()
+print("Prediction Accuracy:")
+print(pd.DataFrame.from_dict(prediction_dict))
+```
+
+```
+    Articles Checked: 
+            DJIA  NASDAQ  RUSS  SPY
+    Crude    268     268   271  271
+    DOW      268     268   271  271
+    Gold     268     268   271  271
+    NASDAQ   268     268   271  271
+    S&P      268     268   271  271
+    
+    Prediction Accuracy:
+                DJIA    NASDAQ      RUSS       SPY
+    Crude   0.544776  0.522388  0.601476  0.590406
+    DOW     0.611940  0.604478  0.804428  0.841328
+    Gold    0.462687  0.455224  0.464945  0.476015
+    NASDAQ  0.615672  0.608209  0.797048  0.830258
+    S&P     0.604478  0.597015  0.811808  0.848708
+```
+
+This data is very interesting. Some insights:
+
+- Both DOW and NASDAQ futures are pretty bad at predicting their actual market openings
+- NASDAQ and Dow are fairly unpredictable; Russell 2000 and S&P are very predictable
+- Gold is a poor predictor in general - intuitively Gold should move inverse to the market, but it appears to be about as accurate as a coin flip.
+
+All said though it appears that futures data is important for determining market direction for both the S&P 500 and Russell 2000. Cramer is half-right: futures data isn't very helpful for the Dow and NASDAQ indices, but is great for the S&P and Russell indices.
+
+## The next step - Predicting the close
+
+Given the code we currently have, I'd like to predict the close of the market as well. We can re-use most of the code, so let's see what happens:
+
+
+```python
+def calculate_closing_ret(frame):
+    # I'm not a huge fan of the appending for loop,
+    # but it's a bit verbose for a comprehension
+    data = {}
+    for i in range(0, len(frame)):
+        date = frame.iloc[i].name
+        open_val = frame.iloc[i]['Open']
+        close_val = frame.iloc[i]['Close']
+        data[date] = (close_val - open_val) / open_val
+        
+    return data
+
+SPY_close_ret = calculate_closing_ret(SPY)
+DJIA_close_ret = calculate_closing_ret(DJIA)
+RUSS_close_ret = calculate_closing_ret(RUSS)
+NASDAQ_close_ret = calculate_closing_ret(NASDAQ)
+
+def signs_match(list_1, list_2):
+    # This is a surprisingly difficult task - we have to match
+    # up the dates in order to check if opening returns actually match
+    index_dict_dt = {key.to_datetime(): list_2[key] for key in list_2.keys()}
+    
+    matches = []
+    for row in list_1.iterrows():
+        row_dt = row[1][1]
+        row_value = row[1][0]
+        index_dt = datetime(row_dt.year, row_dt.month, row_dt.day)
+        if index_dt in list_2:
+            index_value = list_2[index_dt]
+            if (row_value > 0 and index_value > 0) or \
+                (row_value < 0 and index_value < 0) or \
+                (row_value == 0 and index_value == 0):
+                    matches += [1]
+            else:
+                matches += [0]
+            #print("{}".format(list_2[index_dt]))
+    return matches
+    
+    
+matches_dict = {}
+count_dict = {}
+prediction_dict = {}
+index_dict = {"SPY": SPY_close_ret, "DJIA": DJIA_close_ret,
+              "RUSS": RUSS_close_ret, "NASDAQ": NASDAQ_close_ret}
+indices = ["SPY", "DJIA", "RUSS", "NASDAQ"]
+futures = ["Crude", "Gold", "DOW", "NASDAQ", "S&P"]
+for index in indices:
+    matches_dict[index] = {future: signs_match(article_df[[future, 'date']],
+                                               index_dict[index]) for future in futures}
+    count_dict[index] = {future: len(matches_dict[index][future]) for future in futures}
+    prediction_dict[index] = {future: np.mean(matches_dict[index][future])
+                              for future in futures}
+    
+print("Articles Checked:")
+print(pd.DataFrame.from_dict(count_dict))
+print()
+print("Prediction Accuracy:")
+print(pd.DataFrame.from_dict(prediction_dict))
+```
+
+```
+    Articles Checked:
+            DJIA  NASDAQ  RUSS  SPY
+    Crude    268     268   271  271
+    DOW      268     268   271  271
+    Gold     268     268   271  271
+    NASDAQ   268     268   271  271
+    S&P      268     268   271  271
+    
+    Prediction Accuracy:
+                DJIA    NASDAQ      RUSS       SPY
+    Crude   0.533582  0.529851  0.501845  0.542435
+    DOW     0.589552  0.608209  0.535055  0.535055
+    Gold    0.455224  0.451493  0.483395  0.512915
+    NASDAQ  0.582090  0.626866  0.531365  0.538745
+    S&P     0.585821  0.608209  0.535055  0.535055
+```
+
+Well, it appears that the futures data is terrible at predicting market close. NASDAQ predicting NASDAQ is the most interesting data point, but 63% accuracy isn't accurate enough to make money consistently.
+
+## Final sentiments
+
+The data bears out very close to what I expected would happen:
+
+- Futures data is more accurate than a coin flip for predicting openings, which makes sense since it is recorded only 3 hours before the actual opening
+- Futures data is about as acccurate as a coin flip for predicting closings, which means there is no money to be made in trying to predict the market direction for the day given the futures data.
+
+In summary:
+
+- Cramer is half right: Futures data is not good for predicting the market open of the Dow and NASDAQ indices. Contrary to Cramer though, it is very good for predicting the S&P and Russell indices - we can achieve an accuracy slightly over 80% for each. 
+- Making money in the market is hard. We can't just go to the futures and treat them as an oracle for where the market will close.
+
+I hope you've enjoyed this, I quite enjoyed taking a deep dive in the analytics this way. I'll be posting more soon!
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+Title: Complaining about the Weather
+Date: 2016-01-01
+Category: Blog
+Tags: weather
+Authors: Bradlee Speice
+Summary: Figuring out whether people should be complaining about the recent weather in NC.
+[//]: <> "Modified: "
+
+{% notebook 2016-1-1-complaining-about-weather.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
+
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@@ -0,0 +1,734 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
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Jt=x(ht.style,\"touchAction\"),Qt=Jt!==r,Kt=\"compute\",te=\"auto\",ee=\"manipulation\",ie=\"none\",ne=\"pan-x\",re=\"pan-y\";$.prototype={set:function(t){t==Kt&&(t=this.compute()),Qt&&(this.manager.element.style[Jt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return a(this.manager.recognizers,function(e){p(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))}),U(t.join(\" \"))},preventDefaults:function(t){if(!Qt){var e=t.srcEvent,i=t.offsetDirection;if(this.manager.session.prevented)return void e.preventDefault();var n=this.actions,r=_(n,ie),s=_(n,re),o=_(n,ne);return r||s&&i&Rt||o&&i&zt?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var se=1,oe=2,ae=4,le=8,ue=le,he=16,ce=32;G.prototype={defaults:{},set:function(t){return 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this.canEmit()?this.emit(t):void(this.state=ce)},canEmit:function(){for(var t=0;t<this.requireFail.length;){if(!(this.requireFail[t].state&(ce|se)))return!1;t++}return!0},recognize:function(t){var e=l({},t);return p(this.options.enable,[this,e])?(this.state&(ue|he|ce)&&(this.state=se),this.state=this.process(e),void(this.state&(oe|ae|le|he)&&this.tryEmit(e))):(this.reset(),void(this.state=ce))},process:function(t){},getTouchAction:function(){},reset:function(){}},h(Q,G,{defaults:{pointers:1},attrTest:function(t){var e=this.options.pointers;return 0===e||t.pointers.length===e},process:function(t){var e=this.state,i=t.eventType,n=e&(oe|ae),r=this.attrTest(t);return n&&(i&St||!r)?e|he:n||r?i&Tt?e|le:e&oe?e|ae:oe:ce}}),h(K,Q,{defaults:{event:\"pan\",threshold:10,pointers:1,direction:jt},getTouchAction:function(){var t=this.options.direction,e=[];return t&Rt&&e.push(re),t&zt&&e.push(ne),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(e.direction&Rt?(r=0===s?At:0>s?Pt:Et,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?At:0>o?It:Nt,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Q.prototype.attrTest.call(this,t)&&(this.state&oe||!(this.state&oe)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this._super.emit.call(this,t)}}),h(tt,Q,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&oe)},emit:function(t){if(this._super.emit.call(this,t),1!==t.scale){var e=t.scale<1?\"in\":\"out\";this.manager.emit(this.options.event+e,t)}}}),h(et,G,{defaults:{event:\"press\",pointers:1,time:500,threshold:5},getTouchAction:function(){return[te]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||t.eventType&(Tt|St)&&!r)this.reset();else if(t.eventType&Ct)this.reset(),this._timer=s(function(){this.state=ue,this.tryEmit()},e.time,this);else if(t.eventType&Tt)return ue;return ce},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===ue&&(t&&t.eventType&Tt?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=ft(),this.manager.emit(this.options.event,this._input)))}}),h(it,Q,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&oe)}}),h(nt,Q,{defaults:{event:\"swipe\",threshold:10,velocity:.65,direction:Rt|zt,pointers:1},getTouchAction:function(){return K.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(Rt|zt)?e=t.velocity:i&Rt?e=t.velocityX:i&zt&&(e=t.velocityY),this._super.attrTest.call(this,t)&&i&t.direction&&t.distance>this.options.threshold&&dt(e)>this.options.velocity&&t.eventType&Tt},emit:function(t){var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),h(rt,G,{defaults:{event:\"tap\",pointers:1,taps:1,interval:300,time:250,threshold:2,posThreshold:10},getTouchAction:function(){return[ee]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime<e.time;if(this.reset(),t.eventType&Ct&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=Tt)return this.failTimeout();var o=this.pTime?t.timeStamp-this.pTime<e.interval:!0,a=!this.pCenter||z(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ue,this.tryEmit()},e.interval,this),oe):ue}return ce},failTimeout:function(){return this._timer=s(function(){this.state=ce},this.options.interval,this),ce},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ue&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),st.VERSION=\"2.0.4\",st.defaults={domEvents:!1,touchAction:Kt,enable:!0,inputTarget:null,inputClass:null,preset:[[it,{enable:!1}],[tt,{enable:!1},[\"rotate\"]],[nt,{direction:Rt}],[K,{direction:Rt},[\"swipe\"]],[rt],[rt,{event:\"doubletap\",taps:2},[\"tap\"]],[et]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};var pe=1,de=2;ot.prototype={set:function(t){return l(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?de:pe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var i,n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&ue)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],e.stopped===de||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(oe|ae|le)&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof G)return t;for(var e=this.recognizers,i=0;i<e.length;i++)if(e[i].options.event==t)return e[i];return null},add:function(t){if(o(t,\"add\",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(o(t,\"remove\",this))return this;var e=this.recognizers;return t=this.get(t),e.splice(y(e,t),1),this.touchAction.update(),this},on:function(t,e){var i=this.handlers;return a(v(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this},off:function(t,e){var i=this.handlers;return a(v(t),function(t){e?i[t].splice(y(i[t],e),1):delete i[t]}),this},emit:function(t,e){this.options.domEvents&&lt(t,e);var i=this.handlers[t]&&this.handlers[t].slice();if(i&&i.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<i.length;)i[n](e),n++}},destroy:function(){this.element&&at(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},l(st,{INPUT_START:Ct,INPUT_MOVE:Dt,INPUT_END:Tt,INPUT_CANCEL:St,STATE_POSSIBLE:se,STATE_BEGAN:oe,STATE_CHANGED:ae,STATE_ENDED:le,STATE_RECOGNIZED:ue,STATE_CANCELLED:he,STATE_FAILED:ce,DIRECTION_NONE:At,DIRECTION_LEFT:Pt,DIRECTION_RIGHT:Et,DIRECTION_UP:It,DIRECTION_DOWN:Nt,DIRECTION_HORIZONTAL:Rt,DIRECTION_VERTICAL:zt,DIRECTION_ALL:jt,Manager:ot,Input:C,TouchAction:$,TouchInput:q,MouseInput:L,PointerEventInput:H,TouchMouseInput:V,SingleTouchInput:B,Recognizer:G,AttrRecognizer:Q,Tap:rt,Pan:K,Swipe:nt,Pinch:tt,Rotate:it,Press:et,on:f,off:g,each:a,merge:u,extend:l,inherit:h,bindFn:c,prefixed:x}),typeof define==ct&&define.amd?define(function(){return st}):\"undefined\"!=typeof e&&e.exports?e.exports=st:t[n]=st}(window,document,\"Hammer\")},{}],4:[function(t,e,i){!function(t){\"function\"==typeof define&&define.amd?define([\"jquery\"],t):\"object\"==typeof i?e.exports=t:t(jQuery)}(function(t){function e(e){var o=e||window.event,a=l.call(arguments,1),u=0,c=0,p=0,d=0,f=0,g=0;if(e=t.event.fix(o),e.type=\"mousewheel\",\"detail\"in o&&(p=-1*o.detail),\"wheelDelta\"in o&&(p=o.wheelDelta),\"wheelDeltaY\"in o&&(p=o.wheelDeltaY),\"wheelDeltaX\"in o&&(c=-1*o.wheelDeltaX),\"axis\"in o&&o.axis===o.HORIZONTAL_AXIS&&(c=-1*p,p=0),u=0===p?c:p,\"deltaY\"in o&&(p=-1*o.deltaY,u=p),\"deltaX\"in o&&(c=o.deltaX,0===p&&(u=-1*c)),0!==p||0!==c){if(1===o.deltaMode){var m=t.data(this,\"mousewheel-line-height\");u*=m,p*=m,c*=m}else if(2===o.deltaMode){var _=t.data(this,\"mousewheel-page-height\");u*=_,p*=_,c*=_}if(d=Math.max(Math.abs(p),Math.abs(c)),(!s||s>d)&&(s=d,n(o,d)&&(s/=40)),n(o,d)&&(u/=40,c/=40,p/=40),u=Math[u>=1?\"floor\":\"ceil\"](u/s),c=Math[c>=1?\"floor\":\"ceil\"](c/s),p=Math[p>=1?\"floor\":\"ceil\"](p/s),h.settings.normalizeOffset&&this.getBoundingClientRect){var v=this.getBoundingClientRect();f=e.clientX-v.left,g=e.clientY-v.top}return e.deltaX=c,e.deltaY=p,e.deltaFactor=s,e.offsetX=f,e.offsetY=g,e.deltaMode=0,a.unshift(e,u,c,p),r&&clearTimeout(r),r=setTimeout(i,200),(t.event.dispatch||t.event.handle).apply(this,a)}}function i(){s=null}function n(t,e){return h.settings.adjustOldDeltas&&\"mousewheel\"===t.type&&e%120===0}var r,s,o=[\"wheel\",\"mousewheel\",\"DOMMouseScroll\",\"MozMousePixelScroll\"],a=\"onwheel\"in document||document.documentMode>=9?[\"wheel\"]:[\"mousewheel\",\"DomMouseScroll\",\"MozMousePixelScroll\"],l=Array.prototype.slice;if(t.event.fixHooks)for(var u=o.length;u;)t.event.fixHooks[o[--u]]=t.event.mouseHooks;var h=t.event.special.mousewheel={version:\"3.1.12\",setup:function(){if(this.addEventListener)for(var i=a.length;i;)this.addEventListener(a[--i],e,!1);else this.onmousewheel=e;t.data(this,\"mousewheel-line-height\",h.getLineHeight(this)),t.data(this,\"mousewheel-page-height\",h.getPageHeight(this))},teardown:function(){if(this.removeEventListener)for(var i=a.length;i;)this.removeEventListener(a[--i],e,!1);else this.onmousewheel=null;t.removeData(this,\"mousewheel-line-height\"),t.removeData(this,\"mousewheel-page-height\")},getLineHeight:function(e){var i=t(e),n=i[\"offsetParent\"in t.fn?\"offsetParent\":\"parent\"]();return n.length||(n=t(\"body\")),parseInt(n.css(\"fontSize\"),10)||parseInt(i.css(\"fontSize\"),10)||16},getPageHeight:function(e){return t(e).height()},settings:{adjustOldDeltas:!0,normalizeOffset:!0}};t.fn.extend({mousewheel:function(t){return t?this.bind(\"mousewheel\",t):this.trigger(\"mousewheel\")},unmousewheel:function(t){return this.unbind(\"mousewheel\",t)}})})},{}],5:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./position\"),t(\"./menu\"),function(t,e){t.widget(\"ui.autocomplete\",{version:\"1.10.4\",defaultElement:\"<input>\",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:\"left top\",at:\"left bottom\",collision:\"none\"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s=\"textarea\"===r,o=\"input\"===r;this.isMultiLine=s?!0:o?!1:this.element.prop(\"isContentEditable\"),this.valueMethod=this.element[s||o?\"val\":\"text\"],this.isNewMenu=!0,this.element.addClass(\"ui-autocomplete-input\").attr(\"autocomplete\",\"off\"),this._on(this.element,{keydown:function(r){if(this.element.prop(\"readOnly\"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move(\"previousPage\",r);break;case s.PAGE_DOWN:e=!0,this._move(\"nextPage\",r);break;case s.UP:e=!0,this._keyEvent(\"previous\",r);break;case s.DOWN:e=!0,this._keyEvent(\"next\",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(\":visible\")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(\":visible\"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move(\"previousPage\",n);break;case r.PAGE_DOWN:this._move(\"nextPage\",n);break;case r.UP:this._keyEvent(\"previous\",n);break;case r.DOWN:this._keyEvent(\"next\",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t(\"<ul>\").addClass(\"ui-autocomplete ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var e=++this.requestIndex;return t.proxy(function(t){e===this.requestIndex&&this.__response(t),this.pending--,this.pending||this.element.removeClass(\"ui-autocomplete-loading\")},this)},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n)},{\"./core\":7,\"./menu\":12,\"./position\":14,\"./widget\":17,jquery:18}],6:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),function(t,e){var i,n=\"ui-button ui-widget ui-state-default ui-corner-all\",r=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",s=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},o=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.4\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,s),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,r=this.options,a=\"checkbox\"===this.type||\"radio\"===this.type,l=a?\"\":\"ui-state-active\";null===r.label&&(r.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(n).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){r.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){r.disabled||t(this).removeClass(l)}).bind(\"click\"+this.eventNamespace,function(t){r.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass(\"ui-state-focus\")},blur:function(){this.buttonElement.removeClass(\"ui-state-focus\")}}),a&&this.element.bind(\"change\"+this.eventNamespace,function(){e.refresh()}),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return r.disabled?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(r.disabled)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];o(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return r.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return r.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return r.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",r.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(n+\" ui-state-active \"+r).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?(this.element.prop(\"disabled\",!!e),void(e&&this.buttonElement.removeClass(\"ui-state-focus\"))):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?o(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(r),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,s=n.primary&&n.secondary,o=[];n.primary||n.secondary?(this.options.text&&o.push(\"ui-button-text-icon\"+(s?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(o.push(s?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):o.push(\"ui-button-text-only\"),e.addClass(o.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.4\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n)},{\"./core\":7,\"./widget\":17,jquery:18}],7:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.4\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0);\n",
+       "        }),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n)},{jquery:18}],8:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.4\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",\n",
+       "        R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,\"min\"),s=this._getMinMaxDate(t,\"max\"),o=null,a=null,l=this._get(t,\"yearRange\");return l&&(i=l.split(\":\"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\\-].*/)&&(o+=n),i[1].match(/[+\\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,\"shortYearCutoff\");return e=\"string\"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,\"dayNamesShort\"),dayNames:this._get(t,\"dayNames\"),monthNamesShort:this._get(t,\"monthNamesShort\"),monthNames:this._get(t,\"monthNames\")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?\"object\"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,\"dateFormat\"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t(\"#\"+t.datepicker._mainDivId).length&&t(\"body\").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return\"string\"!=typeof e||\"isDisabled\"!==e&&\"getDate\"!==e&&\"widget\"!==e?\"option\"===e&&2===arguments.length&&\"string\"==typeof arguments[1]?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){\"string\"==typeof e?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version=\"1.10.4\"}(n)},{\"./core\":7,jquery:18}],9:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],10:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./mouse\"),t(\"./draggable\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.4\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e,i=this.options,n=i.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(n)?n:function(t){return t.is(n)},this.proportions=function(){return arguments.length?void(e=arguments[0]):e?e:e={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},t.ui.ddmanager.droppables[i.scope]=t.ui.ddmanager.droppables[i.scope]||[],t.ui.ddmanager.droppables[i.scope].push(this),i.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=(t.positionAbs||t.position.absolute).top,l=o+t.helperProportions.width,u=a+t.helperProportions.height,h=e.offset.left,c=e.offset.top,p=h+e.proportions().width,d=c+e.proportions().height;switch(n){case\"fit\":return o>=h&&p>=l&&a>=c&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&l-t.helperProportions.width/2<p&&c<a+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,c,e.proportions().height)&&i(r,h,e.proportions().width);case\"touch\":return(a>=c&&d>=a||u>=c&&d>=u||c>a&&u>d)&&(o>=h&&p>=o||l>=h&&p>=l||h>o&&l>p);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions().height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions({width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight}))}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n)},{\"./core\":7,\"./draggable\":9,\"./mouse\":13,\"./widget\":17,jquery:18}],11:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.3\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0)}),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,\n",
+       "        outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n),function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler(\"remove\")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(\".\")[0];e=e.split(\".\")[1],r=u+\"-\"+e,n||(n=i,i=t.Widget),t.expr[\":\"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+\".\"+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a=\"string\"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&\"_\"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error(\"no such method '\"+o+\"' for \"+i+\" widget instance\"):t.error(\"cannot call methods on \"+i+\" prior to initialization; attempted to call method '\"+o+\"'\")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:\"widget\",widgetEventPrefix:\"\",defaultElement:\"<div>\",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace=\".\"+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger(\"create\",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr(\"aria-disabled\").removeClass(this.widgetFullName+\"-disabled ui-state-disabled\"),this.bindings.unbind(this.eventNamespace),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")},_destroy:t.noop,widget:function(){return this.element},option:function(i,n){var r,s,o,a=i;if(0===arguments.length)return t.widget.extend({},this.options);if(\"string\"==typeof i)if(a={},r=i.split(\".\"),i=r.shift(),r.length){for(s=a[i]=t.widget.extend({},this.options[i]),o=0;o<r.length-1;o++)s[r[o]]=s[r[o]]||{},s=s[r[o]];if(i=r.pop(),n===e)return s[i]===e?null:s[i];s[i]=n}else{if(n===e)return this.options[i]===e?null:this.options[i];a[i]=n}return this._setOptions(a),this},_setOptions:function(t){var e;for(e in t)this._setOption(e,t[e]);return this},_setOption:function(t,e){return this.options[t]=e,\"disabled\"===t&&(this.widget().toggleClass(this.widgetFullName+\"-disabled 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setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass(\"ui-state-hover\")},mouseleave:function(e){t(e.currentTarget).removeClass(\"ui-state-hover\")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass(\"ui-state-focus\")},focusout:function(e){t(e.currentTarget).removeClass(\"ui-state-focus\")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:\"fadeIn\",hide:\"fadeOut\"},function(e,i){t.Widget.prototype[\"_\"+e]=function(n,r,s){\"string\"==typeof r&&(r={effect:r});var o,a=r?r===!0||\"number\"==typeof 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0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.3\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e=this.options,i=e.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(i)?i:function(t){return t.is(i)},this.proportions={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight},t.ui.ddmanager.droppables[e.scope]=t.ui.ddmanager.droppables[e.scope]||[],t.ui.ddmanager.droppables[e.scope].push(this),e.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=o+t.helperProportions.width,l=(t.positionAbs||t.position.absolute).top,u=l+t.helperProportions.height,h=e.offset.left,c=h+e.proportions.width,p=e.offset.top,d=p+e.proportions.height;switch(n){case\"fit\":\n",
+       "        return o>=h&&c>=a&&l>=p&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&a-t.helperProportions.width/2<c&&p<l+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,p,e.proportions.height)&&i(r,h,e.proportions.width);case\"touch\":return(l>=p&&d>=l||u>=p&&d>=u||p>l&&u>d)&&(o>=h&&c>=o||a>=h&&c>=a||h>o&&a>c);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions.height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions={width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight})}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n),function(t,e){function i(t){return parseInt(t,10)||0}function n(t){return!isNaN(parseInt(t,10))}t.widget(\"ui.resizable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"resize\",options:{alsoResize:!1,animate:!1,animateDuration:\"slow\",animateEasing:\"swing\",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:\"e,s,se\",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_create:function(){var e,i,n,r,s,o=this,a=this.options;if(this.element.addClass(\"ui-resizable\"),t.extend(this,{_aspectRatio:!!a.aspectRatio,aspectRatio:a.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:a.helper||a.ghost||a.animate?a.helper||\"ui-resizable-helper\":null}),this.element[0].nodeName.match(/canvas|textarea|input|select|button|img/i)&&(this.element.wrap(t(\"<div class='ui-wrapper' style='overflow: hidden;'></div>\").css({position:this.element.css(\"position\"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css(\"top\"),left:this.element.css(\"left\")})),this.element=this.element.parent().data(\"ui-resizable\",this.element.data(\"ui-resizable\")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css(\"marginLeft\"),marginTop:this.originalElement.css(\"marginTop\"),marginRight:this.originalElement.css(\"marginRight\"),marginBottom:this.originalElement.css(\"marginBottom\")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css(\"resize\"),this.originalElement.css(\"resize\",\"none\"),this._proportionallyResizeElements.push(this.originalElement.css({position:\"static\",zoom:1,display:\"block\"})),this.originalElement.css({margin:this.originalElement.css(\"margin\")}),this._proportionallyResize()),this.handles=a.handles||(t(\".ui-resizable-handle\",this.element).length?{n:\".ui-resizable-n\",e:\".ui-resizable-e\",s:\".ui-resizable-s\",w:\".ui-resizable-w\",se:\".ui-resizable-se\",sw:\".ui-resizable-sw\",ne:\".ui-resizable-ne\",nw:\".ui-resizable-nw\"}:\"e,s,se\"),this.handles.constructor===String)for(\"all\"===this.handles&&(this.handles=\"n,e,s,w,se,sw,ne,nw\"),e=this.handles.split(\",\"),this.handles={},i=0;i<e.length;i++)n=t.trim(e[i]),s=\"ui-resizable-\"+n,r=t(\"<div class='ui-resizable-handle \"+s+\"'></div>\"),r.css({zIndex:a.zIndex}),\"se\"===n&&r.addClass(\"ui-icon ui-icon-gripsmall-diagonal-se\"),this.handles[n]=\".ui-resizable-\"+n,this.element.append(r);this._renderAxis=function(e){var i,n,r,s;e=e||this.element;for(i in this.handles)this.handles[i].constructor===String&&(this.handles[i]=t(this.handles[i],this.element).show()),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/textarea|input|select|button/i)&&(n=t(this.handles[i],this.element),s=/sw|ne|nw|se|n|s/.test(i)?n.outerHeight():n.outerWidth(),r=[\"padding\",/ne|nw|n/.test(i)?\"Top\":/se|sw|s/.test(i)?\"Bottom\":/^e$/.test(i)?\"Right\":\"Left\"].join(\"\"),e.css(r,s),this._proportionallyResize()),t(this.handles[i]).length},this._renderAxis(this.element),this._handles=t(\".ui-resizable-handle\",this.element).disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(r=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=r&&r[1]?r[1]:\"se\")}),a.autoHide&&(this._handles.hide(),t(this.element).addClass(\"ui-resizable-autohide\").mouseenter(function(){a.disabled||(t(this).removeClass(\"ui-resizable-autohide\"),o._handles.show())}).mouseleave(function(){a.disabled||o.resizing||(t(this).addClass(\"ui-resizable-autohide\"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeClass(\"ui-resizable ui-resizable-disabled ui-resizable-resizing\").removeData(\"resizable\").removeData(\"ui-resizable\").unbind(\".resizable\").find(\".ui-resizable-handle\").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css(\"position\"),width:e.outerWidth(),height:e.outerHeight(),top:e.css(\"top\"),left:e.css(\"left\")}).insertAfter(e),e.remove()),this.originalElement.css(\"resize\",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(e){var i,n,r=!1;for(i in this.handles)n=t(this.handles[i])[0],(n===e.target||t.contains(n,e.target))&&(r=!0);return!this.options.disabled&&r},_mouseStart:function(e){var n,r,s,o=this.options,a=this.element.position(),l=this.element;return this.resizing=!0,/absolute/.test(l.css(\"position\"))?l.css({position:\"absolute\",top:l.css(\"top\"),left:l.css(\"left\")}):l.is(\".ui-draggable\")&&l.css({position:\"absolute\",top:a.top,left:a.left}),this._renderProxy(),n=i(this.helper.css(\"left\")),r=i(this.helper.css(\"top\")),o.containment&&(n+=t(o.containment).scrollLeft()||0,r+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:n,top:r},this.size=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalSize=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalPosition={left:n,top:r},this.sizeDiff={width:l.outerWidth()-l.width(),height:l.outerHeight()-l.height()},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio=\"number\"==typeof o.aspectRatio?o.aspectRatio:this.originalSize.width/this.originalSize.height||1,s=t(\".ui-resizable-\"+this.axis).css(\"cursor\"),t(\"body\").css(\"cursor\",\"auto\"===s?this.axis+\"-resize\":s),l.addClass(\"ui-resizable-resizing\"),this._propagate(\"start\",e),!0},_mouseDrag:function(e){var i,n=this.helper,r={},s=this.originalMousePosition,o=this.axis,a=this.position.top,l=this.position.left,u=this.size.width,h=this.size.height,c=e.pageX-s.left||0,p=e.pageY-s.top||0,d=this._change[o];return d?(i=d.apply(this,[e,c,p]),this._updateVirtualBoundaries(e.shiftKey),(this._aspectRatio||e.shiftKey)&&(i=this._updateRatio(i,e)),i=this._respectSize(i,e),this._updateCache(i),this._propagate(\"resize\",e),this.position.top!==a&&(r.top=this.position.top+\"px\"),this.position.left!==l&&(r.left=this.position.left+\"px\"),this.size.width!==u&&(r.width=this.size.width+\"px\"),this.size.height!==h&&(r.height=this.size.height+\"px\"),n.css(r),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),t.isEmptyObject(r)||this._trigger(\"resize\",e,this.ui()),!1):!1},_mouseStop:function(e){this.resizing=!1;var i,n,r,s,o,a,l,u=this.options,h=this;return this._helper&&(i=this._proportionallyResizeElements,n=i.length&&/textarea/i.test(i[0].nodeName),r=n&&t.ui.hasScroll(i[0],\"left\")?0:h.sizeDiff.height,s=n?0:h.sizeDiff.width,o={width:h.helper.width()-s,height:h.helper.height()-r},a=parseInt(h.element.css(\"left\"),10)+(h.position.left-h.originalPosition.left)||null,l=parseInt(h.element.css(\"top\"),10)+(h.position.top-h.originalPosition.top)||null,u.animate||this.element.css(t.extend(o,{top:l,left:a})),h.helper.height(h.size.height),h.helper.width(h.size.width),this._helper&&!u.animate&&this._proportionallyResize()),t(\"body\").css(\"cursor\",\"auto\"),this.element.removeClass(\"ui-resizable-resizing\"),this._propagate(\"stop\",e),this._helper&&this.helper.remove(),!1},_updateVirtualBoundaries:function(t){var e,i,r,s,o,a=this.options;o={minWidth:n(a.minWidth)?a.minWidth:0,maxWidth:n(a.maxWidth)?a.maxWidth:1/0,minHeight:n(a.minHeight)?a.minHeight:0,maxHeight:n(a.maxHeight)?a.maxHeight:1/0},(this._aspectRatio||t)&&(e=o.minHeight*this.aspectRatio,r=o.minWidth/this.aspectRatio,i=o.maxHeight*this.aspectRatio,s=o.maxWidth/this.aspectRatio,e>o.minWidth&&(o.minWidth=e),r>o.minHeight&&(o.minHeight=r),i<o.maxWidth&&(o.maxWidth=i),s<o.maxHeight&&(o.maxHeight=s)),this._vBoundaries=o},_updateCache:function(t){this.offset=this.helper.offset(),n(t.left)&&(this.position.left=t.left),n(t.top)&&(this.position.top=t.top),n(t.height)&&(this.size.height=t.height),n(t.width)&&(this.size.width=t.width)},_updateRatio:function(t){var e=this.position,i=this.size,r=this.axis;return n(t.height)?t.width=t.height*this.aspectRatio:n(t.width)&&(t.height=t.width/this.aspectRatio),\"sw\"===r&&(t.left=e.left+(i.width-t.width),t.top=null),\"nw\"===r&&(t.top=e.top+(i.height-t.height),t.left=e.left+(i.width-t.width)),t},_respectSize:function(t){var e=this._vBoundaries,i=this.axis,r=n(t.width)&&e.maxWidth&&e.maxWidth<t.width,s=n(t.height)&&e.maxHeight&&e.maxHeight<t.height,o=n(t.width)&&e.minWidth&&e.minWidth>t.width,a=n(t.height)&&e.minHeight&&e.minHeight>t.height,l=this.originalPosition.left+this.originalSize.width,u=this.position.top+this.size.height,h=/sw|nw|w/.test(i),c=/nw|ne|n/.test(i);return o&&(t.width=e.minWidth),a&&(t.height=e.minHeight),r&&(t.width=e.maxWidth),s&&(t.height=e.maxHeight),o&&h&&(t.left=l-e.minWidth),r&&h&&(t.left=l-e.maxWidth),a&&c&&(t.top=u-e.minHeight),s&&c&&(t.top=u-e.maxHeight),t.width||t.height||t.left||!t.top?t.width||t.height||t.top||!t.left||(t.left=null):t.top=null,t},_proportionallyResize:function(){if(this._proportionallyResizeElements.length){var t,e,i,n,r,s=this.helper||this.element;for(t=0;t<this._proportionallyResizeElements.length;t++){if(r=this._proportionallyResizeElements[t],!this.borderDif)for(this.borderDif=[],i=[r.css(\"borderTopWidth\"),r.css(\"borderRightWidth\"),r.css(\"borderBottomWidth\"),r.css(\"borderLeftWidth\")],n=[r.css(\"paddingTop\"),r.css(\"paddingRight\"),r.css(\"paddingBottom\"),r.css(\"paddingLeft\")],e=0;e<i.length;e++)this.borderDif[e]=(parseInt(i[e],10)||0)+(parseInt(n[e],10)||0);r.css({height:s.height()-this.borderDif[0]-this.borderDif[2]||0,width:s.width()-this.borderDif[1]-this.borderDif[3]||0})}}},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t(\"<div style='overflow:hidden;'></div>\"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:\"absolute\",left:this.elementOffset.left+\"px\",top:this.elementOffset.top+\"px\",zIndex:++i.zIndex}),this.helper.appendTo(\"body\").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,n=this.originalPosition;return{left:n.left+e,width:i.width-e}},n:function(t,e,i){var n=this.originalSize,r=this.originalPosition;return{top:r.top+i,height:n.height-i}},s:function(t,e,i){return{height:this.originalSize.height+i}},se:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},sw:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[e,i,n]))},ne:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},nw:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[e,i,n]))}},_propagate:function(e,i){t.ui.plugin.call(this,e,[i,this.ui()]),\"resize\"!==e&&this._trigger(e,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),t.ui.plugin.add(\"resizable\",\"animate\",{stop:function(e){var i=t(this).data(\"ui-resizable\"),n=i.options,r=i._proportionallyResizeElements,s=r.length&&/textarea/i.test(r[0].nodeName),o=s&&t.ui.hasScroll(r[0],\"left\")?0:i.sizeDiff.height,a=s?0:i.sizeDiff.width,l={width:i.size.width-a,height:i.size.height-o},u=parseInt(i.element.css(\"left\"),10)+(i.position.left-i.originalPosition.left)||null,h=parseInt(i.element.css(\"top\"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,h&&u?{top:h,left:u}:{}),{duration:n.animateDuration,easing:n.animateEasing,step:function(){var n={width:parseInt(i.element.css(\"width\"),10),height:parseInt(i.element.css(\"height\"),10),top:parseInt(i.element.css(\"top\"),10),left:parseInt(i.element.css(\"left\"),10)};r&&r.length&&t(r[0]).css({width:n.width,height:n.height}),i._updateCache(n),i._propagate(\"resize\",e)}})}}),t.ui.plugin.add(\"resizable\",\"containment\",{start:function(){var e,n,r,s,o,a,l,u=t(this).data(\"ui-resizable\"),h=u.options,c=u.element,p=h.containment,d=p instanceof t?p.get(0):/parent/.test(p)?c.parent().get(0):p;d&&(u.containerElement=t(d),/document/.test(p)||p===document?(u.containerOffset={left:0,top:0},u.containerPosition={left:0,top:0},u.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),n=[],t([\"Top\",\"Right\",\"Left\",\"Bottom\"]).each(function(t,r){n[t]=i(e.css(\"padding\"+r))}),u.containerOffset=e.offset(),u.containerPosition=e.position(),u.containerSize={height:e.innerHeight()-n[3],width:e.innerWidth()-n[1]},r=u.containerOffset,s=u.containerSize.height,o=u.containerSize.width,a=t.ui.hasScroll(d,\"left\")?d.scrollWidth:o,l=t.ui.hasScroll(d)?d.scrollHeight:s,u.parentData={element:d,left:r.left,top:r.top,width:a,height:l}))},resize:function(e){var i,n,r,s,o=t(this).data(\"ui-resizable\"),a=o.options,l=o.containerOffset,u=o.position,h=o._aspectRatio||e.shiftKey,c={top:0,left:0},p=o.containerElement;p[0]!==document&&/static/.test(p.css(\"position\"))&&(c=l),u.left<(o._helper?l.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-l.left:o.position.left-c.left),h&&(o.size.height=o.size.width/o.aspectRatio),o.position.left=a.helper?l.left:0),u.top<(o._helper?l.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-l.top:o.position.top),h&&(o.size.width=o.size.height*o.aspectRatio),o.position.top=o._helper?l.top:0),o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top,i=Math.abs((o._helper?o.offset.left-c.left:o.offset.left-c.left)+o.sizeDiff.width),n=Math.abs((o._helper?o.offset.top-c.top:o.offset.top-l.top)+o.sizeDiff.height),r=o.containerElement.get(0)===o.element.parent().get(0),s=/relative|absolute/.test(o.containerElement.css(\"position\")),r&&s&&(i-=o.parentData.left),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,h&&(o.size.height=o.size.width/o.aspectRatio)),n+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-n,h&&(o.size.width=o.size.height*o.aspectRatio))},stop:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.containerOffset,r=e.containerPosition,s=e.containerElement,o=t(e.helper),a=o.offset(),l=o.outerWidth()-e.sizeDiff.width,u=o.outerHeight()-e.sizeDiff.height;e._helper&&!i.animate&&/relative/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u}),e._helper&&!i.animate&&/static/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u})}}),t.ui.plugin.add(\"resizable\",\"alsoResize\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=function(e){t(e).each(function(){var e=t(this);e.data(\"ui-resizable-alsoresize\",{width:parseInt(e.width(),10),height:parseInt(e.height(),10),left:parseInt(e.css(\"left\"),10),top:parseInt(e.css(\"top\"),10)})})};\"object\"!=typeof i.alsoResize||i.alsoResize.parentNode?n(i.alsoResize):i.alsoResize.length?(i.alsoResize=i.alsoResize[0],n(i.alsoResize)):t.each(i.alsoResize,function(t){n(t)})},resize:function(e,i){var n=t(this).data(\"ui-resizable\"),r=n.options,s=n.originalSize,o=n.originalPosition,a={height:n.size.height-s.height||0,width:n.size.width-s.width||0,top:n.position.top-o.top||0,left:n.position.left-o.left||0},l=function(e,n){t(e).each(function(){var e=t(this),r=t(this).data(\"ui-resizable-alsoresize\"),s={},o=n&&n.length?n:e.parents(i.originalElement[0]).length?[\"width\",\"height\"]:[\"width\",\"height\",\"top\",\"left\"];t.each(o,function(t,e){var i=(r[e]||0)+(a[e]||0);i&&i>=0&&(s[e]=i||null)}),e.css(s)})};\"object\"!=typeof r.alsoResize||r.alsoResize.nodeType?l(r.alsoResize):t.each(r.alsoResize,function(t,e){l(t,e)})},stop:function(){t(this).removeData(\"resizable-alsoresize\")}}),t.ui.plugin.add(\"resizable\",\"ghost\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size;e.ghost=e.originalElement.clone(),e.ghost.css({opacity:.25,display:\"block\",position:\"relative\",height:n.height,width:n.width,margin:0,left:0,top:0}).addClass(\"ui-resizable-ghost\").addClass(\"string\"==typeof i.ghost?i.ghost:\"\"),e.ghost.appendTo(e.helper)},resize:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.ghost.css({position:\"relative\",height:e.size.height,width:e.size.width})},stop:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.helper&&e.helper.get(0).removeChild(e.ghost.get(0))}}),t.ui.plugin.add(\"resizable\",\"grid\",{resize:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size,r=e.originalSize,s=e.originalPosition,o=e.axis,a=\"number\"==typeof i.grid?[i.grid,i.grid]:i.grid,l=a[0]||1,u=a[1]||1,h=Math.round((n.width-r.width)/l)*l,c=Math.round((n.height-r.height)/u)*u,p=r.width+h,d=r.height+c,f=i.maxWidth&&i.maxWidth<p,g=i.maxHeight&&i.maxHeight<d,m=i.minWidth&&i.minWidth>p,_=i.minHeight&&i.minHeight>d;i.grid=a,m&&(p+=l),_&&(d+=u),f&&(p-=l),g&&(d-=u),/^(se|s|e)$/.test(o)?(e.size.width=p,e.size.height=d):/^(ne)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.top=s.top-c):/^(sw)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.left=s.left-h):(e.size.width=p,e.size.height=d,e.position.top=s.top-c,e.position.left=s.left-h)}})}(n),function(t,e){t.widget(\"ui.selectable\",t.ui.mouse,{version:\"1.10.3\",options:{appendTo:\"body\",autoRefresh:!0,distance:0,filter:\"*\",tolerance:\"touch\",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var e,i=this;this.element.addClass(\"ui-selectable\"),this.dragged=!1,this.refresh=function(){e=t(i.options.filter,i.element[0]),e.addClass(\"ui-selectee\"),e.each(function(){var e=t(this),i=e.offset();t.data(this,\"selectable-item\",{element:this,$element:e,left:i.left,top:i.top,right:i.left+e.outerWidth(),bottom:i.top+e.outerHeight(),startselected:!1,selected:e.hasClass(\"ui-selected\"),selecting:e.hasClass(\"ui-selecting\"),unselecting:e.hasClass(\"ui-unselecting\")})})},this.refresh(),this.selectees=e.addClass(\"ui-selectee\"),this._mouseInit(),this.helper=t(\"<div class='ui-selectable-helper'></div>\")},_destroy:function(){this.selectees.removeClass(\"ui-selectee\").removeData(\"selectable-item\"),this.element.removeClass(\"ui-selectable ui-selectable-disabled\"),this._mouseDestroy()},_mouseStart:function(e){var i=this,n=this.options;this.opos=[e.pageX,e.pageY],this.options.disabled||(this.selectees=t(n.filter,this.element[0]),this._trigger(\"start\",e),t(n.appendTo).append(this.helper),this.helper.css({left:e.pageX,top:e.pageY,width:0,height:0}),n.autoRefresh&&this.refresh(),this.selectees.filter(\".ui-selected\").each(function(){var n=t.data(this,\"selectable-item\");n.startselected=!0,e.metaKey||e.ctrlKey||(n.$element.removeClass(\"ui-selected\"),n.selected=!1,n.$element.addClass(\"ui-unselecting\"),n.unselecting=!0,i._trigger(\"unselecting\",e,{unselecting:n.element}))}),t(e.target).parents().addBack().each(function(){var n,r=t.data(this,\"selectable-item\");return r?(n=!e.metaKey&&!e.ctrlKey||!r.$element.hasClass(\"ui-selected\"),r.$element.removeClass(n?\"ui-unselecting\":\"ui-selected\").addClass(n?\"ui-selecting\":\"ui-unselecting\"),r.unselecting=!n,r.selecting=n,r.selected=n,n?i._trigger(\"selecting\",e,{selecting:r.element}):i._trigger(\"unselecting\",e,{unselecting:r.element}),!1):void 0}))},_mouseDrag:function(e){if(this.dragged=!0,!this.options.disabled){var i,n=this,r=this.options,s=this.opos[0],o=this.opos[1],a=e.pageX,l=e.pageY;return s>a&&(i=a,a=s,s=i),o>l&&(i=l,l=o,o=i),this.helper.css({left:s,top:o,width:a-s,height:l-o}),this.selectees.each(function(){var i=t.data(this,\"selectable-item\"),u=!1;i&&i.element!==n.element[0]&&(\"touch\"===r.tolerance?u=!(i.left>a||i.right<s||i.top>l||i.bottom<o):\"fit\"===r.tolerance&&(u=i.left>s&&i.right<a&&i.top>o&&i.bottom<l),u?(i.selected&&(i.$element.removeClass(\"ui-selected\"),i.selected=!1),i.unselecting&&(i.$element.removeClass(\"ui-unselecting\"),i.unselecting=!1),i.selecting||(i.$element.addClass(\"ui-selecting\"),i.selecting=!0,n._trigger(\"selecting\",e,{selecting:i.element}))):(i.selecting&&((e.metaKey||e.ctrlKey)&&i.startselected?(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.$element.addClass(\"ui-selected\"),i.selected=!0):(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.startselected&&(i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0),n._trigger(\"unselecting\",e,{unselecting:i.element}))),i.selected&&(e.metaKey||e.ctrlKey||i.startselected||(i.$element.removeClass(\"ui-selected\"),i.selected=!1,i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0,n._trigger(\"unselecting\",e,{unselecting:i.element})))))}),!1}},_mouseStop:function(e){var i=this;return this.dragged=!1,t(\".ui-unselecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-unselecting\"),n.unselecting=!1,n.startselected=!1,i._trigger(\"unselected\",e,{unselected:n.element})}),t(\".ui-selecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-selecting\").addClass(\"ui-selected\"),n.selecting=!1,n.selected=!0,n.startselected=!0,i._trigger(\"selected\",e,{selected:n.element})}),this._trigger(\"stop\",e),this.helper.remove(),!1}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;\n",
+       "        return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){var i,n,r,s,o=[],a=[],l=this._connectWith();if(l&&e)for(i=l.length-1;i>=0;i--)for(r=t(l[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&a.push([t.isFunction(s.options.items)?s.options.items.call(s.element):t(s.options.items,s.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),s]);for(a.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),i=a.length-1;i>=0;i--)a[i][0].each(function(){o.push(this)});return t(o)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)))}}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){this.reverting=!1;var i,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(i in this._storedCSS)(\"auto\"===this._storedCSS[i]||\"static\"===this._storedCSS[i])&&(this._storedCSS[i]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&n.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||n.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(n.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),n.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),i=this.containers.length-1;i>=0;i--)e||n.push(function(t){return function(e){t._trigger(\"deactivate\",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over&&(n.push(function(t){return function(e){t._trigger(\"out\",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over=0);if(this.storedCursor&&(this.document.find(\"body\").css(\"cursor\",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css(\"opacity\",this._storedOpacity),this._storedZIndex&&this.helper.css(\"zIndex\",\"auto\"===this._storedZIndex?\"\":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger(\"beforeStop\",t,this._uiHash()),i=0;i<n.length;i++)n[i].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger(\"beforeStop\",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(i=0;i<n.length;i++)n[i].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n),function(t,e){var i=\"ui-effects-\";t.effects={effect:{}},function(t,e){function i(t,e,i){var n=c[e.type]||{};return null==t?i||!e.def?null:e.def:(t=n.floor?~~t:parseFloat(t),isNaN(t)?e.def:n.mod?(t+n.mod)%n.mod:0>t?0:n.max<t?n.max:t)}function n(e){var i=u(),n=i._rgba=[];return e=e.toLowerCase(),f(l,function(t,r){var s,o=r.re.exec(e),a=o&&r.parse(o),l=r.space||\"rgba\";return a?(s=i[l](a),i[h[l].cache]=s[h[l].cache],n=i._rgba=s._rgba,!1):void 0}),n.length?(\"0,0,0,0\"===n.join()&&t.extend(n,s.transparent),i):s[e]}function r(t,e,i){return i=(i+1)%1,1>6*i?t+(e-t)*i*6:1>2*i?e:2>3*i?t+(e-t)*(2/3-i)*6:t}var s,o=\"backgroundColor borderBottomColor borderLeftColor 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t.Color.fn.parse(e,i,n,r)},h={rgba:{props:{red:{idx:0,type:\"byte\"},green:{idx:1,type:\"byte\"},blue:{idx:2,type:\"byte\"}}},hsla:{props:{hue:{idx:0,type:\"degrees\"},saturation:{idx:1,type:\"percent\"},lightness:{idx:2,type:\"percent\"}}}},c={\"byte\":{floor:!0,max:255},percent:{max:1},degrees:{mod:360,floor:!0}},p=u.support={},d=t(\"<p>\")[0],f=t.each;d.style.cssText=\"background-color:rgba(1,1,1,.5)\",p.rgba=d.style.backgroundColor.indexOf(\"rgba\")>-1,f(h,function(t,e){e.cache=\"_\"+t,e.props.alpha={idx:3,type:\"percent\",def:1}}),u.fn=t.extend(u.prototype,{parse:function(r,o,a,l){if(r===e)return this._rgba=[null,null,null,null],this;(r.jquery||r.nodeType)&&(r=t(r).css(o),o=e);var c=this,p=t.type(r),d=this._rgba=[];return o!==e&&(r=[r,o,a,l],p=\"array\"),\"string\"===p?this.parse(n(r)||s._default):\"array\"===p?(f(h.rgba.props,function(t,e){d[e.idx]=i(r[e.idx],e)}),this):\"object\"===p?(r instanceof u?f(h,function(t,e){r[e.cache]&&(c[e.cache]=r[e.cache].slice())}):f(h,function(e,n){var s=n.cache;f(n.props,function(t,e){if(!c[s]&&n.to){if(\"alpha\"===t||null==r[t])return;c[s]=n.to(c._rgba)}c[s][e.idx]=i(r[t],e,!0)}),c[s]&&t.inArray(null,c[s].slice(0,3))<0&&(c[s][3]=1,n.from&&(c._rgba=n.from(c[s])))}),this):void 0},is:function(t){var e=u(t),i=!0,n=this;return f(h,function(t,r){var s,o=e[r.cache];return o&&(s=n[r.cache]||r.to&&r.to(n._rgba)||[],f(r.props,function(t,e){return null!=o[e.idx]?i=o[e.idx]===s[e.idx]:void 0})),i}),i},_space:function(){var t=[],e=this;return f(h,function(i,n){e[n.cache]&&t.push(i)}),t.pop()},transition:function(t,e){var n=u(t),r=n._space(),s=h[r],o=0===this.alpha()?u(\"transparent\"):this,a=o[s.cache]||s.to(o._rgba),l=a.slice();return n=n[s.cache],f(s.props,function(t,r){var s=r.idx,o=a[s],u=n[s],h=c[r.type]||{};null!==u&&(null===o?l[s]=u:(h.mod&&(u-o>h.mod/2?o+=h.mod:o-u>h.mod/2&&(o-=h.mod)),l[s]=i((u-o)*e+o,r)))}),this[r](l)},blend:function(e){if(1===this._rgba[3])return this;var i=this._rgba.slice(),n=i.pop(),r=u(e)._rgba;return u(t.map(i,function(t,e){return(1-n)*r[e]+n*t}))},toRgbaString:function(){var e=\"rgba(\",i=t.map(this._rgba,function(t,e){return null==t?e>2?1:0:t});return 1===i[3]&&(i.pop(),e=\"rgb(\"),e+i.join()+\")\"},toHslaString:function(){var e=\"hsla(\",i=t.map(this.hsla(),function(t,e){return null==t&&(t=e>2?1:0),e&&3>e&&(t=Math.round(100*t)+\"%\"),t});return 1===i[3]&&(i.pop(),e=\"hsl(\"),e+i.join()+\")\"},toHexString:function(e){var i=this._rgba.slice(),n=i.pop();return e&&i.push(~~(255*n)),\"#\"+t.map(i,function(t){return t=(t||0).toString(16),1===t.length?\"0\"+t:t}).join(\"\")},toString:function(){return 0===this._rgba[3]?\"transparent\":this.toRgbaString()}}),u.fn.parse.prototype=u.fn,h.hsla.to=function(t){if(null==t[0]||null==t[1]||null==t[2])return[null,null,null,t[3]];var e,i,n=t[0]/255,r=t[1]/255,s=t[2]/255,o=t[3],a=Math.max(n,r,s),l=Math.min(n,r,s),u=a-l,h=a+l,c=.5*h;return e=l===a?0:n===a?60*(r-s)/u+360:r===a?60*(s-n)/u+120:60*(n-r)/u+240,i=0===u?0:.5>=c?u/h:u/(2-h),[Math.round(e)%360,i,c,null==o?1:o]},h.hsla.from=function(t){if(null==t[0]||null==t[1]||null==t[2])return[null,null,null,t[3]];var e=t[0]/360,i=t[1],n=t[2],s=t[3],o=.5>=n?n*(1+i):n+i-n*i,a=2*n-o;return[Math.round(255*r(a,o,e+1/3)),Math.round(255*r(a,o,e)),Math.round(255*r(a,o,e-1/3)),s]},f(h,function(n,r){var s=r.props,o=r.cache,l=r.to,h=r.from;u.fn[n]=function(n){if(l&&!this[o]&&(this[o]=l(this._rgba)),n===e)return this[o].slice();var r,a=t.type(n),c=\"array\"===a||\"object\"===a?n:arguments,p=this[o].slice();return f(s,function(t,e){var n=c[\"object\"===a?t:e.idx];null==n&&(n=p[e.idx]),p[e.idx]=i(n,e)}),h?(r=u(h(p)),r[o]=p,r):u(p)},f(s,function(e,i){u.fn[e]||(u.fn[e]=function(r){var s,o=t.type(r),l=\"alpha\"===e?this._hsla?\"hsla\":\"rgba\":n,u=this[l](),h=u[i.idx];return\"undefined\"===o?h:(\"function\"===o&&(r=r.call(this,h),o=t.type(r)),null==r&&i.empty?this:(\"string\"===o&&(s=a.exec(r),s&&(r=h+parseFloat(s[2])*(\"+\"===s[1]?1:-1))),u[i.idx]=r,this[l](u)))})})}),u.hook=function(e){var i=e.split(\" \");f(i,function(e,i){t.cssHooks[i]={set:function(e,r){var 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f([\"Top\",\"Right\",\"Bottom\",\"Left\"],function(i,n){e[\"border\"+n+\"Color\"]=t}),e}},s=t.Color.names={aqua:\"#00ffff\",black:\"#000000\",blue:\"#0000ff\",fuchsia:\"#ff00ff\",gray:\"#808080\",green:\"#008000\",lime:\"#00ff00\",maroon:\"#800000\",navy:\"#000080\",olive:\"#808000\",purple:\"#800080\",red:\"#ff0000\",silver:\"#c0c0c0\",teal:\"#008080\",white:\"#ffffff\",yellow:\"#ffff00\",transparent:[null,null,null,0],_default:\"#ffffff\"}}(n),function(){function i(e){var i,n,r=e.ownerDocument.defaultView?e.ownerDocument.defaultView.getComputedStyle(e,null):e.currentStyle,s={};if(r&&r.length&&r[0]&&r[r[0]])for(n=r.length;n--;)i=r[n],\"string\"==typeof r[i]&&(s[t.camelCase(i)]=r[i]);else for(i in r)\"string\"==typeof r[i]&&(s[i]=r[i]);return s}function r(e,i){var n,r,s={};for(n in i)r=i[n],e[n]!==r&&(o[n]||(t.fx.step[n]||!isNaN(parseFloat(r)))&&(s[n]=r));return s}var 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n(e,i,n,r){return t.isPlainObject(e)&&(i=e,e=e.effect),e={effect:e},null==i&&(i={}),t.isFunction(i)&&(r=i,n=null,i={}),(\"number\"==typeof i||t.fx.speeds[i])&&(r=n,n=i,i={}),t.isFunction(n)&&(r=n,n=null),i&&t.extend(e,i),n=n||i.duration,e.duration=t.fx.off?0:\"number\"==typeof n?n:n in t.fx.speeds?t.fx.speeds[n]:t.fx.speeds._default,e.complete=r||i.complete,e}function r(e){return!e||\"number\"==typeof e||t.fx.speeds[e]?!0:\"string\"!=typeof e||t.effects.effect[e]?t.isFunction(e)?!0:\"object\"!=typeof e||e.effect?!1:!0:!0}t.extend(t.effects,{version:\"1.10.3\",save:function(t,e){for(var n=0;n<e.length;n++)null!==e[n]&&t.data(i+e[n],t[0].style[e[n]])},restore:function(t,n){var r,s;for(s=0;s<n.length;s++)null!==n[s]&&(r=t.data(i+n[s]),r===e&&(r=\"\"),t.css(n[s],r))},setMode:function(t,e){return\"toggle\"===e&&(e=t.is(\":hidden\")?\"show\":\"hide\"),e},getBaseline:function(t,e){var 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e.wrap(n),(e[0]===s||t.contains(e[0],s))&&t(s).focus(),n=e.parent(),\"static\"===e.css(\"position\")?(n.css({position:\"relative\"}),e.css({position:\"relative\"})):(t.extend(i,{position:e.css(\"position\"),zIndex:e.css(\"z-index\")}),t.each([\"top\",\"left\",\"bottom\",\"right\"],function(t,n){i[n]=e.css(n),isNaN(parseInt(i[n],10))&&(i[n]=\"auto\")}),e.css({position:\"relative\",top:0,left:0,right:\"auto\",bottom:\"auto\"})),e.css(r),n.css(i).show()},removeWrapper:function(e){var i=document.activeElement;return e.parent().is(\".ui-effects-wrapper\")&&(e.parent().replaceWith(e),(e[0]===i||t.contains(e[0],i))&&t(i).focus()),e},setTransition:function(e,i,n,r){return r=r||{},t.each(i,function(t,i){var s=e.cssUnit(i);s[0]>0&&(r[i]=s[0]*n+s[1])}),r}}),t.fn.extend({effect:function(){function e(e){function n(){t.isFunction(s)&&s.call(r[0]),t.isFunction(e)&&e()}var r=t(this),s=i.complete,a=i.mode;(r.is(\":hidden\")?\"hide\"===a:\"show\"===a)?(r[a](),n()):o.call(r[0],i,n)}var 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e={};t.each([\"Quad\",\"Cubic\",\"Quart\",\"Quint\",\"Expo\"],function(t,i){e[i]=function(e){return Math.pow(e,t+2)}}),t.extend(e,{Sine:function(t){return 1-Math.cos(t*Math.PI/2)},Circ:function(t){return 1-Math.sqrt(1-t*t)},Elastic:function(t){return 0===t||1===t?t:-Math.pow(2,8*(t-1))*Math.sin((80*(t-1)-7.5)*Math.PI/15)},Back:function(t){return t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;t<((e=Math.pow(2,--i))-1)/11;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing[\"easeIn\"+e]=i,t.easing[\"easeOut\"+e]=function(t){return 1-i(1-t)},t.easing[\"easeInOut\"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}()}(n),function(t,e){var i=0,n={},r={};n.height=n.paddingTop=n.paddingBottom=n.borderTopWidth=n.borderBottomWidth=\"hide\",r.height=r.paddingTop=r.paddingBottom=r.borderTopWidth=r.borderBottomWidth=\"show\",t.widget(\"ui.accordion\",{version:\"1.10.3\",options:{active:0,animate:{},collapsible:!1,event:\"click\",header:\"> li > 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i=this.options,n=this.active,r=t(e.currentTarget),s=r[0]===n[0],o=s&&i.collapsible,a=o?t():r.next(),l=n.next(),u={oldHeader:n,oldPanel:l,newHeader:o?t():r,newPanel:a};e.preventDefault(),s&&!i.collapsible||this._trigger(\"beforeActivate\",e,u)===!1||(i.active=o?!1:this.headers.index(r),this.active=s?t():r,this._toggle(u),n.removeClass(\"ui-accordion-header-active ui-state-active\"),i.icons&&n.children(\".ui-accordion-header-icon\").removeClass(i.icons.activeHeader).addClass(i.icons.header),s||(r.removeClass(\"ui-corner-all\").addClass(\"ui-accordion-header-active ui-state-active ui-corner-top\"),i.icons&&r.children(\".ui-accordion-header-icon\").removeClass(i.icons.header).addClass(i.icons.activeHeader),r.next().addClass(\"ui-accordion-content-active\")))},_toggle:function(e){var i=e.newPanel,n=this.prevShow.length?this.prevShow:e.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=n,this.options.animate?this._animate(i,n,e):(n.hide(),i.show(),this._toggleComplete(e)),n.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),n.prev().attr(\"aria-selected\",\"false\"),i.length&&n.length?n.prev().attr(\"tabIndex\",-1):i.length&&this.headers.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),i.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}).prev().attr({\"aria-selected\":\"true\",tabIndex:0})},_animate:function(t,e,i){var s,o,a,l=this,u=0,h=t.length&&(!e.length||t.index()<e.index()),c=this.options.animate||{},p=h&&c.down||c,d=function(){l._toggleComplete(i)};return\"number\"==typeof p&&(a=p),\"string\"==typeof 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ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var t=this,e=++i;return function(n){e===i&&t.__response(n),t.pending--,t.pending||t.element.removeClass(\"ui-autocomplete-loading\")}},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n),function(t,e){var i,n,r,s,o=\"ui-button ui-widget ui-state-default ui-corner-all\",a=\"ui-state-hover ui-state-active \",l=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",u=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},h=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.3\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,u),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,a=this.options,l=\"checkbox\"===this.type||\"radio\"===this.type,c=l?\"\":\"ui-state-active\",p=\"ui-state-focus\";null===a.label&&(a.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(o).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){a.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){a.disabled||t(this).removeClass(c)}).bind(\"click\"+this.eventNamespace,function(t){a.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this.element.bind(\"focus\"+this.eventNamespace,function(){e.buttonElement.addClass(p)}).bind(\"blur\"+this.eventNamespace,function(){e.buttonElement.removeClass(p)}),l&&(this.element.bind(\"change\"+this.eventNamespace,function(){s||e.refresh()}),this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(t){a.disabled||(s=!1,n=t.pageX,r=t.pageY)}).bind(\"mouseup\"+this.eventNamespace,function(t){a.disabled||(n!==t.pageX||r!==t.pageY)&&(s=!0)})),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return a.disabled||s?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(a.disabled||s)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];h(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return a.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return a.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return a.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",a.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(o+\" \"+a+\" \"+l).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?void(e?this.element.prop(\"disabled\",!0):this.element.prop(\"disabled\",!1)):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?h(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(l),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,r=n.primary&&n.secondary,s=[];n.primary||n.secondary?(this.options.text&&s.push(\"ui-button-text-icon\"+(r?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(s.push(r?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):s.push(\"ui-button-text-only\"),e.addClass(s.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.3\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.3\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,\n",
+       "        t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,\"min\"),s=this._getMinMaxDate(t,\"max\"),o=null,a=null,l=this._get(t,\"yearRange\");return l&&(i=l.split(\":\"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\\-].*/)&&(o+=n),i[1].match(/[+\\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,\"shortYearCutoff\");return e=\"string\"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,\"dayNamesShort\"),dayNames:this._get(t,\"dayNames\"),monthNamesShort:this._get(t,\"monthNamesShort\"),monthNames:this._get(t,\"monthNames\")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?\"object\"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,\"dateFormat\"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t(\"#\"+t.datepicker._mainDivId).length&&t(\"body\").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return\"string\"!=typeof e||\"isDisabled\"!==e&&\"getDate\"!==e&&\"widget\"!==e?\"option\"===e&&2===arguments.length&&\"string\"==typeof arguments[1]?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){\"string\"==typeof e?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version=\"1.10.3\"}(n),function(t,e){var i={buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},n={maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0};t.widget(\"ui.dialog\",{version:\"1.10.3\",options:{appendTo:\"body\",autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:\"close\",dialogClass:\"\",draggable:!0,hide:null,height:\"auto\",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:\"center\",at:\"center\",of:window,collision:\"fit\",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css(\"top\",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr(\"title\"),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr(\"title\").addClass(\"ui-dialog-content ui-widget-content\").appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||\"body\").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._destroyOverlay(),this.element.removeUniqueId().removeClass(\"ui-dialog-content ui-widget-content\").css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&&this.element.attr(\"title\",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger(\"beforeClose\",e)!==!1&&(this._isOpen=!1,this._destroyOverlay(),this.opener.filter(\":focusable\").focus().length||t(this.document[0].activeElement).blur(),this._hide(this.uiDialog,this.options.hide,function(){i._trigger(\"close\",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,e){var i=!!this.uiDialog.nextAll(\":visible\").insertBefore(this.uiDialog).length;return i&&!e&&this._trigger(\"focus\",t),i},open:function(){var e=this;return this._isOpen?void(this._moveToTop()&&this._focusTabbable()):(this._isOpen=!0,this.opener=t(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger(\"focus\")}),void this._trigger(\"open\"))},_focusTabbable:function(){var t=this.element.find(\"[autofocus]\");t.length||(t=this.element.find(\":tabbable\")),t.length||(t=this.uiDialogButtonPane.find(\":tabbable\")),t.length||(t=this.uiDialogTitlebarClose.filter(\":tabbable\")),t.length||(t=this.uiDialog),t.eq(0).focus()},_keepFocus:function(e){function i(){var e=this.document[0].activeElement,i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t(\"<div>\").addClass(\"ui-dialog ui-widget ui-widget-content ui-corner-all ui-front \"+this.options.dialogClass).hide().attr({tabIndex:-1,role:\"dialog\"}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),void this.close(e);if(e.keyCode===t.ui.keyCode.TAB){var i=this.uiDialog.find(\":tabbable\"),n=i.filter(\":first\"),r=i.filter(\":last\");e.target!==r[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==n[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(r.focus(1),e.preventDefault()):(n.focus(1),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find(\"[aria-describedby]\").length||this.uiDialog.attr({\"aria-describedby\":this.element.uniqueId().attr(\"id\")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t(\"<div>\").addClass(\"ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix\").prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(\".ui-dialog-titlebar-close\")||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=t(\"<button></button>\").button({label:this.options.closeText,icons:{primary:\"ui-icon-closethick\"},text:!1}).addClass(\"ui-dialog-titlebar-close\").appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t(\"<span>\").uniqueId().addClass(\"ui-dialog-title\").prependTo(this.uiDialogTitlebar),this._title(e),this.uiDialog.attr({\"aria-labelledby\":e.attr(\"id\")})},_title:function(t){this.options.title||t.html(\"&#160;\"),t.text(this.options.title)},_createButtonPane:function(){this.uiDialogButtonPane=t(\"<div>\").addClass(\"ui-dialog-buttonpane ui-widget-content 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i=this.active||this.element.children(\".ui-menu-item\").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:\"_keydown\"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(\".ui-menu\").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(\"aria-activedescendant\").find(\".ui-menu\").addBack().removeClass(\"ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-disabled\").removeUniqueId().show(),this.element.find(\".ui-menu-item\").removeClass(\"ui-menu-item\").removeAttr(\"role\").removeAttr(\"aria-disabled\").children(\"a\").removeUniqueId().removeClass(\"ui-corner-all 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i,n;this.blur(t,t&&\"focus\"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children(\"a\").addClass(\"ui-state-focus\"),this.options.role&&this.element.attr(\"aria-activedescendant\",n.attr(\"id\")),this.active.parent().closest(\".ui-menu-item\").children(\"a:first\").addClass(\"ui-state-active\"),t&&\"keydown\"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(\".ui-menu\"),i.length&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger(\"focus\",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],\"borderTopWidth\"))||0,n=parseFloat(t.css(this.activeMenu[0],\"paddingTop\"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children(\"a\").removeClass(\"ui-state-focus\"),this.active=null,this._trigger(\"blur\",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),\"true\"===t.attr(\"aria-hidden\")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(\".ui-menu\").not(e.parents(\".ui-menu\")).hide().attr(\"aria-hidden\",\"true\"),e.show().removeAttr(\"aria-hidden\").attr(\"aria-expanded\",\"true\").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(\".ui-menu\"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(\".ui-menu\").hide().attr(\"aria-hidden\",\"true\").attr(\"aria-expanded\",\"false\").end().find(\"a.ui-state-active\").removeClass(\"ui-state-active\")},collapse:function(t){var e=this.active&&this.active.parent().closest(\".ui-menu-item\",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(\".ui-menu 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i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n),function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div style='display:block;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>\"),o=r.children()[0];return t(\"body\").append(r),i=o.offsetWidth,r.css(\"overflow\",\"scroll\"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow?\"\":e.element.css(\"overflow-x\"),n=e.isWindow?\"\":e.element.css(\"overflow-y\"),r=\"scroll\"===i||\"auto\"===i&&e.width<e.element[0].scrollWidth,s=\"scroll\"===n||\"auto\"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]);return{element:i,isWindow:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" 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r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n),function(t,e){t.widget(\"ui.progressbar\",{version:\"1.10.3\",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").attr({role:\"progressbar\",\"aria-valuemin\":this.min}),this.valueDiv=t(\"<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>\").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.valueDiv.remove()},value:function(t){return t===e?this.options.value:(this.options.value=this._constrainedValue(t),void this._refreshValue())},_constrainedValue:function(t){return t===e&&(t=this.options.value),this.indeterminate=t===!1,\"number\"!=typeof t&&(t=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,t))},_setOptions:function(t){var e=t.value;delete t.value,this._super(t),this.options.value=this._constrainedValue(e),this._refreshValue()},_setOption:function(t,e){\"max\"===t&&(e=Math.max(this.min,e)),this._super(t,e)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var e=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||e>this.min).toggleClass(\"ui-corner-right\",e===this.options.max).width(i.toFixed(0)+\"%\"),this.element.toggleClass(\"ui-progressbar-indeterminate\",this.indeterminate),this.indeterminate?(this.element.removeAttr(\"aria-valuenow\"),this.overlayDiv||(this.overlayDiv=t(\"<div class='ui-progressbar-overlay'></div>\").appendTo(this.valueDiv))):(this.element.attr({\"aria-valuemax\":this.options.max,\"aria-valuenow\":e}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==e&&(this.oldValue=e,this._trigger(\"change\")),e===this.options.max&&this._trigger(\"complete\")}})}(n),function(t,e){var i=5;t.widget(\"ui.slider\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"slide\",options:{animate:!1,distance:0,max:100,min:0,orientation:\"horizontal\",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this.element.addClass(\"ui-slider ui-slider-\"+this.orientation+\" ui-widget ui-widget-content ui-corner-all\"),this._refresh(),this._setOption(\"disabled\",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var e,i,n=this.options,r=this.element.find(\".ui-slider-handle\").addClass(\"ui-state-default ui-corner-all\"),s=\"<a class='ui-slider-handle ui-state-default ui-corner-all' href='#'></a>\",o=[];for(i=n.values&&n.values.length||1,\n",
+       "        r.length>i&&(r.slice(i).remove(),r=r.slice(0,i)),e=r.length;i>e;e++)o.push(s);this.handles=r.add(t(o.join(\"\")).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(e){t(this).data(\"ui-slider-handle-index\",e)})},_createRange:function(){var e=this.options,i=\"\";e.range?(e.range===!0&&(e.values?e.values.length&&2!==e.values.length?e.values=[e.values[0],e.values[0]]:t.isArray(e.values)&&(e.values=e.values.slice(0)):e.values=[this._valueMin(),this._valueMin()]),this.range&&this.range.length?this.range.removeClass(\"ui-slider-range-min ui-slider-range-max\").css({left:\"\",bottom:\"\"}):(this.range=t(\"<div></div>\").appendTo(this.element),i=\"ui-slider-range ui-widget-header ui-corner-all\"),this.range.addClass(i+(\"min\"===e.range||\"max\"===e.range?\" ui-slider-range-\"+e.range:\"\"))):this.range=t([])},_setupEvents:function(){var t=this.handles.add(this.range).filter(\"a\");this._off(t),this._on(t,this._handleEvents),this._hoverable(t),this._focusable(t)},_destroy:function(){this.handles.remove(),this.range.remove(),this.element.removeClass(\"ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all\"),this._mouseDestroy()},_mouseCapture:function(e){var i,n,r,s,o,a,l,u,h=this,c=this.options;return c.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:e.pageX,y:e.pageY},n=this._normValueFromMouse(i),r=this._valueMax()-this._valueMin()+1,this.handles.each(function(e){var i=Math.abs(n-h.values(e));(r>i||r===i&&(e===h._lastChangedValue||h.values(e)===c.min))&&(r=i,s=t(this),o=e)}),a=this._start(e,o),a===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,s.addClass(\"ui-state-active\").focus(),l=s.offset(),u=!t(e.target).parents().addBack().is(\".ui-slider-handle\"),this._clickOffset=u?{left:0,top:0}:{left:e.pageX-l.left-s.width()/2,top:e.pageY-l.top-s.height()/2-(parseInt(s.css(\"borderTopWidth\"),10)||0)-(parseInt(s.css(\"borderBottomWidth\"),10)||0)+(parseInt(s.css(\"marginTop\"),10)||0)},this.handles.hasClass(\"ui-state-hover\")||this._slide(e,o,n),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(t){var e={x:t.pageX,y:t.pageY},i=this._normValueFromMouse(e);return this._slide(t,this._handleIndex,i),!1},_mouseStop:function(t){return this.handles.removeClass(\"ui-state-active\"),this._mouseSliding=!1,this._stop(t,this._handleIndex),this._change(t,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation=\"vertical\"===this.options.orientation?\"vertical\":\"horizontal\"},_normValueFromMouse:function(t){var e,i,n,r,s;return\"horizontal\"===this.orientation?(e=this.elementSize.width,i=t.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(e=this.elementSize.height,i=t.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),n=i/e,n>1&&(n=1),0>n&&(n=0),\"vertical\"===this.orientation&&(n=1-n),r=this._valueMax()-this._valueMin(),s=this._valueMin()+n*r,this._trimAlignValue(s)},_start:function(t,e){var i={handle:this.handles[e],value:this.value()};return this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"start\",t,i)},_slide:function(t,e,i){var n,r,s;this.options.values&&this.options.values.length?(n=this.values(e?0:1),2===this.options.values.length&&this.options.range===!0&&(0===e&&i>n||1===e&&n>i)&&(i=n),i!==this.values(e)&&(r=this.values(),r[e]=i,s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i,values:r}),n=this.values(e?0:1),s!==!1&&this.values(e,i,!0))):i!==this.value()&&(s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i}),s!==!1&&this.value(i))},_stop:function(t,e){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"stop\",t,i)},_change:function(t,e){if(!this._keySliding&&!this._mouseSliding){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._lastChangedValue=e,this._trigger(\"change\",t,i)}},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),void this._change(null,0)):this._value()},values:function(e,i){var n,r,s;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),void this._change(null,e);if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this.options.values&&this.options.values.length?this._values(e):this.value();for(n=this.options.values,r=arguments[0],s=0;s<n.length;s+=1)n[s]=this._trimAlignValue(r[s]),this._change(null,s);this._refreshValue()},_setOption:function(e,i){var n,r=0;switch(\"range\"===e&&this.options.range===!0&&(\"min\"===i?(this.options.value=this._values(0),this.options.values=null):\"max\"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(r=this.options.values.length),t.Widget.prototype._setOption.apply(this,arguments),e){case\"orientation\":this._detectOrientation(),this.element.removeClass(\"ui-slider-horizontal ui-slider-vertical\").addClass(\"ui-slider-\"+this.orientation),this._refreshValue();break;case\"value\":this._animateOff=!0,this._refreshValue(),this._change(null,0),this._animateOff=!1;break;case\"values\":for(this._animateOff=!0,this._refreshValue(),n=0;r>n;n+=1)this._change(null,n);this._animateOff=!1;break;case\"min\":case\"max\":this._animateOff=!0,this._refreshValue(),this._animateOff=!1;break;case\"range\":this._animateOff=!0,this._refresh(),this._animateOff=!1}},_value:function(){var t=this.options.value;return t=this._trimAlignValue(t)},_values:function(t){var e,i,n;if(arguments.length)return e=this.options.values[t],e=this._trimAlignValue(e);if(this.options.values&&this.options.values.length){for(i=this.options.values.slice(),n=0;n<i.length;n+=1)i[n]=this._trimAlignValue(i[n]);return i}return[]},_trimAlignValue:function(t){if(t<=this._valueMin())return this._valueMin();if(t>=this._valueMax())return this._valueMax();var e=this.options.step>0?this.options.step:1,i=(t-this._valueMin())%e,n=t-i;return 2*Math.abs(i)>=e&&(n+=i>0?e:-e),parseFloat(n.toFixed(5))},_valueMin:function(){return this.options.min},_valueMax:function(){return this.options.max},_refreshValue:function(){var e,i,n,r,s,o=this.options.range,a=this.options,l=this,u=this._animateOff?!1:a.animate,h={};this.options.values&&this.options.values.length?this.handles.each(function(n){i=(l.values(n)-l._valueMin())/(l._valueMax()-l._valueMin())*100,h[\"horizontal\"===l.orientation?\"left\":\"bottom\"]=i+\"%\",t(this).stop(1,1)[u?\"animate\":\"css\"](h,a.animate),l.options.range===!0&&(\"horizontal\"===l.orientation?(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({left:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({width:i-e+\"%\"},{queue:!1,duration:a.animate})):(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({bottom:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({height:i-e+\"%\"},{queue:!1,duration:a.animate}))),e=i}):(n=this.value(),r=this._valueMin(),s=this._valueMax(),i=s!==r?(n-r)/(s-r)*100:0,h[\"horizontal\"===this.orientation?\"left\":\"bottom\"]=i+\"%\",this.handle.stop(1,1)[u?\"animate\":\"css\"](h,a.animate),\"min\"===o&&\"horizontal\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({width:i+\"%\"},a.animate),\"max\"===o&&\"horizontal\"===this.orientation&&this.range[u?\"animate\":\"css\"]({width:100-i+\"%\"},{queue:!1,duration:a.animate}),\"min\"===o&&\"vertical\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({height:i+\"%\"},a.animate),\"max\"===o&&\"vertical\"===this.orientation&&this.range[u?\"animate\":\"css\"]({height:100-i+\"%\"},{queue:!1,duration:a.animate}))},_handleEvents:{keydown:function(e){var n,r,s,o,a=t(e.target).data(\"ui-slider-handle-index\");switch(e.keyCode){case t.ui.keyCode.HOME:case t.ui.keyCode.END:case t.ui.keyCode.PAGE_UP:case t.ui.keyCode.PAGE_DOWN:case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(e.preventDefault(),!this._keySliding&&(this._keySliding=!0,t(e.target).addClass(\"ui-state-active\"),n=this._start(e,a),n===!1))return}switch(o=this.options.step,r=s=this.options.values&&this.options.values.length?this.values(a):this.value(),e.keyCode){case t.ui.keyCode.HOME:s=this._valueMin();break;case t.ui.keyCode.END:s=this._valueMax();break;case t.ui.keyCode.PAGE_UP:s=this._trimAlignValue(r+(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.PAGE_DOWN:s=this._trimAlignValue(r-(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:if(r===this._valueMax())return;s=this._trimAlignValue(r+o);break;case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(r===this._valueMin())return;s=this._trimAlignValue(r-o)}this._slide(e,a,s)},click:function(t){t.preventDefault()},keyup:function(e){var i=t(e.target).data(\"ui-slider-handle-index\");this._keySliding&&(this._keySliding=!1,this._stop(e,i),this._change(e,i),t(e.target).removeClass(\"ui-state-active\"))}}})}(n),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.3\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e)},\"mouseup .ui-spinner-button\":\"_stop\",\"mouseenter .ui-spinner-button\":function(e){return t(e.currentTarget).hasClass(\"ui-state-active\")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e):void 0},\"mouseleave .ui-spinner-button\":\"_stop\"},_draw:function(){var t=this.uiSpinner=this.element.addClass(\"ui-spinner-input\").attr(\"autocomplete\",\"off\").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(\"role\",\"spinbutton\"),this.buttons=t.find(\".ui-spinner-button\").attr(\"tabIndex\",-1).button().removeClass(\"ui-corner-all\"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger(\"stop\",t))},_setOption:function(t,e){if(\"culture\"===t||\"numberFormat\"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}(\"max\"===t||\"min\"===t||\"step\"===t)&&\"string\"==typeof e&&(e=this._parse(e)),\"icons\"===t&&(this.buttons.first().find(\".ui-icon\").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(\".ui-icon\").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),\"disabled\"===t&&(e?(this.element.prop(\"disabled\",!0),this.buttons.button(\"disable\")):(this.element.prop(\"disabled\",!1),this.buttons.button(\"enable\")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return\"string\"==typeof t&&\"\"!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),\"\"===t||isNaN(t)?null:t},_format:function(t){return\"\"===t?\"\":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({\"aria-valuemin\":this.options.min,\"aria-valuemax\":this.options.max,\"aria-valuenow\":this._parse(this.element.val())})},_value:function(t,e){var i;\"\"!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass(\"ui-spinner-input\").prop(\"disabled\",!1).removeAttr(\"autocomplete\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n),function(t,e){function i(){return++r}function n(t){return t.hash.length>1&&decodeURIComponent(t.href.replace(s,\"\"))===decodeURIComponent(location.href.replace(s,\"\"))}var r=0,s=/#.*$/;t.widget(\"ui.tabs\",{version:\"1.10.3\",delay:300,options:{active:null,collapsible:!1,event:\"click\",heightStyle:\"content\",hide:null,show:null,activate:null,beforeActivate:null,beforeLoad:null,load:null},_create:function(){var e=this,i=this.options;this.running=!1,this.element.addClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-tabs-collapsible\",i.collapsible).delegate(\".ui-tabs-nav > li\",\"mousedown\"+this.eventNamespace,function(e){t(this).is(\".ui-state-disabled\")&&e.preventDefault()}).delegate(\".ui-tabs-anchor\",\"focus\"+this.eventNamespace,function(){t(this).closest(\"li\").is(\".ui-state-disabled\")&&this.blur()}),this._processTabs(),i.active=this._initialActive(),t.isArray(i.disabled)&&(i.disabled=t.unique(i.disabled.concat(t.map(this.tabs.filter(\".ui-state-disabled\"),function(t){return e.tabs.index(t)}))).sort()),this.options.active!==!1&&this.anchors.length?this.active=this._findActive(i.active):this.active=t(),this._refresh(),this.active.length&&this.load(i.active)},_initialActive:function(){var e=this.options.active,i=this.options.collapsible,n=location.hash.substring(1);return null===e&&(n&&this.tabs.each(function(i,r){return t(r).attr(\"aria-controls\")===n?(e=i,!1):void 0}),null===e&&(e=this.tabs.index(this.tabs.filter(\".ui-tabs-active\"))),(null===e||-1===e)&&(e=this.tabs.length?0:!1)),e!==!1&&(e=this.tabs.index(this.tabs.eq(e)),-1===e&&(e=i?!1:0)),!i&&e===!1&&this.anchors.length&&(e=0),e},_getCreateEventData:function(){return{tab:this.active,panel:this.active.length?this._getPanelForTab(this.active):t()}},_tabKeydown:function(e){var i=t(this.document[0].activeElement).closest(\"li\"),n=this.tabs.index(i),r=!0;if(!this._handlePageNav(e)){switch(e.keyCode){case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:n++;break;case t.ui.keyCode.UP:case t.ui.keyCode.LEFT:r=!1,n--;break;case t.ui.keyCode.END:n=this.anchors.length-1;break;case t.ui.keyCode.HOME:n=0;break;case t.ui.keyCode.SPACE:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n);case t.ui.keyCode.ENTER:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n===this.options.active?!1:n);default:return}e.preventDefault(),clearTimeout(this.activating),n=this._focusNextTab(n,r),e.ctrlKey||(i.attr(\"aria-selected\",\"false\"),this.tabs.eq(n).attr(\"aria-selected\",\"true\"),this.activating=this._delay(function(){this.option(\"active\",n)},this.delay))}},_panelKeydown:function(e){this._handlePageNav(e)||e.ctrlKey&&e.keyCode===t.ui.keyCode.UP&&(e.preventDefault(),this.active.focus())},_handlePageNav:function(e){return e.altKey&&e.keyCode===t.ui.keyCode.PAGE_UP?(this._activate(this._focusNextTab(this.options.active-1,!1)),!0):e.altKey&&e.keyCode===t.ui.keyCode.PAGE_DOWN?(this._activate(this._focusNextTab(this.options.active+1,!0)),!0):void 0},_findNextTab:function(e,i){function n(){return e>r&&(e=0),0>e&&(e=r),e}for(var r=this.tabs.length-1;-1!==t.inArray(n(),this.options.disabled);)e=i?e+1:e-1;return e},_focusNextTab:function(t,e){return t=this._findNextTab(t,e),this.tabs.eq(t).focus(),t},_setOption:function(t,e){return\"active\"===t?void this._activate(e):\"disabled\"===t?void this._setupDisabled(e):(this._super(t,e),\"collapsible\"===t&&(this.element.toggleClass(\"ui-tabs-collapsible\",e),e||this.options.active!==!1||this._activate(0)),\"event\"===t&&this._setupEvents(e),void(\"heightStyle\"===t&&this._setupHeightStyle(e)))},_tabId:function(t){return t.attr(\"aria-controls\")||\"ui-tabs-\"+i()},_sanitizeSelector:function(t){return t?t.replace(/[!\"$%&'()*+,.\\/:;<=>?@\\[\\]\\^`{|}~]/g,\"\\\\$&\"):\"\"},refresh:function(){var e=this.options,i=this.tablist.children(\":has(a[href])\");e.disabled=t.map(i.filter(\".ui-state-disabled\"),function(t){return i.index(t)}),this._processTabs(),e.active!==!1&&this.anchors.length?this.active.length&&!t.contains(this.tablist[0],this.active[0])?this.tabs.length===e.disabled.length?(e.active=!1,this.active=t()):this._activate(this._findNextTab(Math.max(0,e.active-1),!1)):e.active=this.tabs.index(this.active):(e.active=!1,this.active=t()),this._refresh()},_refresh:function(){this._setupDisabled(this.options.disabled),this._setupEvents(this.options.event),this._setupHeightStyle(this.options.heightStyle),this.tabs.not(this.active).attr({\"aria-selected\":\"false\",tabIndex:-1}),this.panels.not(this._getPanelForTab(this.active)).hide().attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),this.active.length?(this.active.addClass(\"ui-tabs-active ui-state-active\").attr({\"aria-selected\":\"true\",tabIndex:0}),this._getPanelForTab(this.active).show().attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"})):this.tabs.eq(0).attr(\"tabIndex\",0)},_processTabs:function(){var e=this;this.tablist=this._getList().addClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").attr(\"role\",\"tablist\"),this.tabs=this.tablist.find(\"> li:has(a[href])\").addClass(\"ui-state-default ui-corner-top\").attr({role:\"tab\",tabIndex:-1}),this.anchors=this.tabs.map(function(){return t(\"a\",this)[0]}).addClass(\"ui-tabs-anchor\").attr({role:\"presentation\",tabIndex:-1}),this.panels=t(),this.anchors.each(function(i,r){var s,o,a,l=t(r).uniqueId().attr(\"id\"),u=t(r).closest(\"li\"),h=u.attr(\"aria-controls\");n(r)?(s=r.hash,o=e.element.find(e._sanitizeSelector(s))):(a=e._tabId(u),s=\"#\"+a,o=e.element.find(s),o.length||(o=e._createPanel(a),o.insertAfter(e.panels[i-1]||e.tablist)),o.attr(\"aria-live\",\"polite\")),o.length&&(e.panels=e.panels.add(o)),h&&u.data(\"ui-tabs-aria-controls\",h),u.attr({\"aria-controls\":s.substring(1),\"aria-labelledby\":l}),o.attr(\"aria-labelledby\",l)}),this.panels.addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").attr(\"role\",\"tabpanel\")},_getList:function(){return this.element.find(\"ol,ul\").eq(0)},_createPanel:function(e){return t(\"<div>\").attr(\"id\",e).addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").data(\"ui-tabs-destroy\",!0)},_setupDisabled:function(e){t.isArray(e)&&(e.length?e.length===this.anchors.length&&(e=!0):e=!1);for(var i,n=0;i=this.tabs[n];n++)e===!0||-1!==t.inArray(n,e)?t(i).addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"):t(i).removeClass(\"ui-state-disabled\").removeAttr(\"aria-disabled\");this.options.disabled=e},_setupEvents:function(e){var i={click:function(t){t.preventDefault()}};e&&t.each(e.split(\" \"),function(t,e){i[e]=\"_eventHandler\"}),this._off(this.anchors.add(this.tabs).add(this.panels)),this._on(this.anchors,i),this._on(this.tabs,{keydown:\"_tabKeydown\"}),this._on(this.panels,{keydown:\"_panelKeydown\"}),this._focusable(this.tabs),this._hoverable(this.tabs)},_setupHeightStyle:function(e){var i,n=this.element.parent();\"fill\"===e?(i=n.height(),i-=this.element.outerHeight()-this.element.height(),this.element.siblings(\":visible\").each(function(){var e=t(this),n=e.css(\"position\");\"absolute\"!==n&&\"fixed\"!==n&&(i-=e.outerHeight(!0))}),this.element.children().not(this.panels).each(function(){i-=t(this).outerHeight(!0)}),this.panels.each(function(){t(this).height(Math.max(0,i-t(this).innerHeight()+t(this).height()))}).css(\"overflow\",\"auto\")):\"auto\"===e&&(i=0,this.panels.each(function(){i=Math.max(i,t(this).height(\"\").height())}).height(i))},_eventHandler:function(e){var i=this.options,n=this.active,r=t(e.currentTarget),s=r.closest(\"li\"),o=s[0]===n[0],a=o&&i.collapsible,l=a?t():this._getPanelForTab(s),u=n.length?this._getPanelForTab(n):t(),h={oldTab:n,oldPanel:u,newTab:a?t():s,newPanel:l};e.preventDefault(),s.hasClass(\"ui-state-disabled\")||s.hasClass(\"ui-tabs-loading\")||this.running||o&&!i.collapsible||this._trigger(\"beforeActivate\",e,h)===!1||(i.active=a?!1:this.tabs.index(s),this.active=o?t():s,this.xhr&&this.xhr.abort(),u.length||l.length||t.error(\"jQuery UI Tabs: Mismatching fragment identifier.\"),l.length&&this.load(this.tabs.index(s),e),this._toggle(e,h))},_toggle:function(e,i){function n(){s.running=!1,s._trigger(\"activate\",e,i)}function r(){i.newTab.closest(\"li\").addClass(\"ui-tabs-active ui-state-active\"),o.length&&s.options.show?s._show(o,s.options.show,n):(o.show(),n())}var s=this,o=i.newPanel,a=i.oldPanel;this.running=!0,a.length&&this.options.hide?this._hide(a,this.options.hide,function(){i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),r()}):(i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),a.hide(),r()),a.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),i.oldTab.attr(\"aria-selected\",\"false\"),o.length&&a.length?i.oldTab.attr(\"tabIndex\",-1):o.length&&this.tabs.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),o.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}),i.newTab.attr({\"aria-selected\":\"true\",tabIndex:0})},_activate:function(e){var i,n=this._findActive(e);n[0]!==this.active[0]&&(n.length||(n=this.active),i=n.find(\".ui-tabs-anchor\")[0],this._eventHandler({target:i,currentTarget:i,preventDefault:t.noop}))},_findActive:function(e){return e===!1?t():this.tabs.eq(e)},_getIndex:function(t){return\"string\"==typeof t&&(t=this.anchors.index(this.anchors.filter(\"[href$='\"+t+\"']\"))),t},_destroy:function(){this.xhr&&this.xhr.abort(),this.element.removeClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all ui-tabs-collapsible\"),this.tablist.removeClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").removeAttr(\"role\"),this.anchors.removeClass(\"ui-tabs-anchor\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeUniqueId(),this.tabs.add(this.panels).each(function(){t.data(this,\"ui-tabs-destroy\")?t(this).remove():t(this).removeClass(\"ui-state-default ui-state-active ui-state-disabled ui-corner-top ui-corner-bottom ui-widget-content ui-tabs-active ui-tabs-panel\").removeAttr(\"tabIndex\").removeAttr(\"aria-live\").removeAttr(\"aria-busy\").removeAttr(\"aria-selected\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-hidden\").removeAttr(\"aria-expanded\").removeAttr(\"role\")}),this.tabs.each(function(){var e=t(this),i=e.data(\"ui-tabs-aria-controls\");i?e.attr(\"aria-controls\",i).removeData(\"ui-tabs-aria-controls\"):e.removeAttr(\"aria-controls\")}),this.panels.show(),\"content\"!==this.options.heightStyle&&this.panels.css(\"height\",\"\")},enable:function(i){var n=this.options.disabled;n!==!1&&(i===e?n=!1:(i=this._getIndex(i),n=t.isArray(n)?t.map(n,function(t){return t!==i?t:null}):t.map(this.tabs,function(t,e){return e!==i?e:null})),this._setupDisabled(n))},disable:function(i){var n=this.options.disabled;if(n!==!0){if(i===e)n=!0;else{if(i=this._getIndex(i),-1!==t.inArray(i,n))return;n=t.isArray(n)?t.merge([i],n).sort():[i]}this._setupDisabled(n)}},load:function(e,i){e=this._getIndex(e);var r=this,s=this.tabs.eq(e),o=s.find(\".ui-tabs-anchor\"),a=this._getPanelForTab(s),l={tab:s,panel:a};n(o[0])||(this.xhr=t.ajax(this._ajaxSettings(o,i,l)),this.xhr&&\"canceled\"!==this.xhr.statusText&&(s.addClass(\"ui-tabs-loading\"),a.attr(\"aria-busy\",\"true\"),this.xhr.success(function(t){setTimeout(function(){a.html(t),r._trigger(\"load\",i,l)},1)}).complete(function(t,e){setTimeout(function(){\"abort\"===e&&r.panels.stop(!1,!0),s.removeClass(\"ui-tabs-loading\"),a.removeAttr(\"aria-busy\"),t===r.xhr&&delete r.xhr},1)})))},_ajaxSettings:function(e,i,n){var r=this;return{url:e.attr(\"href\"),beforeSend:function(e,s){return r._trigger(\"beforeLoad\",i,t.extend({jqXHR:e,ajaxSettings:s},n))}}},_getPanelForTab:function(e){var i=t(e).attr(\"aria-controls\");return this.element.find(this._sanitizeSelector(\"#\"+i))}})}(n),function(t){function e(e,i){var n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/);n.push(i),e.data(\"ui-tooltip-id\",i).attr(\"aria-describedby\",t.trim(n.join(\" \")))}function i(e){var i=e.data(\"ui-tooltip-id\"),n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/),r=t.inArray(i,n);-1!==r&&n.splice(r,1),e.removeData(\"ui-tooltip-id\"),n=t.trim(n.join(\" \")),n?e.attr(\"aria-describedby\",n):e.removeAttr(\"aria-describedby\")}var n=0;t.widget(\"ui.tooltip\",{version:\"1.10.3\",options:{content:function(){var e=t(this).attr(\"title\")||\"\";return t(\"<a>\").text(e).html()},hide:!0,items:\"[title]:not([disabled])\",position:{my:\"left top+15\",at:\"left bottom\",collision:\"flipfit flip\"},show:!0,tooltipClass:null,track:!1,close:null,open:null},_create:function(){this._on({mouseover:\"open\",focusin:\"open\"}),this.tooltips={},this.parents={},this.options.disabled&&this._disable()},_setOption:function(e,i){var n=this;return\"disabled\"===e?(this[i?\"_disable\":\"_enable\"](),void(this.options[e]=i)):(this._super(e,i),void(\"content\"===e&&t.each(this.tooltips,function(t,e){n._updateContent(e)})))},_disable:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0)}),this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.is(\"[title]\")&&e.data(\"ui-tooltip-title\",e.attr(\"title\")).attr(\"title\",\"\")})},_enable:function(){this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.data(\"ui-tooltip-title\")&&e.attr(\"title\",e.data(\"ui-tooltip-title\"))})},open:function(e){var i=this,n=t(e?e.target:this.element).closest(this.options.items);n.length&&!n.data(\"ui-tooltip-id\")&&(n.attr(\"title\")&&n.data(\"ui-tooltip-title\",n.attr(\"title\")),n.data(\"ui-tooltip-open\",!0),e&&\"mouseover\"===e.type&&n.parents().each(function(){var e,n=t(this);n.data(\"ui-tooltip-open\")&&(e=t.Event(\"blur\"),e.target=e.currentTarget=this,i.close(e,!0)),n.attr(\"title\")&&(n.uniqueId(),i.parents[this.id]={element:this,title:n.attr(\"title\")},n.attr(\"title\",\"\"))}),this._updateContent(n,e))},_updateContent:function(t,e){var i,n=this.options.content,r=this,s=e?e.type:null;return\"string\"==typeof n?this._open(e,t,n):(i=n.call(t[0],function(i){t.data(\"ui-tooltip-open\")&&r._delay(function(){e&&(e.type=s),this._open(e,t,i)})}),void(i&&this._open(e,t,i)))},_open:function(i,n,r){function s(t){u.of=t,o.is(\":hidden\")||o.position(u)}var o,a,l,u=t.extend({},this.options.position);if(r){if(o=this._find(n),o.length)return void o.find(\".ui-tooltip-content\").html(r);n.is(\"[title]\")&&(i&&\"mouseover\"===i.type?n.attr(\"title\",\"\"):n.removeAttr(\"title\")),o=this._tooltip(n),e(n,o.attr(\"id\")),o.find(\".ui-tooltip-content\").html(r),this.options.track&&i&&/^mouse/.test(i.type)?(this._on(this.document,{mousemove:s}),s(i)):o.position(t.extend({of:n},this.options.position)),o.hide(),this._show(o,this.options.show),this.options.show&&this.options.show.delay&&(l=this.delayedShow=setInterval(function(){o.is(\":visible\")&&(s(u.of),clearInterval(l))},t.fx.interval)),this._trigger(\"open\",i,{tooltip:o}),a={keyup:function(e){if(e.keyCode===t.ui.keyCode.ESCAPE){var i=t.Event(e);i.currentTarget=n[0],this.close(i,!0)}},remove:function(){this._removeTooltip(o)}},i&&\"mouseover\"!==i.type||(a.mouseleave=\"close\"),i&&\"focusin\"!==i.type||(a.focusout=\"close\"),this._on(!0,n,a)}},close:function(e){var n=this,r=t(e?e.currentTarget:this.element),s=this._find(r);this.closing||(clearInterval(this.delayedShow),r.data(\"ui-tooltip-title\")&&r.attr(\"title\",r.data(\"ui-tooltip-title\")),i(r),s.stop(!0),this._hide(s,this.options.hide,function(){n._removeTooltip(t(this))}),r.removeData(\"ui-tooltip-open\"),this._off(r,\"mouseleave focusout keyup\"),r[0]!==this.element[0]&&this._off(r,\"remove\"),this._off(this.document,\"mousemove\"),e&&\"mouseleave\"===e.type&&t.each(this.parents,function(e,i){t(i.element).attr(\"title\",i.title),delete n.parents[e]}),this.closing=!0,this._trigger(\"close\",e,{tooltip:s}),this.closing=!1)},_tooltip:function(e){var i=\"ui-tooltip-\"+n++,r=t(\"<div>\").attr({id:i,role:\"tooltip\"}).addClass(\"ui-tooltip ui-widget ui-corner-all ui-widget-content \"+(this.options.tooltipClass||\"\"));return t(\"<div>\").addClass(\"ui-tooltip-content\").appendTo(r),r.appendTo(this.document[0].body),this.tooltips[i]=e,r},_find:function(e){var i=e.data(\"ui-tooltip-id\");return i?t(\"#\"+i):t()},_removeTooltip:function(t){t.remove(),delete this.tooltips[t.attr(\"id\")]},_destroy:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0),t(\"#\"+i).remove(),n.data(\"ui-tooltip-title\")&&(n.attr(\"title\",n.data(\"ui-tooltip-title\")),n.removeData(\"ui-tooltip-title\"))})}})}(n)},{jquery:18}],12:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),\n",
+       "        t(\"./position\"),function(t,e){t.widget(\"ui.menu\",{version:\"1.10.4\",defaultElement:\"<ul>\",delay:300,options:{icons:{submenu:\"ui-icon-carat-1-e\"},menus:\"ul\",position:{my:\"left top\",at:\"right top\"},role:\"menu\",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length).attr({role:this.options.role,tabIndex:0}).bind(\"click\"+this.eventNamespace,t.proxy(function(t){this.options.disabled&&t.preventDefault()},this)),this.options.disabled&&this.element.addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"),this._on({\"mousedown .ui-menu-item > a\":function(t){t.preventDefault()},\"click .ui-state-disabled > a\":function(t){t.preventDefault()},\"click .ui-menu-item:has(a)\":function(e){var i=t(e.target).closest(\".ui-menu-item\");!this.mouseHandled&&i.not(\".ui-state-disabled\").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(\".ui-menu\").length?this.expand(e):!this.element.is(\":focus\")&&t(this.document[0].activeElement).closest(\".ui-menu\").length&&(this.element.trigger(\"focus\",[!0]),this.active&&1===this.active.parents(\".ui-menu\").length&&clearTimeout(this.timer)))},\"mouseenter .ui-menu-item\":function(e){var i=t(e.currentTarget);i.siblings().children(\".ui-state-active\").removeClass(\"ui-state-active\"),this.focus(e,i)},mouseleave:\"collapseAll\",\"mouseleave .ui-menu\":\"collapseAll\",focus:function(t,e){var i=this.active||this.element.children(\".ui-menu-item\").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:\"_keydown\"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(\".ui-menu\").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(\"aria-activedescendant\").find(\".ui-menu\").addBack().removeClass(\"ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-disabled\").removeUniqueId().show(),this.element.find(\".ui-menu-item\").removeClass(\"ui-menu-item\").removeAttr(\"role\").removeAttr(\"aria-disabled\").children(\"a\").removeUniqueId().removeClass(\"ui-corner-all ui-state-hover\").removeAttr(\"tabIndex\").removeAttr(\"role\").removeAttr(\"aria-haspopup\").children().each(function(){var e=t(this);e.data(\"ui-menu-submenu-carat\")&&e.remove()}),this.element.find(\".ui-menu-divider\").removeClass(\"ui-menu-divider ui-widget-content\")},_keydown:function(e){function i(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")}var n,r,s,o,a,l=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move(\"first\",\"first\",e);break;case t.ui.keyCode.END:this._move(\"last\",\"last\",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(\".ui-state-disabled\")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:l=!1,r=this.previousFilter||\"\",s=String.fromCharCode(e.keyCode),o=!1,clearTimeout(this.filterTimer),s===r?o=!0:s=r+s,a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())}),n=o&&-1!==n.index(this.active.next())?this.active.nextAll(\".ui-menu-item\"):n,n.length||(s=String.fromCharCode(e.keyCode),a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())})),n.length?(this.focus(e,n),n.length>1?(this.previousFilter=s,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter):delete this.previousFilter}l&&e.preventDefault()},_activate:function(t){this.active.is(\".ui-state-disabled\")||(this.active.children(\"a[aria-haspopup='true']\").length?this.expand(t):this.select(t))},refresh:function(){var e,i=this.options.icons.submenu,n=this.element.find(this.options.menus);this.element.toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length),n.filter(\":not(.ui-menu)\").addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").hide().attr({role:this.options.role,\"aria-hidden\":\"true\",\"aria-expanded\":\"false\"}).each(function(){var e=t(this),n=e.prev(\"a\"),r=t(\"<span>\").addClass(\"ui-menu-icon ui-icon \"+i).data(\"ui-menu-submenu-carat\",!0);n.attr(\"aria-haspopup\",\"true\").prepend(r),e.attr(\"aria-labelledby\",n.attr(\"id\"))}),e=n.add(this.element),e.children(\":not(.ui-menu-item):has(a)\").addClass(\"ui-menu-item\").attr(\"role\",\"presentation\").children(\"a\").uniqueId().addClass(\"ui-corner-all\").attr({tabIndex:-1,role:this._itemRole()}),e.children(\":not(.ui-menu-item)\").each(function(){var e=t(this);/[^\\-\\u2014\\u2013\\s]/.test(e.text())||e.addClass(\"ui-widget-content 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i,n;this.blur(t,t&&\"focus\"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children(\"a\").addClass(\"ui-state-focus\"),this.options.role&&this.element.attr(\"aria-activedescendant\",n.attr(\"id\")),this.active.parent().closest(\".ui-menu-item\").children(\"a:first\").addClass(\"ui-state-active\"),t&&\"keydown\"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(\".ui-menu\"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger(\"focus\",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],\"borderTopWidth\"))||0,n=parseFloat(t.css(this.activeMenu[0],\"paddingTop\"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children(\"a\").removeClass(\"ui-state-focus\"),this.active=null,this._trigger(\"blur\",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),\"true\"===t.attr(\"aria-hidden\")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(\".ui-menu\").not(e.parents(\".ui-menu\")).hide().attr(\"aria-hidden\",\"true\"),e.show().removeAttr(\"aria-hidden\").attr(\"aria-expanded\",\"true\").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(\".ui-menu\"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(\".ui-menu\").hide().attr(\"aria-hidden\",\"true\").attr(\"aria-expanded\",\"false\").end().find(\"a.ui-state-active\").removeClass(\"ui-state-active\")},collapse:function(t){var e=this.active&&this.active.parent().closest(\".ui-menu-item\",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(\".ui-menu \").children(\".ui-menu-item\").first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move(\"next\",\"first\",t)},previous:function(t){this._move(\"prev\",\"last\",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(\".ui-menu-item\").length},isLastItem:function(){return this.active&&!this.active.nextAll(\".ui-menu-item\").length},_move:function(t,e,i){var n;this.active&&(n=\"first\"===t||\"last\"===t?this.active[\"first\"===t?\"prevAll\":\"nextAll\"](\".ui-menu-item\").eq(-1):this.active[t+\"All\"](\".ui-menu-item\").eq(0)),n&&n.length&&this.active||(n=this.activeMenu.children(\".ui-menu-item\")[e]()),this.focus(i,n)},nextPage:function(e){var i,n,r;return this.active?void(this.isLastItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.nextAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n)},{\"./core\":7,\"./position\":14,\"./widget\":17,jquery:18}],13:[function(t,e,i){var n=t(\"jquery\");t(\"./widget\"),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget(\"ui.mouse\",{version:\"1.10.4\",options:{cancel:\"input,textarea,button,select,option\",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind(\"mousedown.\"+this.widgetName,function(t){return e._mouseDown(t)}).bind(\"click.\"+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+\".preventClickEvent\")?(t.removeData(i.target,e.widgetName+\".preventClickEvent\"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n)},{\"./widget\":17,jquery:18}],14:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div 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f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" \");1===n.length&&(n=u.test(n[0])?n.concat([\"center\"]):h.test(n[0])?[\"center\"].concat(n):[\"center\",\"center\"]),n[0]=u.test(n[0])?n[0]:\"center\",n[1]=h.test(n[1])?n[1]:\"center\",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),\"right\"===e.at[0]?_.left+=d:\"center\"===e.at[0]&&(_.left+=d/2),\"bottom\"===e.at[1]?_.top+=g:\"center\"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n)},{jquery:18}],15:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){function i(){a.push(this)}var n,r,s,o,a=[],l=[],u=this._connectWith();if(u&&e)for(n=u.length-1;n>=0;n--)for(s=t(u[n]),r=s.length-1;r>=0;r--)o=t.data(s[r],this.widgetFullName),o&&o!==this&&!o.options.disabled&&l.push([t.isFunction(o.options.items)?o.options.items.call(o.element):t(o.options.items,o.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),o]);for(l.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),n=l.length-1;n>=0;n--)l[n][0].each(i);return t(a)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)));\n",
+       "        }}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){function i(t,e,i){return function(n){i._trigger(t,n,e._uiHash(e))}}this.reverting=!1;var n,r=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(n in this._storedCSS)(\"auto\"===this._storedCSS[n]||\"static\"===this._storedCSS[n])&&(this._storedCSS[n]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&r.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||r.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(r.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),r.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),r.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),n=this.containers.length-1;n>=0;n--)e||r.push(i(\"deactivate\",this,this.containers[n])),this.containers[n].containerCache.over&&(r.push(i(\"out\",this,this.containers[n])),this.containers[n].containerCache.over=0);if(this.storedCursor&&(this.document.find(\"body\").css(\"cursor\",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css(\"opacity\",this._storedOpacity),this._storedZIndex&&this.helper.css(\"zIndex\",\"auto\"===this._storedZIndex?\"\":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger(\"beforeStop\",t,this._uiHash()),n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger(\"beforeStop\",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],16:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./button\"),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.4\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),\"\"!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e)},\"mouseup .ui-spinner-button\":\"_stop\",\"mouseenter .ui-spinner-button\":function(e){return t(e.currentTarget).hasClass(\"ui-state-active\")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e):void 0},\"mouseleave .ui-spinner-button\":\"_stop\"},_draw:function(){var t=this.uiSpinner=this.element.addClass(\"ui-spinner-input\").attr(\"autocomplete\",\"off\").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(\"role\",\"spinbutton\"),this.buttons=t.find(\".ui-spinner-button\").attr(\"tabIndex\",-1).button().removeClass(\"ui-corner-all\"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger(\"stop\",t))},_setOption:function(t,e){if(\"culture\"===t||\"numberFormat\"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}(\"max\"===t||\"min\"===t||\"step\"===t)&&\"string\"==typeof e&&(e=this._parse(e)),\"icons\"===t&&(this.buttons.first().find(\".ui-icon\").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(\".ui-icon\").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),\"disabled\"===t&&(e?(this.element.prop(\"disabled\",!0),this.buttons.button(\"disable\")):(this.element.prop(\"disabled\",!1),this.buttons.button(\"enable\")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return\"string\"==typeof t&&\"\"!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),\"\"===t||isNaN(t)?null:t},_format:function(t){return\"\"===t?\"\":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({\"aria-valuemin\":this.options.min,\"aria-valuemax\":this.options.max,\"aria-valuenow\":this._parse(this.element.val())})},_value:function(t,e){var i;\"\"!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass(\"ui-spinner-input\").prop(\"disabled\",!1).removeAttr(\"autocomplete\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n)},{\"./button\":6,\"./core\":7,\"./widget\":17,jquery:18}],17:[function(t,e,i){var n=t(\"jquery\");!function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler(\"remove\")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(\".\")[0];e=e.split(\".\")[1],r=u+\"-\"+e,n||(n=i,i=t.Widget),t.expr[\":\"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix||e:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+\".\"+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a=\"string\"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&\"_\"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error(\"no such method '\"+o+\"' for \"+i+\" widget instance\"):t.error(\"cannot call methods on \"+i+\" prior to initialization; attempted to call method '\"+o+\"'\")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:\"widget\",widgetEventPrefix:\"\",defaultElement:\"<div>\",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace=\".\"+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger(\"create\",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr(\"aria-disabled\").removeClass(this.widgetFullName+\"-disabled ui-state-disabled\"),this.bindings.unbind(this.eventNamespace),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")},_destroy:t.noop,widget:function(){return this.element},option:function(i,n){var r,s,o,a=i;if(0===arguments.length)return t.widget.extend({},this.options);if(\"string\"==typeof i)if(a={},r=i.split(\".\"),i=r.shift(),r.length){for(s=a[i]=t.widget.extend({},this.options[i]),o=0;o<r.length-1;o++)s[r[o]]=s[r[o]]||{},s=s[r[o]];if(i=r.pop(),1===arguments.length)return s[i]===e?null:s[i];s[i]=n}else{if(1===arguments.length)return this.options[i]===e?null:this.options[i];a[i]=n}return this._setOptions(a),this},_setOptions:function(t){var e;for(e in t)this._setOption(e,t[e]);return this},_setOption:function(t,e){return this.options[t]=e,\"disabled\"===t&&(this.widget().toggleClass(this.widgetFullName+\"-disabled ui-state-disabled\",!!e).attr(\"aria-disabled\",e),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")),this},enable:function(){return this._setOption(\"disabled\",!1)},disable:function(){return this._setOption(\"disabled\",!0)},_on:function(e,i,n){var r,s=this;\"boolean\"!=typeof e&&(n=i,i=e,e=!1),n?(i=r=t(i),this.bindings=this.bindings.add(i)):(n=i,i=this.element,r=this.widget()),t.each(n,function(n,o){function a(){return e||s.options.disabled!==!0&&!t(this).hasClass(\"ui-state-disabled\")?(\"string\"==typeof o?s[o]:o).apply(s,arguments):void 0}\"string\"!=typeof o&&(a.guid=o.guid=o.guid||a.guid||t.guid++);var l=n.match(/^(\\w+)\\s*(.*)$/),u=l[1]+s.eventNamespace,h=l[2];h?r.delegate(h,u,a):i.bind(u,a)})},_off:function(t,e){e=(e||\"\").split(\" \").join(this.eventNamespace+\" \")+this.eventNamespace,t.unbind(e).undelegate(e)},_delay:function(t,e){function i(){return(\"string\"==typeof t?n[t]:t).apply(n,arguments)}var n=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass(\"ui-state-hover\")},mouseleave:function(e){t(e.currentTarget).removeClass(\"ui-state-hover\")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass(\"ui-state-focus\")},focusout:function(e){t(e.currentTarget).removeClass(\"ui-state-focus\")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:\"fadeIn\",hide:\"fadeOut\"},function(e,i){t.Widget.prototype[\"_\"+e]=function(n,r,s){\"string\"==typeof r&&(r={effect:r});var o,a=r?r===!0||\"number\"==typeof 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e?K.swap(t,{display:\"inline-block\"},w,[t,\"marginRight\"]):void 0}),K.each({margin:\"\",padding:\"\",border:\"Width\"},function(t,e){K.cssHooks[t+e]={expand:function(i){for(var n=0,r={},s=\"string\"==typeof i?i.split(\" \"):[i];4>n;n++)r[t+xt[n]+e]=s[n]||s[n-2]||s[0];return r}},Bt.test(t)||(K.cssHooks[t+e].set=M)}),K.fn.extend({css:function(t,e){return mt(this,function(t,e,i){var n,r,s={},o=0;if(K.isArray(e)){for(n=qt(t),r=e.length;r>o;o++)s[e[o]]=K.css(t,e[o],!1,n);return s}return void 0!==i?K.style(t,e,i):K.css(t,e)},t,e,arguments.length>1)},show:function(){return T(this,!0)},hide:function(){return T(this)},toggle:function(t){return\"boolean\"==typeof t?t?this.show():this.hide():this.each(function(){kt(this)?K(this).show():K(this).hide()})}}),K.Tween=S,S.prototype={constructor:S,init:function(t,e,i,n,r,s){this.elem=t,this.prop=i,this.easing=r||\"swing\",this.options=e,this.start=this.now=this.cur(),this.end=n,this.unit=s||(K.cssNumber[i]?\"\":\"px\")},cur:function(){var t=S.propHooks[this.prop];return t&&t.get?t.get(this):S.propHooks._default.get(this)},run:function(t){var e,i=S.propHooks[this.prop];return this.options.duration?this.pos=e=K.easing[this.easing](t,this.options.duration*t,0,1,this.options.duration):this.pos=e=t,this.now=(this.end-this.start)*e+this.start,this.options.step&&this.options.step.call(this.elem,this.now,this),i&&i.set?i.set(this):S.propHooks._default.set(this),this}},S.prototype.init.prototype=S.prototype,S.propHooks={_default:{get:function(t){var e;return null==t.elem[t.prop]||t.elem.style&&null!=t.elem.style[t.prop]?(e=K.css(t.elem,t.prop,\"\"),e&&\"auto\"!==e?e:0):t.elem[t.prop]},set:function(t){K.fx.step[t.prop]?K.fx.step[t.prop](t):t.elem.style&&(null!=t.elem.style[K.cssProps[t.prop]]||K.cssHooks[t.prop])?K.style(t.elem,t.prop,t.now+t.unit):t.elem[t.prop]=t.now}}},S.propHooks.scrollTop=S.propHooks.scrollLeft={set:function(t){t.elem.nodeType&&t.elem.parentNode&&(t.elem[t.prop]=t.now)}},K.easing={linear:function(t){return t},swing:function(t){return.5-Math.cos(t*Math.PI)/2}},K.fx=S.prototype.init,K.fx.step={};var Zt,Jt,Qt=/^(?:toggle|show|hide)$/,Kt=new RegExp(\"^(?:([+-])=|)(\"+wt+\")([a-z%]*)$\",\"i\"),te=/queueHooks$/,ee=[I],ie={\"*\":[function(t,e){var i=this.createTween(t,e),n=i.cur(),r=Kt.exec(e),s=r&&r[3]||(K.cssNumber[t]?\"\":\"px\"),o=(K.cssNumber[t]||\"px\"!==s&&+n)&&Kt.exec(K.css(i.elem,t)),a=1,l=20;if(o&&o[3]!==s){s=s||o[3],r=r||[],o=+n||1;do a=a||\".5\",o/=a,K.style(i.elem,t,o+s);while(a!==(a=i.cur()/n)&&1!==a&&--l)}return r&&(o=i.start=+o||+n||0,i.unit=s,i.end=r[1]?o+(r[1]+1)*r[2]:+r[2]),i}]};K.Animation=K.extend(R,{tweener:function(t,e){K.isFunction(t)?(e=t,t=[\"*\"]):t=t.split(\" \");for(var i,n=0,r=t.length;r>n;n++)i=t[n],ie[i]=ie[i]||[],ie[i].unshift(e)},prefilter:function(t,e){e?ee.unshift(t):ee.push(t)}}),K.speed=function(t,e,i){var n=t&&\"object\"==typeof t?K.extend({},t):{complete:i||!i&&e||K.isFunction(t)&&t,duration:t,easing:i&&e||e&&!K.isFunction(e)&&e};return n.duration=K.fx.off?0:\"number\"==typeof n.duration?n.duration:n.duration in K.fx.speeds?K.fx.speeds[n.duration]:K.fx.speeds._default,(null==n.queue||n.queue===!0)&&(n.queue=\"fx\"),n.old=n.complete,n.complete=function(){K.isFunction(n.old)&&n.old.call(this),n.queue&&K.dequeue(this,n.queue)},n},K.fn.extend({fadeTo:function(t,e,i,n){return this.filter(kt).css(\"opacity\",0).show().end().animate({opacity:e},t,i,n)},animate:function(t,e,i,n){var r=K.isEmptyObject(t),s=K.speed(e,i,n),o=function(){var e=R(this,K.extend({},t),s);(r||_t.get(this,\"finish\"))&&e.stop(!0)};return o.finish=o,r||s.queue===!1?this.each(o):this.queue(s.queue,o)},stop:function(t,e,i){var n=function(t){var e=t.stop;delete t.stop,e(i)};return\"string\"!=typeof t&&(i=e,e=t,t=void 0),e&&t!==!1&&this.queue(t||\"fx\",[]),this.each(function(){var e=!0,r=null!=t&&t+\"queueHooks\",s=K.timers,o=_t.get(this);if(r)o[r]&&o[r].stop&&n(o[r]);else for(r in o)o[r]&&o[r].stop&&te.test(r)&&n(o[r]);for(r=s.length;r--;)s[r].elem!==this||null!=t&&s[r].queue!==t||(s[r].anim.stop(i),e=!1,s.splice(r,1));(e||!i)&&K.dequeue(this,t)})},finish:function(t){return t!==!1&&(t=t||\"fx\"),this.each(function(){var e,i=_t.get(this),n=i[t+\"queue\"],r=i[t+\"queueHooks\"],s=K.timers,o=n?n.length:0;for(i.finish=!0,K.queue(this,t,[]),r&&r.stop&&r.stop.call(this,!0),e=s.length;e--;)s[e].elem===this&&s[e].queue===t&&(s[e].anim.stop(!0),s.splice(e,1));for(e=0;o>e;e++)n[e]&&n[e].finish&&n[e].finish.call(this);delete i.finish})}}),K.each([\"toggle\",\"show\",\"hide\"],function(t,e){var i=K.fn[e];K.fn[e]=function(t,n,r){return null==t||\"boolean\"==typeof t?i.apply(this,arguments):this.animate(P(e,!0),t,n,r)}}),K.each({slideDown:P(\"show\"),slideUp:P(\"hide\"),slideToggle:P(\"toggle\"),fadeIn:{opacity:\"show\"},fadeOut:{opacity:\"hide\"},fadeToggle:{opacity:\"toggle\"}},function(t,e){K.fn[t]=function(t,i,n){return 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mt(this,K.attr,t,e,arguments.length>1)},removeAttr:function(t){return this.each(function(){K.removeAttr(this,t)})}}),K.extend({attr:function(t,e,i){var n,r,s=t.nodeType;if(t&&3!==s&&8!==s&&2!==s)return typeof t.getAttribute===Ct?K.prop(t,e,i):(1===s&&K.isXMLDoc(t)||(e=e.toLowerCase(),n=K.attrHooks[e]||(K.expr.match.bool.test(e)?re:ne)),void 0===i?n&&\"get\"in n&&null!==(r=n.get(t,e))?r:(r=K.find.attr(t,e),null==r?void 0:r):null!==i?n&&\"set\"in n&&void 0!==(r=n.set(t,i,e))?r:(t.setAttribute(e,i+\"\"),i):void K.removeAttr(t,e))},removeAttr:function(t,e){var i,n,r=0,s=e&&e.match(dt);if(s&&1===t.nodeType)for(;i=s[r++];)n=K.propFix[i]||i,K.expr.match.bool.test(i)&&(t[n]=!1),t.removeAttribute(i)},attrHooks:{type:{set:function(t,e){if(!Z.radioValue&&\"radio\"===e&&K.nodeName(t,\"input\")){var i=t.value;return t.setAttribute(\"type\",e),i&&(t.value=i),e}}}}}),re={set:function(t,e,i){return e===!1?K.removeAttr(t,i):t.setAttribute(i,i),i}},K.each(K.expr.match.bool.source.match(/\\w+/g),function(t,e){var i=se[e]||K.find.attr;se[e]=function(t,e,n){var r,s;return n||(s=se[e],se[e]=r,r=null!=i(t,e,n)?e.toLowerCase():null,se[e]=s),r}});var oe=/^(?:input|select|textarea|button)$/i;K.fn.extend({prop:function(t,e){return mt(this,K.prop,t,e,arguments.length>1)},removeProp:function(t){return this.each(function(){delete this[K.propFix[t]||t]})}}),K.extend({propFix:{\"for\":\"htmlFor\",\"class\":\"className\"},prop:function(t,e,i){var n,r,s,o=t.nodeType;if(t&&3!==o&&8!==o&&2!==o)return s=1!==o||!K.isXMLDoc(t),s&&(e=K.propFix[e]||e,r=K.propHooks[e]),void 0!==i?r&&\"set\"in r&&void 0!==(n=r.set(t,i,e))?n:t[e]=i:r&&\"get\"in r&&null!==(n=r.get(t,e))?n:t[e]},propHooks:{tabIndex:{get:function(t){return t.hasAttribute(\"tabindex\")||oe.test(t.nodeName)||t.href?t.tabIndex:-1}}}}),Z.optSelected||(K.propHooks.selected={get:function(t){var e=t.parentNode;return e&&e.parentNode&&e.parentNode.selectedIndex,null}}),K.each([\"tabIndex\",\"readOnly\",\"maxLength\",\"cellSpacing\",\"cellPadding\",\"rowSpan\",\"colSpan\",\"useMap\",\"frameBorder\",\"contentEditable\"],function(){K.propFix[this.toLowerCase()]=this});var ae=/[\\t\\r\\n\\f]/g;K.fn.extend({addClass:function(t){var e,i,n,r,s,o,a=\"string\"==typeof t&&t,l=0,u=this.length;if(K.isFunction(t))return this.each(function(e){K(this).addClass(t.call(this,e,this.className))});if(a)for(e=(t||\"\").match(dt)||[];u>l;l++)if(i=this[l],n=1===i.nodeType&&(i.className?(\" \"+i.className+\" \").replace(ae,\" \"):\" \")){for(s=0;r=e[s++];)n.indexOf(\" \"+r+\" \")<0&&(n+=r+\" \");o=K.trim(n),i.className!==o&&(i.className=o)}return this},removeClass:function(t){var e,i,n,r,s,o,a=0===arguments.length||\"string\"==typeof t&&t,l=0,u=this.length;if(K.isFunction(t))return this.each(function(e){K(this).removeClass(t.call(this,e,this.className))});if(a)for(e=(t||\"\").match(dt)||[];u>l;l++)if(i=this[l],n=1===i.nodeType&&(i.className?(\" \"+i.className+\" \").replace(ae,\" \"):\"\")){for(s=0;r=e[s++];)for(;n.indexOf(\" \"+r+\" \")>=0;)n=n.replace(\" \"+r+\" \",\" \");o=t?K.trim(n):\"\",i.className!==o&&(i.className=o)}return this},toggleClass:function(t,e){var i=typeof t;return\"boolean\"==typeof e&&\"string\"===i?e?this.addClass(t):this.removeClass(t):K.isFunction(t)?this.each(function(i){K(this).toggleClass(t.call(this,i,this.className,e),e)}):this.each(function(){if(\"string\"===i)for(var e,n=0,r=K(this),s=t.match(dt)||[];e=s[n++];)r.hasClass(e)?r.removeClass(e):r.addClass(e);else(i===Ct||\"boolean\"===i)&&(this.className&&_t.set(this,\"__className__\",this.className),this.className=this.className||t===!1?\"\":_t.get(this,\"__className__\")||\"\")})},hasClass:function(t){for(var e=\" \"+t+\" \",i=0,n=this.length;n>i;i++)if(1===this[i].nodeType&&(\" \"+this[i].className+\" \").replace(ae,\" \").indexOf(e)>=0)return!0;return!1}});var le=/\\r/g;K.fn.extend({val:function(t){var e,i,n,r=this[0];{if(arguments.length)return n=K.isFunction(t),this.each(function(i){var r;1===this.nodeType&&(r=n?t.call(this,i,K(this).val()):t,null==r?r=\"\":\"number\"==typeof r?r+=\"\":K.isArray(r)&&(r=K.map(r,function(t){return null==t?\"\":t+\"\"})),e=K.valHooks[this.type]||K.valHooks[this.nodeName.toLowerCase()],e&&\"set\"in e&&void 0!==e.set(this,r,\"value\")||(this.value=r))});if(r)return e=K.valHooks[r.type]||K.valHooks[r.nodeName.toLowerCase()],e&&\"get\"in e&&void 0!==(i=e.get(r,\"value\"))?i:(i=r.value,\"string\"==typeof i?i.replace(le,\"\"):null==i?\"\":i)}}}),K.extend({valHooks:{option:{get:function(t){var e=K.find.attr(t,\"value\");return null!=e?e:K.trim(K.text(t))}},select:{get:function(t){for(var e,i,n=t.options,r=t.selectedIndex,s=\"select-one\"===t.type||0>r,o=s?null:[],a=s?r+1:n.length,l=0>r?a:s?r:0;a>l;l++)if(i=n[l],(i.selected||l===r)&&(Z.optDisabled?!i.disabled:null===i.getAttribute(\"disabled\"))&&(!i.parentNode.disabled||!K.nodeName(i.parentNode,\"optgroup\"))){if(e=K(i).val(),s)return e;o.push(e)}return o},set:function(t,e){for(var i,n,r=t.options,s=K.makeArray(e),o=r.length;o--;)n=r[o],(n.selected=K.inArray(n.value,s)>=0)&&(i=!0);return i||(t.selectedIndex=-1),s}}}}),K.each([\"radio\",\"checkbox\"],function(){K.valHooks[this]={set:function(t,e){return K.isArray(e)?t.checked=K.inArray(K(t).val(),e)>=0:void 0}},Z.checkOn||(K.valHooks[this].get=function(t){return null===t.getAttribute(\"value\")?\"on\":t.value})}),K.each(\"blur focus focusin focusout load resize scroll unload click dblclick mousedown mouseup mousemove mouseover mouseout mouseenter mouseleave change select submit keydown keypress keyup error contextmenu\".split(\" 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this.datum_type!==t.datum_type?!1:this.a!==t.a||Math.abs(this.es-t.es)>5e-11?!1:this.datum_type===r?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]:this.datum_type===s?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]&&this.datum_params[3]===t.datum_params[3]&&this.datum_params[4]===t.datum_params[4]&&this.datum_params[5]===t.datum_params[5]&&this.datum_params[6]===t.datum_params[6]:this.datum_type===o||t.datum_type===o?this.nadgrids===t.nadgrids:!0},geodetic_to_geocentric:function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=t.z?t.z:0,p=0;if(-n>h&&h>-1.001*n)h=-n;else if(h>n&&1.001*n>h)h=n;else if(-n>h||h>n)return null;return u>Math.PI&&(u-=2*Math.PI),o=Math.sin(h),l=Math.cos(h),a=o*o,s=this.a/Math.sqrt(1-this.es*a),e=(s+c)*l*Math.cos(u),i=(s+c)*l*Math.sin(u),r=(s*(1-this.es)+c)*o,t.x=e,t.y=i,t.z=r,p},geocentric_to_geodetic:function(t){var e,i,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y=1e-12,b=y*y,w=30,x=t.x,k=t.y,M=t.z?t.z:0;if(f=!1,e=Math.sqrt(x*x+k*k),i=Math.sqrt(x*x+k*k+M*M),e/this.a<y){if(f=!0,m=0,i/this.a<y)return _=n,void(v=-this.b)}else m=Math.atan2(k,x);r=M/i,s=e/i,o=1/Math.sqrt(1-this.es*(2-this.es)*s*s),u=s*(1-this.es)*o,h=r*o,g=0;do g++,l=this.a/Math.sqrt(1-this.es*h*h),v=e*u+M*h-l*(1-this.es*h*h),a=this.es*l/(l+v),o=1/Math.sqrt(1-a*(2-a)*s*s),c=s*(1-a)*o,p=r*o,d=p*u-c*h,u=c,h=p;while(d*d>b&&w>g);return _=Math.atan(p/Math.abs(c)),t.x=m,t.y=_,t.z=v,t},geocentric_to_geodetic_noniter:function(t){var e,i,r,s,o,a,l,u,p,d,f,g,m,_,v,y,b,w=t.x,x=t.y,k=t.z?t.z:0;if(w=parseFloat(w),x=parseFloat(x),k=parseFloat(k),b=!1,0!==w)e=Math.atan2(x,w);else if(x>0)e=n;else if(0>x)e=-n;else if(b=!0,\n",
+       "        e=0,k>0)i=n;else{if(!(0>k))return i=n,void(r=-this.b);i=-n}return o=w*w+x*x,s=Math.sqrt(o),a=k*h,u=Math.sqrt(a*a+o),d=a/u,g=s/u,f=d*d*d,l=k+this.b*this.ep2*f,y=s-this.a*this.es*g*g*g,p=Math.sqrt(l*l+y*y),m=l/p,_=y/p,v=this.a/Math.sqrt(1-this.es*m*m),r=_>=c?s/_-v:-c>=_?s/-_-v:k/m+v*(this.es-1),b===!1&&(i=Math.atan(m/_)),t.x=e,t.y=i,t.z=r,t},geocentric_to_wgs84:function(t){if(this.datum_type===r)t.x+=this.datum_params[0],t.y+=this.datum_params[1],t.z+=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=u*(t.x-l*t.y+a*t.z)+e,c=u*(l*t.x+t.y-o*t.z)+i,p=u*(-a*t.x+o*t.y+t.z)+n;t.x=h,t.y=c,t.z=p}},geocentric_from_wgs84:function(t){if(this.datum_type===r)t.x-=this.datum_params[0],t.y-=this.datum_params[1],t.z-=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=(t.x-e)/u,c=(t.y-i)/u,p=(t.z-n)/u;t.x=h+l*c-a*p,t.y=-l*h+c+o*p,t.z=a*h-o*c+p}}},e.exports=p},{}],50:[function(t,e,i){var n=1,r=2,s=3,o=5,a=6378137,l=.006694379990141316;e.exports=function(t,e,i){function u(t){return t===n||t===r}var h,c,p;if(t.compare_datums(e))return i;if(t.datum_type===o||e.datum_type===o)return i;var d=t.a,f=t.es,g=e.a,m=e.es,_=t.datum_type;if(_===s)if(0===this.apply_gridshift(t,0,i))t.a=a,t.es=l;else{if(!t.datum_params)return t.a=d,t.es=t.es,i;for(h=1,c=0,p=t.datum_params.length;p>c;c++)h*=t.datum_params[c];if(0===h)return t.a=d,t.es=t.es,i;_=t.datum_params.length>3?r:n}return e.datum_type===s&&(e.a=a,e.es=l),(t.es!==e.es||t.a!==e.a||u(_)||u(e.datum_type))&&(t.geodetic_to_geocentric(i),u(t.datum_type)&&t.geocentric_to_wgs84(i),u(e.datum_type)&&e.geocentric_from_wgs84(i),e.geocentric_to_geodetic(i)),e.datum_type===s&&this.apply_gridshift(e,1,i),t.a=d,t.es=f,e.a=g,e.es=m,i}},{}],51:[function(t,e,i){function n(t){var e=this;if(2===arguments.length){var i=arguments[1];\"string\"==typeof i?\"+\"===i.charAt(0)?n[t]=s(arguments[1]):n[t]=o(arguments[1]):n[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map(function(t){Array.isArray(t)?n.apply(e,t):n(t)});if(\"string\"==typeof t){if(t in n)return n[t]}else\"EPSG\"in t?n[\"EPSG:\"+t.EPSG]=t:\"ESRI\"in t?n[\"ESRI:\"+t.ESRI]=t:\"IAU2000\"in t?n[\"IAU2000:\"+t.IAU2000]=t:console.log(t);return}}var r=t(\"./global\"),s=t(\"./projString\"),o=t(\"./wkt\");r(n),e.exports=n},{\"./global\":54,\"./projString\":58,\"./wkt\":86}],52:[function(t,e,i){var n=t(\"./constants/Datum\"),r=t(\"./constants/Ellipsoid\"),s=t(\"./extend\"),o=t(\"./datum\"),a=1e-10,l=.16666666666666666,u=.04722222222222222,h=.022156084656084655;e.exports=function(t){if(t.datumCode&&\"none\"!==t.datumCode){var e=n[t.datumCode];e&&(t.datum_params=e.towgs84?e.towgs84.split(\",\"):null,t.ellps=e.ellipse,t.datumName=e.datumName?e.datumName:t.datumCode)}if(!t.a){var i=r[t.ellps]?r[t.ellps]:r.WGS84;s(t,i)}return t.rf&&!t.b&&(t.b=(1-1/t.rf)*t.a),(0===t.rf||Math.abs(t.a-t.b)<a)&&(t.sphere=!0,t.b=t.a),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=(t.a2-t.b2)/t.a2,t.e=Math.sqrt(t.es),t.R_A&&(t.a*=1-t.es*(l+t.es*(u+t.es*h)),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=0),t.ep2=(t.a2-t.b2)/t.b2,t.k0||(t.k0=1),t.axis||(t.axis=\"enu\"),t.datum||(t.datum=o(t)),t}},{\"./constants/Datum\":44,\"./constants/Ellipsoid\":45,\"./datum\":49,\"./extend\":53}],53:[function(t,e,i){e.exports=function(t,e){t=t||{};var i,n;if(!e)return t;for(n in e)i=e[n],void 0!==i&&(t[n]=i);return t}},{}],54:[function(t,e,i){e.exports=function(t){t(\"EPSG:4326\",\"+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees\"),t(\"EPSG:4269\",\"+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees\"),t(\"EPSG:3857\",\"+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs\"),t.WGS84=t[\"EPSG:4326\"],t[\"EPSG:3785\"]=t[\"EPSG:3857\"],t.GOOGLE=t[\"EPSG:3857\"],t[\"EPSG:900913\"]=t[\"EPSG:3857\"],t[\"EPSG:102113\"]=t[\"EPSG:3857\"]}},{}],55:[function(t,e,i){var n=[t(\"./projections/tmerc\"),t(\"./projections/utm\"),t(\"./projections/sterea\"),t(\"./projections/stere\"),t(\"./projections/somerc\"),t(\"./projections/omerc\"),t(\"./projections/lcc\"),t(\"./projections/krovak\"),t(\"./projections/cass\"),t(\"./projections/laea\"),t(\"./projections/aea\"),t(\"./projections/gnom\"),t(\"./projections/cea\"),t(\"./projections/eqc\"),t(\"./projections/poly\"),t(\"./projections/nzmg\"),t(\"./projections/mill\"),t(\"./projections/sinu\"),t(\"./projections/moll\"),t(\"./projections/eqdc\"),t(\"./projections/vandg\"),t(\"./projections/aeqd\")];e.exports=function(t){n.forEach(function(e){t.Proj.projections.add(e)})}},{\"./projections/aea\":60,\"./projections/aeqd\":61,\"./projections/cass\":62,\"./projections/cea\":63,\"./projections/eqc\":64,\"./projections/eqdc\":65,\"./projections/gnom\":67,\"./projections/krovak\":68,\"./projections/laea\":69,\"./projections/lcc\":70,\"./projections/mill\":73,\"./projections/moll\":74,\"./projections/nzmg\":75,\"./projections/omerc\":76,\"./projections/poly\":77,\"./projections/sinu\":78,\"./projections/somerc\":79,\"./projections/stere\":80,\"./projections/sterea\":81,\"./projections/tmerc\":82,\"./projections/utm\":83,\"./projections/vandg\":84}],56:[function(t,e,i){var n=t(\"./core\");n.defaultDatum=\"WGS84\",n.Proj=t(\"./Proj\"),n.WGS84=new n.Proj(\"WGS84\"),n.Point=t(\"./Point\"),n.toPoint=t(\"./common/toPoint\"),n.defs=t(\"./defs\"),n.transform=t(\"./transform\"),n.mgrs=t(\"mgrs\"),n.version=t(\"../package.json\").version,t(\"./includedProjections\")(n),e.exports=n},{\"../package.json\":88,\"./Point\":20,\"./Proj\":21,\"./common/toPoint\":42,\"./core\":48,\"./defs\":51,\"./includedProjections\":55,\"./transform\":85,mgrs:87}],57:[function(t,e,i){function n(t){return\"string\"==typeof t}function r(t){return t in l}function s(t){var e=[\"GEOGCS\",\"GEOCCS\",\"PROJCS\",\"LOCAL_CS\"];return e.reduce(function(e,i){return e+1+t.indexOf(i)},0)}function o(t){return\"+\"===t[0]}function a(t){return n(t)?r(t)?l[t]:s(t)?u(t):o(t)?h(t):void 0:t}var l=t(\"./defs\"),u=t(\"./wkt\"),h=t(\"./projString\");e.exports=a},{\"./defs\":51,\"./projString\":58,\"./wkt\":86}],58:[function(t,e,i){var n=.017453292519943295,r=t(\"./constants/PrimeMeridian\"),s=t(\"./constants/units\");e.exports=function(t){var e={},i={};t.split(\"+\").map(function(t){return t.trim()}).filter(function(t){return t}).forEach(function(t){var e=t.split(\"=\");e.push(!0),i[e[0].toLowerCase()]=e[1]});var o,a,l,u={proj:\"projName\",datum:\"datumCode\",rf:function(t){e.rf=parseFloat(t)},lat_0:function(t){e.lat0=t*n},lat_1:function(t){e.lat1=t*n},lat_2:function(t){e.lat2=t*n},lat_ts:function(t){e.lat_ts=t*n},lon_0:function(t){e.long0=t*n},lon_1:function(t){e.long1=t*n},lon_2:function(t){e.long2=t*n},alpha:function(t){e.alpha=parseFloat(t)*n},lonc:function(t){e.longc=t*n},x_0:function(t){e.x0=parseFloat(t)},y_0:function(t){e.y0=parseFloat(t)},k_0:function(t){e.k0=parseFloat(t)},k:function(t){e.k0=parseFloat(t)},a:function(t){e.a=parseFloat(t)},b:function(t){e.b=parseFloat(t)},r_a:function(){e.R_A=!0},zone:function(t){e.zone=parseInt(t,10)},south:function(){e.utmSouth=!0},towgs84:function(t){e.datum_params=t.split(\",\").map(function(t){return parseFloat(t)})},to_meter:function(t){e.to_meter=parseFloat(t)},units:function(t){e.units=t,s[t]&&(e.to_meter=s[t].to_meter)},from_greenwich:function(t){e.from_greenwich=t*n},pm:function(t){e.from_greenwich=(r[t]?r[t]:parseFloat(t))*n},nadgrids:function(t){\"@null\"===t?e.datumCode=\"none\":e.nadgrids=t},axis:function(t){var i=\"ewnsud\";3===t.length&&-1!==i.indexOf(t.substr(0,1))&&-1!==i.indexOf(t.substr(1,1))&&-1!==i.indexOf(t.substr(2,1))&&(e.axis=t)}};for(o in i)a=i[o],o in u?(l=u[o],\"function\"==typeof l?l(a):e[l]=a):e[o]=a;return\"string\"==typeof e.datumCode&&\"WGS84\"!==e.datumCode&&(e.datumCode=e.datumCode.toLowerCase()),e}},{\"./constants/PrimeMeridian\":46,\"./constants/units\":47}],59:[function(t,e,i){function n(t,e){var i=o.length;return t.names?(o[i]=t,t.names.forEach(function(t){s[t.toLowerCase()]=i}),this):(console.log(e),!0)}var r=[t(\"./projections/merc\"),t(\"./projections/longlat\")],s={},o=[];i.add=n,i.get=function(t){if(!t)return!1;var e=t.toLowerCase();return\"undefined\"!=typeof s[e]&&o[s[e]]?o[s[e]]:void 0},i.start=function(){r.forEach(n)}},{\"./projections/longlat\":71,\"./projections/merc\":72}],60:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/qsfnz\"),o=t(\"../common/adjust_lon\"),a=t(\"../common/asinz\");i.init=function(){Math.abs(this.lat1+this.lat2)<n||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=r(this.e3,this.sin_po,this.cos_po),this.qs1=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=r(this.e3,this.sin_po,this.cos_po),this.qs2=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=s(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>n?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},i.forward=function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var n=s(this.e3,this.sin_phi,this.cos_phi),r=this.a*Math.sqrt(this.c-this.ns0*n)/this.ns0,a=this.ns0*o(e-this.long0),l=r*Math.sin(a)+this.x0,u=this.rh-r*Math.cos(a)+this.y0;return t.x=l,t.y=u,t},i.inverse=function(t){var e,i,n,r,s,a;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,this.ns0>=0?(e=Math.sqrt(t.x*t.x+t.y*t.y),n=1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),n=-1),r=0,0!==e&&(r=Math.atan2(n*t.x,n*t.y)),n=e*this.ns0/this.a,this.sphere?a=Math.asin((this.c-n*n)/(2*this.ns0)):(i=(this.c-n*n)/this.ns0,a=this.phi1z(this.e3,i)),s=o(r/this.ns0+this.long0),t.x=s,t.y=a,t},i.phi1z=function(t,e){var i,r,s,o,l,u=a(.5*e);if(n>t)return u;for(var h=t*t,c=1;25>=c;c++)if(i=Math.sin(u),r=Math.cos(u),s=t*i,o=1-s*s,l=.5*o*o/r*(e/(1-h)-i/o+.5/t*Math.log((1-s)/(1+s))),u+=l,Math.abs(l)<=1e-7)return u;return null},i.names=[\"Albers_Conic_Equal_Area\",\"Albers\",\"aea\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/msfnz\":34,\"../common/qsfnz\":39}],61:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/mlfn\"),a=t(\"../common/e0fn\"),l=t(\"../common/e1fn\"),u=t(\"../common/e2fn\"),h=t(\"../common/e3fn\"),c=t(\"../common/gN\"),p=t(\"../common/asinz\"),d=t(\"../common/imlfn\");i.init=function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},i.forward=function(t){var e,i,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N=t.x,R=t.y,z=Math.sin(t.y),j=Math.cos(t.y),O=n(N-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=s?(t.x=this.x0+this.a*(r-R)*Math.sin(O),t.y=this.y0-this.a*(r-R)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(t.x=this.x0+this.a*(r+R)*Math.sin(O),t.y=this.y0+this.a*(r+R)*Math.cos(O),t):(T=this.sin_p12*z+this.cos_p12*j*Math.cos(O),C=Math.acos(T),D=C/Math.sin(C),t.x=this.x0+this.a*D*j*Math.sin(O),t.y=this.y0+this.a*D*(this.cos_p12*z-this.sin_p12*j*Math.cos(O)),t):(e=a(this.es),i=l(this.es),p=u(this.es),d=h(this.es),Math.abs(this.sin_p12-1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f-g)*Math.sin(O),t.y=this.y0-(f-g)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f+g)*Math.sin(O),t.y=this.y0+(f+g)*Math.cos(O),t):(m=z/j,_=c(this.a,this.e,this.sin_p12),v=c(this.a,this.e,z),y=Math.atan((1-this.es)*m+this.es*_*this.sin_p12/(v*j)),b=Math.atan2(Math.sin(O),this.cos_p12*Math.tan(y)-this.sin_p12*Math.cos(O)),S=0===b?Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.abs(Math.abs(b)-Math.PI)<=s?-Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.asin(Math.sin(O)*Math.cos(y)/Math.sin(b)),w=this.e*this.sin_p12/Math.sqrt(1-this.es),x=this.e*this.cos_p12*Math.cos(b)/Math.sqrt(1-this.es),k=w*x,M=x*x,A=S*S,P=A*S,E=P*S,I=E*S,C=_*S*(1-A*M*(1-M)/6+P/8*k*(1-2*M)+E/120*(M*(4-7*M)-3*w*w*(1-7*M))-I/48*k),t.x=this.x0+C*Math.sin(b),t.y=this.y0+C*Math.cos(b),t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R;if(this.sphere){if(e=Math.sqrt(t.x*t.x+t.y*t.y),e>2*r*this.a)return;return i=e/this.a,f=Math.sin(i),g=Math.cos(i),m=this.long0,Math.abs(e)<=s?_=this.lat0:(_=p(g*this.sin_p12+t.y*f*this.cos_p12/e),v=Math.abs(this.lat0)-r,m=n(Math.abs(v)<=s?this.lat0>=0?this.long0+Math.atan2(t.x,-t.y):this.long0-Math.atan2(-t.x,t.y):this.long0+Math.atan2(t.x*f,e*this.cos_p12*g-t.y*this.sin_p12*f))),t.x=m,t.y=_,t}return y=a(this.es),b=l(this.es),w=u(this.es),x=h(this.es),Math.abs(this.sin_p12-1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=k-e,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,-1*t.y)),t.x=m,t.y=_,t):Math.abs(this.sin_p12+1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=e-k,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,t.y)),t.x=m,t.y=_,t):(e=Math.sqrt(t.x*t.x+t.y*t.y),T=Math.atan2(t.x,t.y),C=c(this.a,this.e,this.sin_p12),S=Math.cos(T),A=this.e*this.cos_p12*S,P=-A*A/(1-this.es),E=3*this.es*(1-P)*this.sin_p12*this.cos_p12*S/(1-this.es),I=e/C,N=I-P*(1+P)*Math.pow(I,3)/6-E*(1+3*P)*Math.pow(I,4)/24,R=1-P*N*N/2-I*N*N*N/6,D=Math.asin(this.sin_p12*Math.cos(N)+this.cos_p12*Math.sin(N)*S),m=n(this.long0+Math.asin(Math.sin(T)*Math.sin(N)/Math.cos(D))),_=Math.atan((1-this.es*R*this.sin_p12/Math.sin(D))*Math.tan(D)/(1-this.es)),t.x=m,t.y=_,t)},i.names=[\"Azimuthal_Equidistant\",\"aeqd\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],62:[function(t,e,i){var n=t(\"../common/mlfn\"),r=t(\"../common/e0fn\"),s=t(\"../common/e1fn\"),o=t(\"../common/e2fn\"),a=t(\"../common/e3fn\"),l=t(\"../common/gN\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=Math.PI/2,d=1e-10;i.init=function(){this.sphere||(this.e0=r(this.es),this.e1=s(this.es),this.e2=o(this.es),this.e3=a(this.es),this.ml0=this.a*n(this.e0,this.e1,this.e2,this.e3,this.lat0))},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=u(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(s)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(s),Math.cos(r))-this.lat0);else{var o=Math.sin(s),a=Math.cos(s),h=l(this.a,this.e,o),c=Math.tan(s)*Math.tan(s),p=r*Math.cos(s),d=p*p,f=this.es*a*a/(1-this.es),g=this.a*n(this.e0,this.e1,this.e2,this.e3,s);e=h*p*(1-d*c*(1/6-(8-c+8*f)*d/120)),i=g-this.ml0+h*o/a*d*(.5+(5-c+6*f)*d/24)}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,n=t.x/this.a,r=t.y/this.a;if(this.sphere){var s=r+this.lat0;e=Math.asin(Math.sin(s)*Math.cos(n)),i=Math.atan2(Math.tan(n),Math.cos(s))}else{var o=this.ml0/this.a+r,a=c(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(a)-p)<=d)return t.x=this.long0,t.y=p,0>r&&(t.y*=-1),t;var f=l(this.a,this.e,Math.sin(a)),g=f*f*f/this.a/this.a*(1-this.es),m=Math.pow(Math.tan(a),2),_=n*this.a/f,v=_*_;e=a-f*Math.tan(a)/g*_*_*(.5-(1+3*m)*_*_/24),i=_*(1-v*(m/3+(1+3*m)*m*v/15))/Math.cos(a)}return t.x=u(i+this.long0),t.y=h(e),t},i.names=[\"Cassini\",\"Cassini_Soldner\",\"cass\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],63:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/qsfnz\"),s=t(\"../common/msfnz\"),o=t(\"../common/iqsfnz\");i.init=function(){this.sphere||(this.k0=s(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},i.forward=function(t){var e,i,s=t.x,o=t.y,a=n(s-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(o)/Math.cos(this.lat_ts);else{var l=r(this.e,Math.sin(o));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*l*.5/this.k0}return t.x=e,t.y=i,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i;return this.sphere?(e=n(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=o(this.e,2*t.y*this.k0/this.a),e=n(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},i.names=[\"cea\"]},{\"../common/adjust_lon\":24,\"../common/iqsfnz\":32,\"../common/msfnz\":34,\"../common/qsfnz\":39}],64:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\");i.init=function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||\"Equidistant Cylindrical (Plate Carre)\",this.rc=Math.cos(this.lat_ts)},i.forward=function(t){var e=t.x,i=t.y,s=n(e-this.long0),o=r(i-this.lat0);return t.x=this.x0+this.a*s*this.rc,t.y=this.y0+this.a*o,t},i.inverse=function(t){var e=t.x,i=t.y;return t.x=n(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=r(this.lat0+(i-this.y0)/this.a),t},i.names=[\"Equirectangular\",\"Equidistant_Cylindrical\",\"eqc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24}],65:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/msfnz\"),l=t(\"../common/mlfn\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=1e-10;i.init=function(){Math.abs(this.lat1+this.lat2)<p||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=a(this.e,this.sinphi,this.cosphi),this.ml1=l(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<p?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=a(this.e,this.sinphi,this.cosphi),this.ml2=l(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=l(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},i.forward=function(t){var e,i=t.x,n=t.y;if(this.sphere)e=this.a*(this.g-n);else{var r=l(this.e0,this.e1,this.e2,this.e3,n);e=this.a*(this.g-r)}var s=this.ns*u(i-this.long0),o=this.x0+e*Math.sin(s),a=this.y0+this.rh-e*Math.cos(s);return t.x=o,t.y=a,t},i.inverse=function(t){t.x-=this.x0,t.y=this.rh-t.y+this.y0;var e,i,n,r;this.ns>=0?(i=Math.sqrt(t.x*t.x+t.y*t.y),e=1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),e=-1);var s=0;if(0!==i&&(s=Math.atan2(e*t.x,e*t.y)),this.sphere)return r=u(this.long0+s/this.ns),n=h(this.g-i/this.a),t.x=r,t.y=n,t;var o=this.g-i/this.a;return n=c(o,this.e0,this.e1,this.e2,this.e3),r=u(this.long0+s/this.ns),t.x=r,t.y=n,t},i.names=[\"Equidistant_Conic\",\"eqdc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/imlfn\":31,\"../common/mlfn\":33,\"../common/msfnz\":34}],66:[function(t,e,i){var n=Math.PI/4,r=t(\"../common/srat\"),s=Math.PI/2,o=20;i.init=function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+n)/(Math.pow(Math.tan(.5*this.lat0+n),this.C)*r(this.e*t,this.ratexp))},i.forward=function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+n),this.C)*r(this.e*Math.sin(i),this.ratexp))-s,t.x=this.C*e,t},i.inverse=function(t){for(var e=1e-14,i=t.x/this.C,a=t.y,l=Math.pow(Math.tan(.5*a+n)/this.K,1/this.C),u=o;u>0&&(a=2*Math.atan(l*r(this.e*Math.sin(t.y),-.5*this.e))-s,!(Math.abs(a-t.y)<e));--u)t.y=a;return u?(t.x=i,t.y=a,t):null},i.names=[\"gauss\"]},{\"../common/srat\":41}],67:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10,s=t(\"../common/asinz\");i.init=function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},i.forward=function(t){var e,i,s,o,a,l,u,h,c=t.x,p=t.y;return s=n(c-this.long0),e=Math.sin(p),i=Math.cos(p),o=Math.cos(s),l=this.sin_p14*e+this.cos_p14*i*o,a=1,l>0||Math.abs(l)<=r?(u=this.x0+this.a*a*i*Math.sin(s)/l,h=this.y0+this.a*a*(this.cos_p14*e-this.sin_p14*i*o)/l):(u=this.x0+this.infinity_dist*i*Math.sin(s),h=this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*o)),t.x=u,t.y=h,t},i.inverse=function(t){var e,i,r,o,a,l;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,(e=Math.sqrt(t.x*t.x+t.y*t.y))?(o=Math.atan2(e,this.rc),i=Math.sin(o),r=Math.cos(o),l=s(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),a=n(this.long0+a)):(l=this.phic0,a=0),t.x=a,t.y=l,t},i.names=[\"gnom\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],68:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},i.forward=function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=n(u-this.long0);return e=Math.pow((1+this.e*Math.sin(h))/(1-this.e*Math.sin(h)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(h/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,s=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),o=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(s)),a=this.n*o,l=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(s/2+this.s45),this.n),t.y=l*Math.cos(a)/1,t.x=l*Math.sin(a)/1,this.czech||(t.y*=-1,t.x*=-1),t},i.inverse=function(t){var e,i,n,r,s,o,a,l,u=t.x;t.x=t.y,t.y=u,this.czech||(t.y*=-1,t.x*=-1),o=Math.sqrt(t.x*t.x+t.y*t.y),s=Math.atan2(t.y,t.x),r=s/Math.sin(this.s0),n=2*(Math.atan(Math.pow(this.ro0/o,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(n)-Math.sin(this.ad)*Math.cos(n)*Math.cos(r)),i=Math.asin(Math.cos(n)*Math.sin(r)/Math.cos(e)),t.x=this.long0-i/this.alfa,a=e,l=0;var h=0;do t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(a))/(1-this.e*Math.sin(a)),this.e/2))-this.s45),Math.abs(a-t.y)<1e-10&&(l=1),a=t.y,h+=1;while(0===l&&15>h);return h>=15?null:t},i.names=[\"Krovak\",\"krovak\"]},{\"../common/adjust_lon\":24}],69:[function(t,e,i){var n=Math.PI/2,r=Math.PI/4,s=1e-10,o=t(\"../common/qsfnz\"),a=t(\"../common/adjust_lon\");i.S_POLE=1,i.N_POLE=2,i.EQUIT=3,i.OBLIQ=4,i.init=function(){var t=Math.abs(this.lat0);if(Math.abs(t-n)<s?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(t)<s?this.mode=this.EQUIT:this.mode=this.OBLIQ,this.es>0){var e;switch(this.qp=o(this.e,1),this.mmf=.5/(1-this.es),this.apa=this.authset(this.es),this.mode){case this.N_POLE:this.dd=1;break;case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),e=Math.sin(this.lat0),this.sinb1=o(this.e,e)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*e*e)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},i.forward=function(t){var e,i,l,u,h,c,p,d,f,g,m=t.x,_=t.y;if(m=a(m-this.long0),this.sphere){if(h=Math.sin(_),g=Math.cos(_),l=Math.cos(m),this.mode===this.OBLIQ||this.mode===this.EQUIT){if(i=this.mode===this.EQUIT?1+g*l:1+this.sinph0*h+this.cosph0*g*l,s>=i)return null;i=Math.sqrt(2/i),e=i*g*Math.sin(m),i*=this.mode===this.EQUIT?h:this.cosph0*h-this.sinph0*g*l}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(l=-l),Math.abs(_+this.phi0)<s)return null;i=r-.5*_,i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)),e=i*Math.sin(m),i*=l}}else{switch(p=0,d=0,f=0,l=Math.cos(m),u=Math.sin(m),h=Math.sin(_),c=o(this.e,h),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(p=c/this.qp,d=Math.sqrt(1-p*p)),this.mode){case this.OBLIQ:f=1+this.sinb1*p+this.cosb1*d*l;break;case this.EQUIT:f=1+d*l;break;case this.N_POLE:f=n+_,c=this.qp-c;break;case this.S_POLE:f=_-n,c=this.qp+c}if(Math.abs(f)<s)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:f=Math.sqrt(2/f),i=this.mode===this.OBLIQ?this.ymf*f*(this.cosb1*p-this.sinb1*d*l):(f=Math.sqrt(2/(1+d*l)))*p*this.ymf,e=this.xmf*f*d*u;break;case this.N_POLE:case this.S_POLE:c>=0?(e=(f=Math.sqrt(c))*u,i=l*(this.mode===this.S_POLE?f:-f)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,o,l,u,h,c=t.x/this.a,p=t.y/this.a;if(this.sphere){var d,f=0,g=0;if(d=Math.sqrt(c*c+p*p),i=.5*d,i>1)return null;switch(i=2*Math.asin(i),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(g=Math.sin(i),f=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(d)<=s?0:Math.asin(p*g/d),c*=g,p=f*d;break;case this.OBLIQ:i=Math.abs(d)<=s?this.phi0:Math.asin(f*this.sinph0+p*g*this.cosph0/d),c*=g*this.cosph0,p=(f-Math.sin(i)*this.sinph0)*d;break;case this.N_POLE:p=-p,i=n-i;break;case this.S_POLE:i-=n}e=0!==p||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(c,p):0}else{if(h=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(c/=this.dd,p*=this.dd,u=Math.sqrt(c*c+p*p),s>u)return t.x=0,t.y=this.phi0,t;o=2*Math.asin(.5*u/this.rq),r=Math.cos(o),c*=o=Math.sin(o),this.mode===this.OBLIQ?(h=r*this.sinb1+p*o*this.cosb1/u,l=this.qp*h,p=u*this.cosb1*r-p*this.sinb1*o):(h=p*o/u,l=this.qp*h,p=u*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(p=-p),l=c*c+p*p,!l)return t.x=0,t.y=this.phi0,t;h=1-l/this.qp,this.mode===this.S_POLE&&(h=-h)}e=Math.atan2(c,p),i=this.authlat(Math.asin(h),this.apa)}return t.x=a(this.long0+e),t.y=i,t},i.P00=.3333333333333333,i.P01=.17222222222222222,i.P02=.10257936507936508,i.P10=.06388888888888888,i.P11=.0664021164021164,i.P20=.016415012942191543,i.authset=function(t){var e,i=[];return i[0]=t*this.P00,e=t*t,i[0]+=e*this.P01,i[1]=e*this.P10,e*=t,i[0]+=e*this.P02,i[1]+=e*this.P11,i[2]=e*this.P20,i},i.authlat=function(t,e){var i=t+t;return t+e[0]*Math.sin(i)+e[1]*Math.sin(i+i)+e[2]*Math.sin(i+i+i)},i.names=[\"Lambert Azimuthal Equal Area\",\"Lambert_Azimuthal_Equal_Area\",\"laea\"]},{\"../common/adjust_lon\":24,\"../common/qsfnz\":39}],70:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/tsfnz\"),o=Math.PI/2,a=t(\"../common/sign\"),l=t(\"../common/adjust_lon\"),u=t(\"../common/phi2z\");i.init=function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<n)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),o=r(this.e,e,i),a=s(this.e,this.lat1,e),l=Math.sin(this.lat2),u=Math.cos(this.lat2),h=r(this.e,l,u),c=s(this.e,this.lat2,l),p=s(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>n?this.ns=Math.log(o/h)/Math.log(a/c):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=o/(this.ns*Math.pow(a,this.ns)),this.rh=this.a*this.f0*Math.pow(p,this.ns),this.title||(this.title=\"Lambert Conformal Conic\")}},i.forward=function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=n&&(i=a(i)*(o-2*n));var r,u,h=Math.abs(Math.abs(i)-o);if(h>n)r=s(this.e,i,Math.sin(i)),u=this.a*this.f0*Math.pow(r,this.ns);else{if(h=i*this.ns,0>=h)return null;u=0}var c=this.ns*l(e-this.long0);return t.x=this.k0*(u*Math.sin(c))+this.x0,t.y=this.k0*(this.rh-u*Math.cos(c))+this.y0,t},i.inverse=function(t){var e,i,n,r,s,a=(t.x-this.x0)/this.k0,h=this.rh-(t.y-this.y0)/this.k0;this.ns>0?(e=Math.sqrt(a*a+h*h),i=1):(e=-Math.sqrt(a*a+h*h),i=-1);var c=0;if(0!==e&&(c=Math.atan2(i*a,i*h)),0!==e||this.ns>0){if(i=1/this.ns,n=Math.pow(e/(this.a*this.f0),i),r=u(this.e,n),-9999===r)return null}else r=-o;return s=l(c/this.ns+this.long0),t.x=s,t.y=r,t},i.names=[\"Lambert Tangential Conformal Conic Projection\",\"Lambert_Conformal_Conic\",\"Lambert_Conformal_Conic_2SP\",\"lcc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],71:[function(t,e,i){function n(t){return t}i.init=function(){},i.forward=n,i.inverse=n,i.names=[\"longlat\",\"identity\"]},{}],72:[function(t,e,i){var n=t(\"../common/msfnz\"),r=Math.PI/2,s=1e-10,o=57.29577951308232,a=t(\"../common/adjust_lon\"),l=Math.PI/4,u=t(\"../common/tsfnz\"),h=t(\"../common/phi2z\");i.init=function(){var t=this.b/this.a;this.es=1-t*t,\"x0\"in this||(this.x0=0),\"y0\"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=n(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)},i.forward=function(t){var e=t.x,i=t.y;if(i*o>90&&-90>i*o&&e*o>180&&-180>e*o)return null;var n,h;if(Math.abs(Math.abs(i)-r)<=s)return null;if(this.sphere)n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0+this.a*this.k0*Math.log(Math.tan(l+.5*i));else{var c=Math.sin(i),p=u(this.e,i,c);n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0-this.a*this.k0*Math.log(p)}return t.x=n,t.y=h,t},i.inverse=function(t){var e,i,n=t.x-this.x0,s=t.y-this.y0;if(this.sphere)i=r-2*Math.atan(Math.exp(-s/(this.a*this.k0)));else{var o=Math.exp(-s/(this.a*this.k0));if(i=h(this.e,o),-9999===i)return null}return e=a(this.long0+n/(this.a*this.k0)),t.x=e,t.y=i,t},i.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/tsfnz\":43}],73:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){},i.forward=function(t){var e=t.x,i=t.y,r=n(e-this.long0),s=this.x0+this.a*r,o=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=s,t.y=o,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e=n(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},i.names=[\"Miller_Cylindrical\",\"mill\"]},{\"../common/adjust_lon\":24}],74:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10;i.init=function(){},i.forward=function(t){for(var e=t.x,i=t.y,s=n(e-this.long0),o=i,a=Math.PI*Math.sin(i),l=0;!0;l++){var u=-(o+Math.sin(o)-a)/(1+Math.cos(o));if(o+=u,Math.abs(u)<r)break}o/=2,Math.PI/2-Math.abs(i)<r&&(s=0);var h=.900316316158*this.a*s*Math.cos(o)+this.x0,c=1.4142135623731*this.a*Math.sin(o)+this.y0;return t.x=h,t.y=c,t},i.inverse=function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),Math.abs(i)>.999999999999&&(i=.999999999999),e=Math.asin(i);var r=n(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,Math.abs(i)>1&&(i=1);var s=Math.asin(i);return t.x=r,t.y=s,t},i.names=[\"Mollweide\",\"moll\"]},{\"../common/adjust_lon\":24}],75:[function(t,e,i){var n=484813681109536e-20;i.iterations=1,i.init=function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,\n",
+       "        this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},i.forward=function(t){var e,i=t.x,r=t.y,s=r-this.lat0,o=i-this.long0,a=s/n*1e-5,l=o,u=1,h=0;for(e=1;10>=e;e++)u*=a,h+=this.A[e]*u;var c,p,d=h,f=l,g=1,m=0,_=0,v=0;for(e=1;6>=e;e++)c=g*d-m*f,p=m*d+g*f,g=c,m=p,_=_+this.B_re[e]*g-this.B_im[e]*m,v=v+this.B_im[e]*g+this.B_re[e]*m;return t.x=v*this.a+this.x0,t.y=_*this.a+this.y0,t},i.inverse=function(t){var e,i,r,s=t.x,o=t.y,a=s-this.x0,l=o-this.y0,u=l/this.a,h=a/this.a,c=1,p=0,d=0,f=0;for(e=1;6>=e;e++)i=c*u-p*h,r=p*u+c*h,c=i,p=r,d=d+this.C_re[e]*c-this.C_im[e]*p,f=f+this.C_im[e]*c+this.C_re[e]*p;for(var g=0;g<this.iterations;g++){var m,_,v=d,y=f,b=u,w=h;for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,b+=(e-1)*(this.B_re[e]*v-this.B_im[e]*y),w+=(e-1)*(this.B_im[e]*v+this.B_re[e]*y);v=1,y=0;var x=this.B_re[1],k=this.B_im[1];for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,x+=e*(this.B_re[e]*v-this.B_im[e]*y),k+=e*(this.B_im[e]*v+this.B_re[e]*y);var M=x*x+k*k;d=(b*x+w*k)/M,f=(w*x-b*k)/M}var C=d,D=f,T=1,S=0;for(e=1;9>=e;e++)T*=C,S+=this.D[e]*T;var A=this.lat0+S*n*1e5,P=this.long0+D;return t.x=P,t.y=A,t},i.names=[\"New_Zealand_Map_Grid\",\"nzmg\"]},{}],76:[function(t,e,i){var n=t(\"../common/tsfnz\"),r=t(\"../common/adjust_lon\"),s=t(\"../common/phi2z\"),o=Math.PI/2,a=Math.PI/4,l=1e-10;i.init=function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var s=n(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));1>o*o&&(o=1);var a,l;if(isNaN(this.longc)){var u=n(this.e,this.lat1,Math.sin(this.lat1)),h=n(this.e,this.lat2,Math.sin(this.lat2));this.lat0>=0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(s,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(s,this.bl);var c=Math.pow(u,this.bl),p=Math.pow(h,this.bl);a=this.el/c,l=.5*(a-1/a);var d=(this.el*this.el-p*c)/(this.el*this.el+p*c),f=(p-c)/(p+c),g=r(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(d*Math.tan(.5*this.bl*g)/f)/this.bl,this.long0=r(this.long0);var m=r(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*m)/l),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else a=this.lat0>=0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=a*Math.pow(s,this.bl),l=.5*(a-1/a),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(l*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:this.lat0>=0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},i.forward=function(t){var e,i,s,u=t.x,h=t.y,c=r(u-this.long0);if(Math.abs(Math.abs(h)-o)<=l)s=h>0?-1:1,i=this.al/this.bl*Math.log(Math.tan(a+s*this.gamma0*.5)),e=-1*s*o*this.al/this.bl;else{var p=n(this.e,h,Math.sin(h)),d=this.el/Math.pow(p,this.bl),f=.5*(d-1/d),g=.5*(d+1/d),m=Math.sin(this.bl*c),_=(f*Math.sin(this.gamma0)-m*Math.cos(this.gamma0))/g;i=Math.abs(Math.abs(_)-1)<=l?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-_)/(1+_))/this.bl,e=Math.abs(Math.cos(this.bl*c))<=l?this.al*this.bl*c:this.al*Math.atan2(f*Math.cos(this.gamma0)+m*Math.sin(this.gamma0),Math.cos(this.bl*c))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},i.inverse=function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var n=Math.exp(-1*this.bl*i/this.al),a=.5*(n-1/n),u=.5*(n+1/n),h=Math.sin(this.bl*e/this.al),c=(h*Math.cos(this.gamma0)+a*Math.sin(this.gamma0))/u,p=Math.pow(this.el/Math.sqrt((1+c)/(1-c)),1/this.bl);return Math.abs(c-1)<l?(t.x=this.long0,t.y=o):Math.abs(c+1)<l?(t.x=this.long0,t.y=-1*o):(t.y=s(this.e,p),t.x=r(this.long0-Math.atan2(a*Math.cos(this.gamma0)-h*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},i.names=[\"Hotine_Oblique_Mercator\",\"Hotine Oblique Mercator\",\"Hotine_Oblique_Mercator_Azimuth_Natural_Origin\",\"Hotine_Oblique_Mercator_Azimuth_Center\",\"omerc\"]},{\"../common/adjust_lon\":24,\"../common/phi2z\":35,\"../common/tsfnz\":43}],77:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/adjust_lon\"),l=t(\"../common/adjust_lat\"),u=t(\"../common/mlfn\"),h=1e-10,c=t(\"../common/gN\"),p=20;i.init=function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*u(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=a(r-this.long0);if(n=o*Math.sin(s),this.sphere)Math.abs(s)<=h?(e=this.a*o,i=-1*this.a*this.lat0):(e=this.a*Math.sin(n)/Math.tan(s),i=this.a*(l(s-this.lat0)+(1-Math.cos(n))/Math.tan(s)));else if(Math.abs(s)<=h)e=this.a*o,i=-1*this.ml0;else{var p=c(this.a,this.e,Math.sin(s))/Math.tan(s);e=p*Math.sin(n),i=this.a*u(this.e0,this.e1,this.e2,this.e3,s)-this.ml0+p*(1-Math.cos(n))}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){var e,i,n,r,s,o,l,c,d;if(n=t.x-this.x0,r=t.y-this.y0,this.sphere)if(Math.abs(r+this.a*this.lat0)<=h)e=a(n/this.a+this.long0),i=0;else{o=this.lat0+r/this.a,l=n*n/this.a/this.a+o*o,c=o;var f;for(s=p;s;--s)if(f=Math.tan(c),d=-1*(o*(c*f+1)-c-.5*(c*c+l)*f)/((c-o)/f-1),c+=d,Math.abs(d)<=h){i=c;break}e=a(this.long0+Math.asin(n*Math.tan(c)/this.a)/Math.sin(i))}else if(Math.abs(r+this.ml0)<=h)i=0,e=a(this.long0+n/this.a);else{o=(this.ml0+r)/this.a,l=n*n/this.a/this.a+o*o,c=o;var g,m,_,v,y;for(s=p;s;--s)if(y=this.e*Math.sin(c),g=Math.sqrt(1-y*y)*Math.tan(c),m=this.a*u(this.e0,this.e1,this.e2,this.e3,c),_=this.e0-2*this.e1*Math.cos(2*c)+4*this.e2*Math.cos(4*c)-6*this.e3*Math.cos(6*c),v=m/this.a,d=(o*(g*v+1)-v-.5*g*(v*v+l))/(this.es*Math.sin(2*c)*(v*v+l-2*o*v)/(4*g)+(o-v)*(g*_-2/Math.sin(2*c))-_),c-=d,Math.abs(d)<=h){i=c;break}g=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=a(this.long0+Math.asin(n*g/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},i.names=[\"Polyconic\",\"poly\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/mlfn\":33}],78:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\"),s=t(\"../common/pj_enfn\"),o=20,a=t(\"../common/pj_mlfn\"),l=t(\"../common/pj_inv_mlfn\"),u=Math.PI/2,h=1e-10,c=t(\"../common/asinz\");i.init=function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=s(this.es)},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=n(r-this.long0),this.sphere){if(this.m)for(var l=this.n*Math.sin(s),u=o;u;--u){var c=(this.m*s+Math.sin(s)-l)/(this.m+Math.cos(s));if(s-=c,Math.abs(c)<h)break}else s=1!==this.n?Math.asin(this.n*Math.sin(s)):s;e=this.a*this.C_x*r*(this.m+Math.cos(s)),i=this.a*this.C_y*s}else{var p=Math.sin(s),d=Math.cos(s);i=this.a*a(s,p,d,this.en),e=this.a*r*d/Math.sqrt(1-this.es*p*p)}return t.x=e,t.y=i,t},i.inverse=function(t){var e,i,s,o;return t.x-=this.x0,s=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,s/=this.C_x*(this.m+Math.cos(e)),this.m?e=c((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=c(Math.sin(e)/this.n)),s=n(s+this.long0),e=r(e)):(e=l(t.y/this.a,this.es,this.en),o=Math.abs(e),u>o?(o=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*o*o)/(this.a*Math.cos(e)),s=n(i)):u>o-h&&(s=this.long0)),t.x=s,t.y=e,t},i.names=[\"Sinusoidal\",\"sinu\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/pj_enfn\":36,\"../common/pj_inv_mlfn\":37,\"../common/pj_mlfn\":38}],79:[function(t,e,i){i.init=function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,n=this.rf,r=1/n,s=2*r-Math.pow(r,2),o=this.e=Math.sqrt(s);this.R=this.k0*i*Math.sqrt(1-s)/(1-s*Math.pow(e,2)),this.alpha=Math.sqrt(1+s/(1-s)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var a=Math.log(Math.tan(Math.PI/4+this.b0/2)),l=Math.log(Math.tan(Math.PI/4+t/2)),u=Math.log((1+o*e)/(1-o*e));this.K=a-this.alpha*l+this.alpha*o/2*u},i.forward=function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),n=-this.alpha*(e+i)+this.K,r=2*(Math.atan(Math.exp(n))-Math.PI/4),s=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(s)/(Math.sin(this.b0)*Math.tan(r)+Math.cos(this.b0)*Math.cos(s))),a=Math.asin(Math.cos(this.b0)*Math.sin(r)-Math.sin(this.b0)*Math.cos(r)*Math.cos(s));return t.y=this.R/2*Math.log((1+Math.sin(a))/(1-Math.sin(a)))+this.y0,t.x=this.R*o+this.x0,t},i.inverse=function(t){for(var e=t.x-this.x0,i=t.y-this.y0,n=e/this.R,r=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),s=Math.asin(Math.cos(this.b0)*Math.sin(r)+Math.sin(this.b0)*Math.cos(r)*Math.cos(n)),o=Math.atan(Math.sin(n)/(Math.cos(this.b0)*Math.cos(n)-Math.sin(this.b0)*Math.tan(r))),a=this.lambda0+o/this.alpha,l=0,u=s,h=-1e3,c=0;Math.abs(u-h)>1e-7;){if(++c>20)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+s/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),h=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=a,t.y=u,t},i.names=[\"somerc\"]},{}],80:[function(t,e,i){var n=Math.PI/2,r=1e-10,s=t(\"../common/sign\"),o=t(\"../common/msfnz\"),a=t(\"../common/tsfnz\"),l=t(\"../common/phi2z\"),u=t(\"../common/adjust_lon\");i.ssfn_=function(t,e,i){return e*=i,Math.tan(.5*(n+t))*Math.pow((1-e)/(1+e),.5*i)},i.init=function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*(1+s(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=r&&(this.lat0>0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*this.cons*o(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/a(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=o(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-n,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},i.forward=function(t){var e,i,s,o,l,h,c=t.x,p=t.y,d=Math.sin(p),f=Math.cos(p),g=u(c-this.long0);return Math.abs(Math.abs(c-this.long0)-Math.PI)<=r&&Math.abs(p+this.lat0)<=r?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*d+this.coslat0*f*Math.cos(g)),t.x=this.a*e*f*Math.sin(g)+this.x0,t.y=this.a*e*(this.coslat0*d-this.sinlat0*f*Math.cos(g))+this.y0,t):(i=2*Math.atan(this.ssfn_(p,d,this.e))-n,o=Math.cos(i),s=Math.sin(i),Math.abs(this.coslat0)<=r?(l=a(this.e,p*this.con,this.con*d),h=2*this.a*this.k0*l/this.cons,t.x=this.x0+h*Math.sin(c-this.long0),t.y=this.y0-this.con*h*Math.cos(c-this.long0),t):(Math.abs(this.sinlat0)<r?(e=2*this.a*this.k0/(1+o*Math.cos(g)),t.y=e*s):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*s+this.cosX0*o*Math.cos(g))),t.y=e*(this.cosX0*s-this.sinX0*o*Math.cos(g))+this.y0),t.x=e*o*Math.sin(g)+this.x0,t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,s,o,a,h=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var c=2*Math.atan(h/(.5*this.a*this.k0));return e=this.long0,i=this.lat0,r>=h?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(c)*this.sinlat0+t.y*Math.sin(c)*this.coslat0/h),e=u(Math.abs(this.coslat0)<r?this.lat0>0?this.long0+Math.atan2(t.x,-1*t.y):this.long0+Math.atan2(t.x,t.y):this.long0+Math.atan2(t.x*Math.sin(c),h*this.coslat0*Math.cos(c)-t.y*this.sinlat0*Math.sin(c))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=r){if(r>=h)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,s=h*this.cons/(2*this.a*this.k0),i=this.con*l(this.e,s),e=this.con*u(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else o=2*Math.atan(h*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,r>=h?a=this.X0:(a=Math.asin(Math.cos(o)*this.sinX0+t.y*Math.sin(o)*this.cosX0/h),e=u(this.long0+Math.atan2(t.x*Math.sin(o),h*this.cosX0*Math.cos(o)-t.y*this.sinX0*Math.sin(o)))),i=-1*l(this.e,Math.tan(.5*(n+a)));return t.x=e,t.y=i,t},i.names=[\"stere\",\"Stereographic_South_Pole\",\"Polar Stereographic (variant B)\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],81:[function(t,e,i){var n=t(\"./gauss\"),r=t(\"../common/adjust_lon\");i.init=function(){n.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title=\"Oblique Stereographic Alternative\"))},i.forward=function(t){var e,i,s,o;return t.x=r(t.x-this.long0),n.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),s=Math.cos(t.x),o=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*s),t.x=o*i*Math.sin(t.x),t.y=o*(this.cosc0*e-this.sinc0*i*s),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},i.inverse=function(t){var e,i,s,o,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var l=2*Math.atan2(a,this.R2);e=Math.sin(l),i=Math.cos(l),o=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),s=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else o=this.phic0,s=0;return t.x=s,t.y=o,n.inverse.apply(this,[t]),t.x=r(t.x+this.long0),t},i.names=[\"Stereographic_North_Pole\",\"Oblique_Stereographic\",\"Polar_Stereographic\",\"sterea\",\"Oblique Stereographic Alternative\"]},{\"../common/adjust_lon\":24,\"./gauss\":66}],82:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/mlfn\"),l=t(\"../common/adjust_lon\"),u=Math.PI/2,h=1e-10,c=t(\"../common/sign\"),p=t(\"../common/asinz\");i.init=function(){this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*a(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=l(r-this.long0),u=Math.sin(s),h=Math.cos(s);if(this.sphere){var c=h*Math.sin(o);if(Math.abs(Math.abs(c)-1)<1e-10)return 93;i=.5*this.a*this.k0*Math.log((1+c)/(1-c)),e=Math.acos(h*Math.cos(o)/Math.sqrt(1-c*c)),0>s&&(e=-e),n=this.a*this.k0*(e-this.lat0)}else{var p=h*o,d=Math.pow(p,2),f=this.ep2*Math.pow(h,2),g=Math.tan(s),m=Math.pow(g,2);e=1-this.es*Math.pow(u,2);var _=this.a/Math.sqrt(e),v=this.a*a(this.e0,this.e1,this.e2,this.e3,s);i=this.k0*_*p*(1+d/6*(1-m+f+d/20*(5-18*m+Math.pow(m,2)+72*f-58*this.ep2)))+this.x0,n=this.k0*(v-this.ml0+_*g*(d*(.5+d/24*(5-m+9*f+4*Math.pow(f,2)+d/30*(61-58*m+Math.pow(m,2)+600*f-330*this.ep2)))))+this.y0}return t.x=i,t.y=n,t},i.inverse=function(t){var e,i,n,r,s,o,a=6;if(this.sphere){var d=Math.exp(t.x/(this.a*this.k0)),f=.5*(d-1/d),g=this.lat0+t.y/(this.a*this.k0),m=Math.cos(g);e=Math.sqrt((1-m*m)/(1+f*f)),s=p(e),0>g&&(s=-s),o=0===f&&0===m?this.long0:l(Math.atan2(f,m)+this.long0)}else{var _=t.x-this.x0,v=t.y-this.y0;for(e=(this.ml0+v/this.k0)/this.a,i=e,r=0;!0&&(n=(e+this.e1*Math.sin(2*i)-this.e2*Math.sin(4*i)+this.e3*Math.sin(6*i))/this.e0-i,i+=n,!(Math.abs(n)<=h));r++)if(r>=a)return 95;if(Math.abs(i)<u){var y=Math.sin(i),b=Math.cos(i),w=Math.tan(i),x=this.ep2*Math.pow(b,2),k=Math.pow(x,2),M=Math.pow(w,2),C=Math.pow(M,2);e=1-this.es*Math.pow(y,2);var D=this.a/Math.sqrt(e),T=D*(1-this.es)/e,S=_/(D*this.k0),A=Math.pow(S,2);s=i-D*w*A/T*(.5-A/24*(5+3*M+10*x-4*k-9*this.ep2-A/30*(61+90*M+298*x+45*C-252*this.ep2-3*k))),o=l(this.long0+S*(1-A/6*(1+2*M+x-A/20*(5-2*x+28*M-3*k+8*this.ep2+24*C)))/b)}else s=u*c(v),o=this.long0}return t.x=o,t.y=s,t},i.names=[\"Transverse_Mercator\",\"Transverse Mercator\",\"tmerc\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/mlfn\":33,\"../common/sign\":40}],83:[function(t,e,i){var n=.017453292519943295,r=t(\"./tmerc\");i.dependsOn=\"tmerc\",i.init=function(){this.zone&&(this.lat0=0,this.long0=(6*Math.abs(this.zone)-183)*n,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,r.init.apply(this),this.forward=r.forward,this.inverse=r.inverse)},i.names=[\"Universal Transverse Mercator System\",\"utm\"]},{\"./tmerc\":82}],84:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/asinz\");i.init=function(){this.R=this.a},i.forward=function(t){var e,i,a=t.x,l=t.y,u=n(a-this.long0);Math.abs(l)<=s&&(e=this.x0+this.R*u,i=this.y0);var h=o(2*Math.abs(l/Math.PI));(Math.abs(u)<=s||Math.abs(Math.abs(l)-r)<=s)&&(e=this.x0,i=l>=0?this.y0+Math.PI*this.R*Math.tan(.5*h):this.y0+Math.PI*this.R*-Math.tan(.5*h));var c=.5*Math.abs(Math.PI/u-u/Math.PI),p=c*c,d=Math.sin(h),f=Math.cos(h),g=f/(d+f-1),m=g*g,_=g*(2/d-1),v=_*_,y=Math.PI*this.R*(c*(g-v)+Math.sqrt(p*(g-v)*(g-v)-(v+p)*(m-v)))/(v+p);0>u&&(y=-y),e=this.x0+y;var b=p+g;return y=Math.PI*this.R*(_*b-c*Math.sqrt((v+p)*(p+1)-b*b))/(v+p),i=l>=0?this.y0+y:this.y0-y,t.x=e,t.y=i,t},i.inverse=function(t){var e,i,r,o,a,l,u,h,c,p,d,f,g;return t.x-=this.x0,t.y-=this.y0,d=Math.PI*this.R,r=t.x/d,o=t.y/d,a=r*r+o*o,l=-Math.abs(o)*(1+a),u=l-2*o*o+r*r,h=-2*l+1+2*o*o+a*a,g=o*o/h+(2*u*u*u/h/h/h-9*l*u/h/h)/27,c=(l-u*u/3/h)/h,p=2*Math.sqrt(-c/3),d=3*g/c/p,Math.abs(d)>1&&(d=d>=0?1:-1),f=Math.acos(d)/3,i=t.y>=0?(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI:-(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI,e=Math.abs(r)<s?this.long0:n(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-o*o)+a*a))/2/r),t.x=e,t.y=i,t},i.names=[\"Van_der_Grinten_I\",\"VanDerGrinten\",\"vandg\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],85:[function(t,e,i){var n=.017453292519943295,r=57.29577951308232,s=1,o=2,a=t(\"./datum_transform\"),l=t(\"./adjust_axis\"),u=t(\"./Proj\"),h=t(\"./common/toPoint\");e.exports=function c(t,e,i){function p(t,e){return(t.datum.datum_type===s||t.datum.datum_type===o)&&\"WGS84\"!==e.datumCode}var d;return Array.isArray(i)&&(i=h(i)),t.datum&&e.datum&&(p(t,e)||p(e,t))&&(d=new u(\"WGS84\"),c(t,d,i),t=d),\"enu\"!==t.axis&&l(t,!1,i),\"longlat\"===t.projName?(i.x*=n,i.y*=n):(t.to_meter&&(i.x*=t.to_meter,i.y*=t.to_meter),t.inverse(i)),t.from_greenwich&&(i.x+=t.from_greenwich),i=a(t.datum,e.datum,i),e.from_greenwich&&(i.x-=e.from_greenwich),\"longlat\"===e.projName?(i.x*=r,i.y*=r):(e.forward(i),e.to_meter&&(i.x/=e.to_meter,i.y/=e.to_meter)),\"enu\"!==e.axis&&l(e,!0,i),i}},{\"./Proj\":21,\"./adjust_axis\":22,\"./common/toPoint\":42,\"./datum_transform\":50}],86:[function(t,e,i){function n(t,e,i){t[e]=i.map(function(t){var e={};return r(t,e),e}).reduce(function(t,e){return u(t,e)},{})}function r(t,e){var i;return Array.isArray(t)?(i=t.shift(),\"PARAMETER\"===i&&(i=t.shift()),1===t.length?Array.isArray(t[0])?(e[i]={},r(t[0],e[i])):e[i]=t[0]:t.length?\"TOWGS84\"===i?e[i]=t:(e[i]={},[\"UNIT\",\"PRIMEM\",\"VERT_DATUM\"].indexOf(i)>-1?(e[i]={name:t[0].toLowerCase(),convert:t[1]},3===t.length&&(e[i].auth=t[2])):\"SPHEROID\"===i?(e[i]={name:t[0],a:t[1],rf:t[2]},4===t.length&&(e[i].auth=t[3])):[\"GEOGCS\",\"GEOCCS\",\"DATUM\",\"VERT_CS\",\"COMPD_CS\",\"LOCAL_CS\",\"FITTED_CS\",\"LOCAL_DATUM\"].indexOf(i)>-1?(t[0]=[\"name\",t[0]],n(e,i,t)):t.every(function(t){return Array.isArray(t)})?n(e,i,t):r(t,e[i])):e[i]=!0,void 0):void(e[t]=!0)}function s(t,e){var i=e[0],n=e[1];!(i in t)&&n in t&&(t[i]=t[n],3===e.length&&(t[i]=e[2](t[i])))}function o(t){return t*l}function a(t){function e(e){var i=t.to_meter||1;return parseFloat(e,10)*i}\"GEOGCS\"===t.type?t.projName=\"longlat\":\"LOCAL_CS\"===t.type?(t.projName=\"identity\",t.local=!0):\"object\"==typeof t.PROJECTION?t.projName=Object.keys(t.PROJECTION)[0]:t.projName=t.PROJECTION,t.UNIT&&(t.units=t.UNIT.name.toLowerCase(),\"metre\"===t.units&&(t.units=\"meter\"),t.UNIT.convert&&(t.to_meter=parseFloat(t.UNIT.convert,10))),t.GEOGCS&&(t.GEOGCS.DATUM?t.datumCode=t.GEOGCS.DATUM.name.toLowerCase():t.datumCode=t.GEOGCS.name.toLowerCase(),\"d_\"===t.datumCode.slice(0,2)&&(t.datumCode=t.datumCode.slice(2)),(\"new_zealand_geodetic_datum_1949\"===t.datumCode||\"new_zealand_1949\"===t.datumCode)&&(t.datumCode=\"nzgd49\"),\"wgs_1984\"===t.datumCode&&(\"Mercator_Auxiliary_Sphere\"===t.PROJECTION&&(t.sphere=!0),t.datumCode=\"wgs84\"),\"_ferro\"===t.datumCode.slice(-6)&&(t.datumCode=t.datumCode.slice(0,-6)),\"_jakarta\"===t.datumCode.slice(-8)&&(t.datumCode=t.datumCode.slice(0,-8)),~t.datumCode.indexOf(\"belge\")&&(t.datumCode=\"rnb72\"),t.GEOGCS.DATUM&&t.GEOGCS.DATUM.SPHEROID&&(t.ellps=t.GEOGCS.DATUM.SPHEROID.name.replace(\"_19\",\"\").replace(/[Cc]larke\\_18/,\"clrk\"),\"international\"===t.ellps.toLowerCase().slice(0,13)&&(t.ellps=\"intl\"),t.a=t.GEOGCS.DATUM.SPHEROID.a,t.rf=parseFloat(t.GEOGCS.DATUM.SPHEROID.rf,10)),~t.datumCode.indexOf(\"osgb_1936\")&&(t.datumCode=\"osgb36\")),t.b&&!isFinite(t.b)&&(t.b=t.a);var i=function(e){return s(t,e)},n=[[\"standard_parallel_1\",\"Standard_Parallel_1\"],[\"standard_parallel_2\",\"Standard_Parallel_2\"],[\"false_easting\",\"False_Easting\"],[\"false_northing\",\"False_Northing\"],[\"central_meridian\",\"Central_Meridian\"],[\"latitude_of_origin\",\"Latitude_Of_Origin\"],[\"latitude_of_origin\",\"Central_Parallel\"],[\"scale_factor\",\"Scale_Factor\"],[\"k0\",\"scale_factor\"],[\"latitude_of_center\",\"Latitude_of_center\"],[\"lat0\",\"latitude_of_center\",o],[\"longitude_of_center\",\"Longitude_Of_Center\"],[\"longc\",\"longitude_of_center\",o],[\"x0\",\"false_easting\",e],[\"y0\",\"false_northing\",e],[\"long0\",\"central_meridian\",o],[\"lat0\",\"latitude_of_origin\",o],[\"lat0\",\"standard_parallel_1\",o],[\"lat1\",\"standard_parallel_1\",o],[\"lat2\",\"standard_parallel_2\",o],[\"alpha\",\"azimuth\",o],[\"srsCode\",\"name\"]];n.forEach(i),t.long0||!t.longc||\"Albers_Conic_Equal_Area\"!==t.projName&&\"Lambert_Azimuthal_Equal_Area\"!==t.projName||(t.long0=t.longc),t.lat_ts||!t.lat1||\"Stereographic_South_Pole\"!==t.projName&&\"Polar Stereographic (variant B)\"!==t.projName||(t.lat0=o(t.lat1>0?90:-90),t.lat_ts=t.lat1)}var l=.017453292519943295,u=t(\"./extend\");e.exports=function(t,e){var i=JSON.parse((\",\"+t).replace(/\\s*\\,\\s*([A-Z_0-9]+?)(\\[)/g,',[\"$1\",').slice(1).replace(/\\s*\\,\\s*([A-Z_0-9]+?)\\]/g,',\"$1\"]').replace(/,\\[\"VERTCS\".+/,\"\")),n=i.shift(),s=i.shift();i.unshift([\"name\",s]),i.unshift([\"type\",n]),i.unshift(\"output\");var o={};return r(i,o),a(o.output),u(e,o.output)}},{\"./extend\":53}],87:[function(t,e,i){function n(t){return t*(Math.PI/180)}function r(t){return 180*(t/Math.PI)}function s(t){var e,i,r,s,o,l,u,h,c,p=t.lat,d=t.lon,f=6378137,g=.00669438,m=.9996,_=n(p),v=n(d);c=Math.floor((d+180)/6)+1,180===d&&(c=60),p>=56&&64>p&&d>=3&&12>d&&(c=32),p>=72&&84>p&&(d>=0&&9>d?c=31:d>=9&&21>d?c=33:d>=21&&33>d?c=35:d>=33&&42>d&&(c=37)),e=6*(c-1)-180+3,h=n(e),i=g/(1-g),r=f/Math.sqrt(1-g*Math.sin(_)*Math.sin(_)),s=Math.tan(_)*Math.tan(_),o=i*Math.cos(_)*Math.cos(_),l=Math.cos(_)*(v-h),u=f*((1-g/4-3*g*g/64-5*g*g*g/256)*_-(3*g/8+3*g*g/32+45*g*g*g/1024)*Math.sin(2*_)+(15*g*g/256+45*g*g*g/1024)*Math.sin(4*_)-35*g*g*g/3072*Math.sin(6*_));var y=m*r*(l+(1-s+o)*l*l*l/6+(5-18*s+s*s+72*o-58*i)*l*l*l*l*l/120)+5e5,b=m*(u+r*Math.tan(_)*(l*l/2+(5-s+9*o+4*o*o)*l*l*l*l/24+(61-58*s+s*s+600*o-330*i)*l*l*l*l*l*l/720));return 0>p&&(b+=1e7),{northing:Math.round(b),easting:Math.round(y),zoneNumber:c,zoneLetter:a(p)}}function o(t){var e=t.northing,i=t.easting,n=t.zoneLetter,s=t.zoneNumber;if(0>s||s>60)return null;var a,l,u,h,c,p,d,f,g,m,_=.9996,v=6378137,y=.00669438,b=(1-Math.sqrt(1-y))/(1+Math.sqrt(1-y)),w=i-5e5,x=e;\"N\">n&&(x-=1e7),f=6*(s-1)-180+3,a=y/(1-y),d=x/_,g=d/(v*(1-y/4-3*y*y/64-5*y*y*y/256)),m=g+(3*b/2-27*b*b*b/32)*Math.sin(2*g)+(21*b*b/16-55*b*b*b*b/32)*Math.sin(4*g)+151*b*b*b/96*Math.sin(6*g),l=v/Math.sqrt(1-y*Math.sin(m)*Math.sin(m)),u=Math.tan(m)*Math.tan(m),h=a*Math.cos(m)*Math.cos(m),c=v*(1-y)/Math.pow(1-y*Math.sin(m)*Math.sin(m),1.5),p=w/(l*_);var k=m-l*Math.tan(m)/c*(p*p/2-(5+3*u+10*h-4*h*h-9*a)*p*p*p*p/24+(61+90*u+298*h+45*u*u-252*a-3*h*h)*p*p*p*p*p*p/720);k=r(k);var M=(p-(1+2*u+h)*p*p*p/6+(5-2*h+28*u-3*h*h+8*a+24*u*u)*p*p*p*p*p/120)/Math.cos(m);M=f+r(M);var C;if(t.accuracy){var D=o({northing:t.northing+t.accuracy,easting:t.easting+t.accuracy,zoneLetter:t.zoneLetter,zoneNumber:t.zoneNumber});C={top:D.lat,right:D.lon,bottom:k,left:M}}else C={lat:k,lon:M};return C}function a(t){var e=\"Z\";return 84>=t&&t>=72?e=\"X\":72>t&&t>=64?e=\"W\":64>t&&t>=56?e=\"V\":56>t&&t>=48?e=\"U\":48>t&&t>=40?e=\"T\":40>t&&t>=32?e=\"S\":32>t&&t>=24?e=\"R\":24>t&&t>=16?e=\"Q\":16>t&&t>=8?e=\"P\":8>t&&t>=0?e=\"N\":0>t&&t>=-8?e=\"M\":-8>t&&t>=-16?e=\"L\":-16>t&&t>=-24?e=\"K\":-24>t&&t>=-32?e=\"J\":-32>t&&t>=-40?e=\"H\":-40>t&&t>=-48?e=\"G\":-48>t&&t>=-56?e=\"F\":-56>t&&t>=-64?e=\"E\":-64>t&&t>=-72?e=\"D\":-72>t&&t>=-80&&(e=\"C\"),e}function l(t,e){var i=\"00000\"+t.easting,n=\"00000\"+t.northing;return t.zoneNumber+t.zoneLetter+u(t.easting,t.northing,t.zoneNumber)+i.substr(i.length-5,e)+n.substr(n.length-5,e)}function u(t,e,i){var n=h(i),r=Math.floor(t/1e5),s=Math.floor(e/1e5)%20;return c(r,s,n)}function h(t){var e=t%m;return 0===e&&(e=m),e}function c(t,e,i){var n=i-1,r=_.charCodeAt(n),s=v.charCodeAt(n),o=r+t-1,a=s+e,l=!1;o>k&&(o=o-k+y-1,l=!0),(o===b||b>r&&o>b||(o>b||b>r)&&l)&&o++,(o===w||w>r&&o>w||(o>w||w>r)&&l)&&(o++,o===b&&o++),o>k&&(o=o-k+y-1),a>x?(a=a-x+y-1,l=!0):l=!1,(a===b||b>s&&a>b||(a>b||b>s)&&l)&&a++,(a===w||w>s&&a>w||(a>w||w>s)&&l)&&(a++,a===b&&a++),a>x&&(a=a-x+y-1);var u=String.fromCharCode(o)+String.fromCharCode(a);return u}function p(t){if(t&&0===t.length)throw\"MGRSPoint coverting from nothing\";for(var e,i=t.length,n=null,r=\"\",s=0;!/[A-Z]/.test(e=t.charAt(s));){if(s>=2)throw\"MGRSPoint bad conversion from: \"+t;r+=e,s++}var o=parseInt(r,10);if(0===s||s+3>i)throw\"MGRSPoint bad conversion from: \"+t;var a=t.charAt(s++);if(\"A\">=a||\"B\"===a||\"Y\"===a||a>=\"Z\"||\"I\"===a||\"O\"===a)throw\"MGRSPoint zone letter \"+a+\" not handled: \"+t;n=t.substring(s,s+=2);for(var l=h(o),u=d(n.charAt(0),l),c=f(n.charAt(1),l);c<g(a);)c+=2e6;var p=i-s;if(p%2!==0)throw\"MGRSPoint has to have an even number \\nof digits after the zone letter and two 100km letters - front \\nhalf for easting meters, second half for \\nnorthing meters\"+t;var m,_,v,y,b,w=p/2,x=0,k=0;return w>0&&(m=1e5/Math.pow(10,w),_=t.substring(s,s+w),x=parseFloat(_)*m,v=t.substring(s+w),k=parseFloat(v)*m),y=x+u,b=k+c,{easting:y,northing:b,zoneLetter:a,zoneNumber:o,accuracy:m}}function d(t,e){for(var i=_.charCodeAt(e-1),n=1e5,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>k){if(r)throw\"Bad character: \"+t;i=y,r=!0}n+=1e5}return n}function f(t,e){if(t>\"V\")throw\"MGRSPoint given invalid Northing \"+t;for(var i=v.charCodeAt(e-1),n=0,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>x){if(r)throw\"Bad character: \"+t;i=y,r=!0}n+=1e5}return n}function g(t){var e;switch(t){case\"C\":e=11e5;break;case\"D\":e=2e6;break;case\"E\":e=28e5;break;case\"F\":e=37e5;break;case\"G\":e=46e5;break;case\"H\":e=55e5;break;case\"J\":e=64e5;break;case\"K\":e=73e5;break;case\"L\":e=82e5;break;case\"M\":e=91e5;break;case\"N\":e=0;break;case\"P\":e=8e5;break;case\"Q\":e=17e5;break;case\"R\":e=26e5;break;case\"S\":e=35e5;break;case\"T\":e=44e5;break;case\"U\":e=53e5;break;case\"V\":e=62e5;break;case\"W\":e=7e6;break;case\"X\":e=79e5;break;default:e=-1}if(e>=0)return e;throw\"Invalid zone letter: \"+t}var m=6,_=\"AJSAJS\",v=\"AFAFAF\",y=65,b=73,w=79,x=86,k=90;i.forward=function(t,e){return e=e||5,l(s({lat:t[1],lon:t[0]}),e)},i.inverse=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat,e.lon,e.lat]:[e.left,e.bottom,e.right,e.top]},i.toPoint=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat]:[(e.left+e.right)/2,(e.top+e.bottom)/2]}},{}],88:[function(t,e,i){e.exports={name:\"proj4\",version:\"2.3.10\",description:\"Proj4js is a JavaScript library to transform point coordinates from one coordinate system to another, including datum transformations.\",main:\"lib/index.js\",directories:{test:\"test\",doc:\"docs\"},scripts:{test:\"./node_modules/istanbul/lib/cli.js test ./node_modules/mocha/bin/_mocha test/test.js\"},repository:{type:\"git\",url:\"git://github.com/proj4js/proj4js.git\"},author:\"\",license:\"MIT\",jam:{main:\"dist/proj4.js\",include:[\"dist/proj4.js\",\"README.md\",\"AUTHORS\",\"LICENSE.md\"]},devDependencies:{\"grunt-cli\":\"~0.1.13\",grunt:\"~0.4.2\",\"grunt-contrib-connect\":\"~0.6.0\",\"grunt-contrib-jshint\":\"~0.8.0\",chai:\"~1.8.1\",mocha:\"~1.17.1\",\"grunt-mocha-phantomjs\":\"~0.4.0\",browserify:\"~3.24.5\",\"grunt-browserify\":\"~1.3.0\",\"grunt-contrib-uglify\":\"~0.3.2\",curl:\"git://github.com/cujojs/curl.git\",istanbul:\"~0.2.4\",tin:\"~0.4.0\"},dependencies:{mgrs:\"~0.0.2\"},contributors:[{name:\"Mike Adair\",email:\"madair@dmsolutions.ca\"},{name:\"Richard 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n,r,s,o=function(t,e){function i(){this.constructor=t;\n",
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o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"GeoJSPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GeoJSPlot\"})},e.prototype.display_defaults=function(){return 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e=this.map.getBounds(),i=e.getNorthEast(),t=e.getSouthWest(),r=t.lng(),n=i.lng(),o=t.lat(),s=i.lat(),[r,n,o,s]},e.prototype.getProjectedBounds=function(){var t,e,i,n,r,s,o,a,h,c,p;return r=this.getLatLngBounds(),h=r[0],a=r[1],p=r[2],c=r[3],s=l(u,[h,p]),e=s[0],n=s[1],o=l(u,[a,c]),t=o[0],i=o[1],[e,t,n,i]},e.prototype.setRanges=function(){var t,e,i,n,r;return r=this.getProjectedBounds(),e=r[0],t=r[1],n=r[2],i=r[3],this.x_range.set({start:e,end:t,silent:!0}),this.y_range.set({start:n,end:i,silent:!0})},e.prototype.update_range=function(t){var i,n,r,s,o,a,l,u;if(this.pause(),(null!=t.sdx||null!=t.sdy)&&(this.map.panBy(t.sdx,t.sdy),e.__super__.update_range.call(this,t)),null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,e.__super__.update_range.call(this,t),u=t.factor<0?-1:1,n=this.map.getZoom(),i=n+u,i>=2&&(this.map.setZoom(i),l=this.getProjectedBounds(),s=l[0],r=l[1],a=l[2],o=l[3],0>r-s&&this.map.setZoom(n)),this.setRanges()}return 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o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"GMapPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GMapPlot\"})},e.prototype.display_defaults=function(){return 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t,e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,v,y;for(t=[],p=this.mget(\"children\"),e=0,s=p.length;s>e;e++)for(_=p[e],i=0,o=_.length;o>i;i++)c=_[i],null!=c&&(c.set(\"toolbar_location\",null),t.push(c));for(f(this.child_views,t,{}),v=[],d=this.mget(\"children\"),n=0,a=d.length;a>n;n++){for(_=d[n],y=[],r=0,l=_.length;l>r;r++)c=_[r],null!=c&&y.push(this.child_views[c.id].canvas);v.push(y)}for(this.viewstate.set(\"viewstates\",v),g=this.mget(\"children\"),m=[],h=0,u=g.length;u>h;h++)_=g[h],m.push(function(){var t,e,i;for(i=[],e=0,t=_.length;t>e;e++)c=_[e],null!=c&&i.push(this.listenTo(c.solver,\"layout_update\",this.render));return i}.call(this));return m},e.prototype.render=function(){var t,i,r,s,o,a,l,u,h,p,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(e.__super__.render.call(this),y=d.values(this.child_views),a=0,p=y.length;p>a;a++)T=y[a],T.$el.detach();for(s=n(\"<div 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t+e},D=d.reduce(k,t,0),o=D,S=d.reduce(r,t,0),s.attr(\"style\",\"position:relative; height:\"+o+\"px;width:\"+S+\"px\")},e}(s),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.type=\"GridPlot\",e.prototype.default_view=a,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tool_manager\",function(){var t,e,i,n,r;for(t=[],r=d.flatten(this.get(\"children\")),e=0,i=r.length;i>e;e++)n=r[e],null!=n&&t.push(n);return new l({tool_managers:function(){var e,i,r;for(r=[],e=0,i=t.length;i>e;e++)n=t[e],r.push(n.get(\"tool_manager\"));return r}(),toolbar_location:this.get(\"toolbar_location\"),num_plots:t.length})},!0)},e.prototype.defaults=function(){return 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r,s,o,a,l,u,h;if(a=this.get_base().Config.prefix,s=this.get(\"doc\"),null==s)throw new Error(\"Unset 'doc' in \"+this);return o=this.get(\"id\"),u=this.type,h=a+\"bokeh/bb/rpc/\"+s+\"/\"+u+\"/\"+o+\"/\"+t+\"/\",r={args:e,kwargs:i},l=n.ajax({type:\"POST\",url:h,data:JSON.stringify(r),contentType:\"application/json\",xhrFields:{withCredentials:!0}})},i}(r.Model),e.exports=s},{\"./base\":99,\"./logging\":119,backbone:2,jquery:18,underscore:92}],116:[function(t,e,i){var n,r,s,o,a,l,u;l=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(s=!1,l=i[i.length-1],h=n[n.length-1],r=o=0,a=i.length;a>=0?a>o:o>a;r=a>=0?++o:--o)u=i[r],c=n[r],e>h!=e>c&&t>l+(e-h)/(c-h)*(u-l)&&(s=!s),l=u,h=c;return s},r=function(){var t;return t={\"0d\":{flag:!1,indices:[]},\"1d\":{indices:[]},\"2d\":{indices:[]}}},u=function(t){return t*t},s=function(t,e,i,n){return u(t-i)+u(e-n)},a=function(t,e,i){var n,r;return n=s(e.x,e.y,i.x,i.y),0===n?s(t.x,t.y,e.x,e.y):(r=((t.x-e.x)*(i.x-e.x)+(t.y-e.y)*(i.y-e.y))/n,0>r?s(t.x,t.y,e.x,e.y):r>1?s(t.x,t.y,i.x,i.y):s(t.x,t.y,e.x+r*(i.x-e.x),e.y+r*(i.y-e.y)))},o=function(t,e,i){return Math.sqrt(a(t,e,i))},n=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f;return h=(a-s)*(i-t)-(o-r)*(n-e),0===h?{hit:!1,x:null,y:null}:(l=e-s,u=t-r,c=(o-r)*l-(a-s)*u,p=(i-t)*l-(n-e)*u,l=c/h,u=p/h,d=t+l*(i-t),f=e+l*(n-e),{hit:l>0&&1>l&&u>0&&1>u,x:d,y:f})},e.exports={point_in_poly:l,create_hit_test_result:r,dist_2_pts:s,dist_to_segment:o,check_2_segments_intersect:n}},{}],117:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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s(this._bottom),o)),this.solver.add_constraint(new n(new s(this._left),o)),this.solver.add_constraint(new n(new s(this._right),o)),this.solver.add_constraint(new n(new s(this._width),o)),this.solver.add_constraint(new n(new s(this._height),o)),this.solver.add_constraint(new n(new s(this._left,this._width,[-1,this._right]),r)),this.solver.add_constraint(new n(new s(this._bottom,this._height,[-1,this._top]),r)),this._h_range=new c.Model({start:this.get(\"left\"),end:this.get(\"left\")+this.get(\"width\")}),this.register_property(\"h_range\",function(t){return function(){return t._h_range.set(\"start\",t.get(\"left\")),t._h_range.set(\"end\",t.get(\"left\")+t.get(\"width\")),t._h_range}}(this),!1),this.add_dependencies(\"h_range\",this,[\"left\",\"width\"]),this._v_range=new c.Model({start:this.get(\"bottom\"),end:this.get(\"bottom\")+this.get(\"height\")}),this.register_property(\"v_range\",function(t){return function(){return t._v_range.set(\"start\",t.get(\"bottom\")),t._v_range.set(\"end\",t.get(\"bottom\")+t.get(\"height\")),t._v_range}}(this),!1),this.add_dependencies(\"v_range\",this,[\"bottom\",\"height\"]),this._aspect_constraint=null,this.register_property(\"aspect\",function(t){return function(){return t.get(\"width\")/t.get(\"height\")}}(this),!0),this.register_setter(\"aspect\",this._set_aspect),this.add_dependencies(\"aspect\",this,[\"width\",\"height\"])},e.prototype.contains=function(t,e){return t>=this.get(\"left\")&&t<=this.get(\"right\")&&e>=this.get(\"bottom\")&&e<=this.get(\"top\")},e.prototype._set_var=function(t,e){var i,o;return o=this[\"_\"+e],d.isNumber(t)?this.solver.suggest_value(o,t):d.isString(t)?void 0:(i=new n(new s(o,[-1,t]),r),null==this.var_constraints[e]&&(this.var_constraints[e]=[]),this.var_constraints[e].push(i),this.solver.add_constraint(i))},e.prototype._get_var=function(t){return this[\"_\"+t].value()},e.prototype._set_aspect=function(t){var e;return null!=this._aspect_constraint?(this.solver.remove_constraint(this.aspect_constraint),e=new n(new s([t,this._height],[-1,this._width]),r),this._aspect_constraint=e,this.solver.add_constraint(e)):void 0},e.prototype.defaults=function(){return d.extend({},e.__super__.defaults.call(this),{top_strength:f.Strength.strong,bottom_strength:f.Strength.strong,left_strength:f.Strength.strong,right_strength:f.Strength.strong,width_strength:f.Strength.strong,height_strength:f.Strength.strong})},e}(a),e.exports={Model:l}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../range/range1d\":146,\"./has_properties\":115,kiwi:303,underscore:92}],118:[function(t,e,i){var n,r,s;n=t(\"./base\"),s=t(\"./logging\").logger,r=function(e){var i,n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;for(_=[],v=[],i=t(\"./base\").Collections,s.debug(\"load_models: 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n,r,s;s=function(t){for(;0>t;)t+=2*Math.PI;for(;t>2*Math.PI;)t-=2*Math.PI;return t},r=function(t,e){return Math.abs(s(t-e))},n=function(t,e,i,n){var o;return t=s(t),o=r(e,i),\"anticlock\"===n?r(e,t)<=o&&r(t,i)<=o:!(r(e,t)<=o&&r(t,i)<=o)},e.exports={angle_norm:s,angle_dist:r,angle_between:n}},{}],121:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A=function(t,e){return function(){return t.apply(e,arguments)}},P=function(t,e){function i(){this.constructor=t}for(var n in e)E.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,\n",
+       "        t.prototype=new i,t.__super__=e.prototype,t},E={}.hasOwnProperty;w=t(\"underscore\"),n=t(\"jquery\"),r=t(\"backbone\"),null!=i._bokehTest?M={}:(M=t(\"kiwi\"),h=M.Expression,a=M.Constraint,g=M.Operator,u=g.Eq,f=g.Le,c=g.Ge),x=t(\"./build_views\"),s=t(\"./canvas\"),o=t(\"./cartesian_frame\"),l=t(\"./continuum_view\"),b=t(\"./ui_events\"),p=t(\"./has_parent\"),d=t(\"./layout_box\"),C=t(\"./logging\").logger,T=t(\"./plot_utils\"),v=t(\"./solver\"),y=t(\"./tool_manager\"),D=t(\"./plot_template\"),S=t(\"./properties\"),k=null,_=function(t){function e(){return this.resize=A(this.resize,this),this.remove=A(this.remove,this),this.request_render=A(this.request_render,this),e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.className=\"bk-plot\",e.prototype.template=D,e.prototype.view_options=function(){return w.extend({plot_model:this.model,plot_view:this},this.options)},e.prototype.pause=function(){return this.is_paused=!0},e.prototype.unpause=function(){return this.is_paused=!1,this.request_render()},e.prototype.request_render=function(){this.is_paused||this.throttled_render(!0)},e.prototype.remove=function(){var t,i,n,r;e.__super__.remove.call(this),i=this.tools,n=[];for(t in i)r=i[t],n.push(r.remove());return n},e.prototype.initialize=function(t){var i,r,s,o,a,l,u,h,c,p;for(e.__super__.initialize.call(this,t),this.pause(),this.model.initialize_layout(this.model.solver),this.frame=this.mget(\"frame\"),this.x_range=this.frame.get(\"x_ranges\")[\"default\"],this.y_range=this.frame.get(\"y_ranges\")[\"default\"],this.xmapper=this.frame.get(\"x_mappers\")[\"default\"],this.ymapper=this.frame.get(\"y_mappers\")[\"default\"],this.$el.html(this.template()),this.canvas=this.mget(\"canvas\"),this.canvas_view=new this.canvas.default_view({model:this.canvas}),this.$(\".bk-plot-canvas-wrapper\").append(this.canvas_view.el),this.canvas_view.render(),(this.mget(\"webgl\")||window.location.search.indexOf(\"webgl=1\")>0)&&-1===window.location.search.indexOf(\"webgl=0\")&&this.init_webgl(),this.throttled_render=T.throttle_animation(this.render,15),this.outline_props=new S.Line({obj:this.model,prefix:\"outline_\"}),this.title_props=new S.Text({obj:this.model,prefix:\"title_\"}),this.renderers={},this.tools={},this.levels={},a=T.LEVELS,r=0,s=a.length;s>r;r++)o=a[r],this.levels[o]={};this.build_levels(),this.bind_bokeh_events(),this.model.add_constraints(this.canvas.solver),this.listenTo(this.canvas.solver,\"layout_update\",this.request_render),this.ui_event_bus=new b({tool_manager:this.mget(\"tool_manager\"),hit_area:this.canvas_view.$el}),l=this.tools;for(i in l)h=l[i],this.ui_event_bus.register_tool(h);return c=this.mget(\"toolbar_location\"),null!=c&&(p=\".bk-plot-\"+c,C.debug(\"attaching toolbar to \"+p+\" for plot \"+this.model.id),this.tm_view=new y.View({model:this.mget(\"tool_manager\"),el:this.$(p)})),this.update_dataranges(),this.mget(\"responsive\")&&(u=w.throttle(this.resize,100),n(window).on(\"resize\",u),n(this.resize)),this.unpause(),C.debug(\"PlotView initialized\"),this},e.prototype.init_webgl=function(){var t,e;return t=k,null==t&&(k=t=document.createElement(\"canvas\"),e={premultipliedAlpha:!0},t.gl=t.getContext(\"webgl\",e)||t.getContext(\"experimental-webgl\",e)),null!=t.gl?this.canvas_view.ctx.glcanvas=t:C.warn(\"WebGL is not supported, falling back to 2D canvas.\")},e.prototype.update_dataranges=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f;i=this.model.get(\"frame\"),e={},l=this.renderers;for(r in l)p=l[r],t=null!=(u=p.glyph)&&\"function\"==typeof u.bounds?u.bounds():void 0,null!=t&&(e[r]=t);for(h=w.values(i.get(\"x_ranges\")),n=0,o=h.length;o>n;n++)d=h[n],\"function\"==typeof d.update&&d.update(e,0,this);for(c=w.values(i.get(\"y_ranges\")),s=0,a=c.length;a>s;s++)f=c[s],\"function\"==typeof f.update&&f.update(e,1,this);return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,i,n){return null==i&&(i=\"default\"),null==n&&(n=\"default\"),this.frame.map_to_screen(t,e,this.canvas,i,n)},e.prototype.update_range=function(t){var e,i,n,r,s,o;null==t&&(t=this.initial_range_info),this.pause(),i=this.frame.get(\"x_ranges\");for(e in i)o=i[e],(o.get(\"start\")!==t.xrs[e].start||o.get(\"end\")!==t.xrs[e].end)&&(o.set(t.xrs[e]),null!=(n=o.get(\"callback\"))&&n.execute(this.model));r=this.frame.get(\"y_ranges\");for(e in r)o=r[e],(o.get(\"start\")!==t.yrs[e].start||o.get(\"end\")!==t.yrs[e].end)&&(o.set(t.yrs[e]),null!=(s=o.get(\"callback\"))&&s.execute(this.model));return this.unpause()},e.prototype.build_levels=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d;for(l=w.keys(this.renderers),d=x(this.renderers,this.mget(\"renderers\"),this.view_options()),u=w.difference(l,w.pluck(this.mget(\"renderers\"),\"id\")),e=0,n=u.length;n>e;e++)t=u[e],delete this.levels.glyph[t];for(c=x(this.tools,this.mget(\"tools\"),this.view_options()),i=0,r=d.length;r>i;i++)p=d[i],o=p.mget(\"level\"),this.levels[o][p.model.id]=p,p.bind_bokeh_events();for(a=0,s=c.length;s>a;a++)h=c[a],o=h.mget(\"level\"),this.levels[o][h.model.id]=h,h.bind_bokeh_events();return this},e.prototype.bind_bokeh_events=function(){var t,e,i,n;e=this.mget(\"frame\").get(\"x_ranges\");for(t in e)n=e[t],this.listenTo(n,\"change\",this.request_render);i=this.mget(\"frame\").get(\"y_ranges\");for(t in i)n=i[t],this.listenTo(n,\"change\",this.request_render);return this.listenTo(this.model,\"change:renderers\",this.build_levels),this.listenTo(this.model,\"change:tool\",this.build_levels),this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.model,\"destroy\",function(t){return function(){return t.remove()}}(this))},e.prototype.set_initial_range=function(){var t,e,i,n,r,s,o;t=!0,s={},i=this.frame.get(\"x_ranges\");for(e in i){if(r=i[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}s[e]={start:r.get(\"start\"),end:r.get(\"end\")}}if(t){o={},n=this.frame.get(\"y_ranges\");for(e in n){if(r=n[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}o[e]={start:r.get(\"start\"),end:r.get(\"end\")}}}return t?(this.initial_range_info={xrs:s,yrs:o},C.debug(\"initial ranges set\")):C.warn(\"could not set initial ranges\")},e.prototype.render=function(t){var i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,D,T;null==t&&(t=!1),C.trace(\"Plot.render(force_canvas=\"+t+\")\"),Date.now()-this.interactive_timestamp<this.mget(\"lod_interval\")?(this.interactive=!0,f=this.mget(\"lod_timeout\"),setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>f&&(t.interactive=!1),t.request_render()}}(this),f)):this.interactive=!1,T=this.mget(\"plot_width\"),l=this.mget(\"plot_height\"),(this.canvas.get(\"canvas_width\")!==T||this.canvas.get(\"canvas_height\")!==l)&&this.canvas._set_dims([T,l],M=!1),e.__super__.render.call(this),this.canvas_view.render(t),null!=this.tm_view&&this.tm_view.render(),n=this.canvas_view.ctx,s=this.model.get(\"frame\"),i=this.model.get(\"canvas\"),m=this.renderers;for(h in m)D=m[h],null!=D.model.update_layout&&D.model.update_layout(D,this.canvas.solver);_=this.renderers;for(h in _)if(D=_[h],D.set_data_timestamp>(null!=this.range_update_timestamp)){this.update_dataranges();break}if(k=this.mget(\"title\"),k&&(this.title_props.set_value(this.canvas_view.ctx),x=n.measureText(this.mget(\"title\")).ascent+this.model.get(\"title_standoff\"),x!==this.model.title_panel.get(\"height\")&&this.model.title_panel.set(\"height\",x)),this.model.get(\"frame\").set(\"width\",i.get(\"width\")-1),this.model.get(\"frame\").set(\"height\",i.get(\"height\")-1),this.canvas.solver.update_variables(!1),this.model.get(\"frame\")._update_mappers(),o=[this.canvas.vx_to_sx(this.frame.get(\"left\")),this.canvas.vy_to_sy(this.frame.get(\"top\")),this.frame.get(\"width\"),this.frame.get(\"height\")],this._map_hook(n,o),this._paint_empty(n,o),n.glcanvas&&(n.glcanvas.width=this.canvas_view.canvas[0].width,n.glcanvas.height=this.canvas_view.canvas[0].height,a=n.glcanvas.gl,a.viewport(0,0,n.glcanvas.width,n.glcanvas.height),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT||a.DEPTH_BUFFER_BIT),a.enable(a.SCISSOR_TEST),r=n.glcanvas.height-(o[1]+o[3]),a.scissor(o[0],r,o[2],o[3]),a.enable(a.BLEND),a.blendFuncSeparate(a.SRC_ALPHA,a.ONE_MINUS_SRC_ALPHA,a.ONE_MINUS_DST_ALPHA,a.ONE)),this.outline_props.do_stroke&&(this.outline_props.set_value(n),n.strokeRect.apply(n,o)),this._render_levels(n,[\"image\",\"underlay\",\"glyph\",\"annotation\"],o),n.glcanvas){for(v=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],u=0,p=v.length;p>u;u++)g=v[u],n[g+\"SmoothingEnabled\"]=!1;for(n.drawImage(n.glcanvas,.1,.1),y=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],c=0,d=y.length;d>c;c++)g=y[c],n[g+\"SmoothingEnabled\"]=!0;C.debug(\"drawing with WebGL\")}return this._render_levels(n,[\"overlay\",\"tool\"]),k&&(b=this.canvas.vx_to_sx(this.canvas.get(\"width\")/2),w=this.canvas.vy_to_sy(this.model.title_panel.get(\"bottom\")+this.model.get(\"title_standoff\")),this.title_props.set_value(n),n.fillText(k,b,w)),null==this.initial_range_info?this.set_initial_range():void 0},e.prototype.resize=function(){var t,e,i,n,r,s;return e=this.canvas.get(\"height\"),i=this.canvas.get(\"width\"),t=i/e,n=this.mget(\"min_size\"),s=Math.max(this.el.clientWidth,n),r=parseInt(s/t),n>r&&(r=100,s=r*t),this.canvas._set_dims([s,r]),null},e.prototype._render_levels=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m;for(t.save(),null!=i&&(t.beginPath(),t.rect.apply(t,i),t.clip(),t.beginPath()),r={},p=this.mget(\"renderers\"),n=s=0,a=p.length;a>s;n=++s)d=p[n],r[d.id]=n;for(m=function(t){return r[t.model.id]},o=0,l=e.length;l>o;o++)for(h=e[o],g=w.sortBy(w.values(this.levels[h]),m),c=0,u=g.length;u>c;c++)f=g[c],f.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){return t.fillStyle=this.mget(\"border_fill\"),t.fillRect(0,0,this.canvas_view.mget(\"canvas_width\"),this.canvas_view.mget(\"canvas_height\")),t.fillStyle=this.mget(\"background_fill\"),t.fillRect.apply(t,e)},e}(l),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.type=\"Plot\",e.prototype.default_view=_,e.prototype.initialize=function(t,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,b;for(e.__super__.initialize.call(this,t,i),d=w.values(this.get(\"extra_x_ranges\")).concat(this.get(\"x_range\")),r=0,a=d.length;a>r;r++)_=d[r],_=this.resolve_ref(_),c=_.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),_.set(\"plots\",c));for(f=w.values(this.get(\"extra_y_ranges\")).concat(this.get(\"y_range\")),o=0,l=f.length;l>o;o++)b=f[o],b=this.resolve_ref(b),c=b.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),b.set(\"plots\",c));for(n=new s.Model({map:null!=(g=this.use_map)?g:!1,canvas_width:this.get(\"plot_width\"),canvas_height:this.get(\"plot_height\"),hidpi:this.get(\"hidpi\"),solver:new v}),this.set(\"canvas\",n),this.solver=n.get(\"solver\"),m=this.get(\"renderers\"),h=0,u=m.length;u>h;h++)p=m[h],p.set(\"parent\",this);return this.set(\"tool_manager\",new y.Model({tools:this.get(\"tools\"),toolbar_location:this.get(\"toolbar_location\"),logo:this.get(\"logo\")})),C.debug(\"Plot initialized\")},e.prototype.initialize_layout=function(t){var e,i,n;return e=this.get(\"canvas\"),n=new o.Model({x_range:this.get(\"x_range\"),extra_x_ranges:this.get(\"extra_x_ranges\"),x_mapper_type:this.get(\"x_mapper_type\"),y_range:this.get(\"y_range\"),extra_y_ranges:this.get(\"extra_y_ranges\"),y_mapper_type:this.get(\"y_mapper_type\"),solver:t}),this.set(\"frame\",n),this.title_panel=new d.Model({solver:t}),this.title_panel._anchor=this.title_panel._bottom,i=this.get(\"above\"),i.push(this.title_panel),this.set(\"above\",i)},e.prototype.add_constraints=function(t){var e,i,n,r,s,o,l,p,g;return s=null!=(o=this.get(\"min_border_top\"))?o:this.get(\"min_border\"),i=null!=(l=this.get(\"min_border_bottom\"))?l:this.get(\"min_border\"),n=null!=(p=this.get(\"min_border_left\"))?p:this.get(\"min_border\"),r=null!=(g=this.get(\"min_border_right\"))?g:this.get(\"min_border\"),e=function(t){return function(e,i,n,r,s,o){var l,p,f,g,m,_,v,y,b,w,x,k;for(g=t.get(\"canvas\"),_=t.get(\"frame\"),l=new d.Model({solver:e}),p=\"_\"+r[0],f=\"_\"+r[1],e.add_constraint(new a(new h(l[\"_\"+s],-i),c),M.Strength.strong),e.add_constraint(new a(new h(_[p],[-1,l[f]]),u)),e.add_constraint(new a(new h(l[p],[-1,g[p]]),u)),y=_,m=t.get(n),v=0,b=m.length;b>v;v++)x=m[v],(null!=(k=x.get(\"location\"))?k:!0)&&x.set(\"location\",n,{silent:!0}),null!=x.initialize_layout&&x.initialize_layout(e),e.add_constraint(new a(new h(y[p],[-1,x[f]]),u),M.Strength.strong),y=x;return w=new d.Model({solver:e}),e.add_constraint(new a(new h(y[p],[-1,w[f]]),u),M.Strength.strong),e.add_constraint(new a(new h(w[p],[-1,g[p]]),u),M.Strength.strong)}}(this),e(t,s,\"above\",[\"top\",\"bottom\"],\"height\",f),e(t,i,\"below\",[\"bottom\",\"top\"],\"height\",c),e(t,n,\"left\",[\"left\",\"right\"],\"width\",c),e(t,r,\"right\",[\"right\",\"left\"],\"width\",f)},e.prototype.add_renderers=function(t){var e;return e=this.get(\"renderers\"),e=e.concat(t),this.set(\"renderers\",e)},e.prototype.parent_properties=[\"background_fill\",\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return w.extend({},e.__super__.defaults.call(this),{renderers:[],tools:[],h_symmetry:!0,v_symmetry:!1,x_mapper_type:\"auto\",y_mapper_type:\"auto\",plot_width:600,plot_height:600,title:\"\",above:[],below:[],left:[],right:[],toolbar_location:\"above\",logo:\"normal\",lod_factor:10,lod_interval:300,lod_threshold:2e3,lod_timeout:500,webgl:!1,responsive:!1,min_size:100})},e.prototype.display_defaults=function(){return w.extend({},e.__super__.display_defaults.call(this),{hidpi:!0,background_fill:\"#fff\",border_fill:\"#fff\",min_border:40,title_standoff:8,title_text_font:\"helvetica\",title_text_font_size:\"20pt\",title_text_font_style:\"normal\",title_text_color:\"#444444\",title_text_alpha:1,title_text_align:\"center\",title_text_baseline:\"alphabetic\",outline_line_color:\"#aaaaaa\",outline_line_width:1,outline_line_alpha:1,outline_line_join:\"miter\",outline_line_cap:\"butt\",outline_line_dash:[],outline_line_dash_offset:0})},e}(p),e.exports={Model:m,View:_}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"./build_views\":101,\"./canvas\":103,\"./cartesian_frame\":105,\"./continuum_view\":109,\"./has_parent\":114,\"./layout_box\":117,\"./logging\":119,\"./plot_template\":123,\"./plot_utils\":124,\"./properties\":126,\"./solver\":131,\"./tool_manager\":135,\"./ui_events\":137,backbone:2,jquery:18,kiwi:303,underscore:92}],122:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){return function(){return t.apply(e,arguments)}},c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),u=t(\"./build_views\"),s=t(\"./has_parent\"),r=t(\"./continuum_view\"),a=function(t){function e(){return this.removeplot=h(this.removeplot,this),this.closeall=h(this.closeall,this),e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){return this.views={},this.child_models=[],e.__super__.initialize.call(this,t),this.render()},e.prototype.delegateEvents=function(){return this.listenTo(this.model,\"destroy\",this.remove),this.listenTo(this.model,\"change\",this.render),e.__super__.delegateEvents.call(this)},e.prototype.build_children=function(){var t;return t=u(this.views,this.mget(\"children\"),{}),window.pc_created_views=t,window.pc_views=this.views,null},e.prototype.size_textarea=function(t){var e;return e=n(t).height(0).prop(\"scrollHeight\"),n(t).height(e)},e.prototype.closeall=function(t){return this.mset(\"children\",[]),this.model.save()},e.prototype.removeplot=function(t){var e,i,r,s,o;return i=parseInt(n(t.currentTarget).parent().attr(\"data-plot_num\")),r=this.mget(\"children\")[i],s=this.views[r.get(\"id\")],s.remove(),e=function(){var t,e,i,n;for(i=this.mget(\"children\"),n=[],t=0,e=i.length;e>t;t++)o=i[t],o.id!==s.model.id&&n.push(o);return n}.call(this),this.mset(\"children\",e),this.model.save(),!1},e.prototype.render=function(){var t,i,r,s,o,a,u,h,c,d,f,g,m;e.__super__.render.call(this),this.build_children(),h=this.views;for(r in h)p.call(h,r)&&(g=h[r],g.$el.detach());for(this.$el.html(\"\"),u=l.keys(this.views).length,f=[],d={},c=this.mget(\"children\"),i=t=0,s=c.length;s>t;i=++t)o=c[i],m=this.views[o.id],a=n(\"<div class='jsp' data-plot_num='\"+i+\"'></div>\"),this.$el.append(a),a.append(m.el);return l.defer(function(t){return function(){var e,i,r,s,o;for(r=t.$el.find(\".plottitle\"),s=[],e=0,i=r.length;i>e;e++)o=r[e],s.push(t.size_textarea(n(o)));return s}}(this)),null},e}(r),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"PlotContext\",e.prototype.default_view=a,e.prototype.url=function(){return e.__super__.url.call(this)},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{children:[]})},e}(s),e.exports={Model:o,View:a}},{\"./build_views\":101,\"./continuum_view\":109,\"./has_parent\":114,jquery:18,underscore:92}],123:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=t.safe,r=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;(\"undefined\"==typeof t||null==t)&&(t=\"\");var e=new String(t);return e.ecoSafe=!0,e},r||(r=t.escape=function(t){return(\"\"+t).replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\").replace(/\"/g,\"&quot;\")}),function(){(function(){i.push(\"<div class='bk-plot-wrapper'>\\n\t<table>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-above'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td class=\\\"bk-plot-left\\\"></td>\\n\t\t\t<td class='bk-plot-canvas-wrapper'></td>\\n\t\t\t<td class=\\\"bk-plot-right\\\"></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-below'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t</table>\\n</div>\\n\")}).call(this)}.call(t),t.safe=n,t.escape=r,i.join(\"\")}},{}],124:[function(t,e,i){var n,r,s,o;n=[\"image\",\"underlay\",\"glyph\",\"overlay\",\"annotation\",\"tool\"],r=function(t){return t()},s=(\"undefined\"!=typeof window&&null!==window?window.requestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.mozRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.webkitRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.msRequestAnimationFrame:void 0)||r,o=function(t,e){var i,n,r,o,a,l,u,h;return l=[null,null,null,null],n=l[0],i=l[1],h=l[2],u=l[3],a=0,o=!1,r=function(){return a=new Date,h=null,o=!1,u=t.apply(n,i)},function(){var t,l;return t=new Date,l=e-(t-a),n=this,i=arguments,0>=l&&!o?(clearTimeout(h),o=!0,s(r)):h||(h=setTimeout(function(){return 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e=0,i=this.length;i>e;e++)if(e in this&&this[e]===t)return e;return-1};y=t(\"underscore\"),d=t(\"./has_properties\"),M=t(\"./svg_colors\"),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.obj=this.get(\"obj\"),this.attr=this.get(\"attr\"),this.listenTo(this.obj,\"change:\"+this.attr,function(){return this._init(),this.obj.trigger(\"propchange\")}),this._init()},e.prototype._init=function(){var t;if(t=this.obj.get(this.attr),y.isObject(t)&&!y.isArray(t))if(this.spec=t,y.isUndefined(this.spec.value)){if(null==this.spec.field)throw new Error(\"spec for property '\"+attr+\"' needs one of 'value' or 'field'\");this.field=this.spec.field}else this.fixed_value=this.spec.value;else this.fixed_value=t;if(null!=this.field&&!y.isString(this.field))throw new Error(\"field value for property '\"+attr+\"' is not a string\");return 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Error(\"coordinate property '\"+e+\"' given invalid value: \"+t);return!0},e}(m),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.validate=function(t,e){if(null==M[t.toLowerCase()]&&\"#\"!==t.substring(0,1)&&!this.valid_rgb(t))throw new Error(\"color property '\"+e+\"' given invalid value: \"+t);return!0},e.prototype.valid_rgb=function(t){var e,i,n,r;switch(t.substring(0,4)){case\"rgba\":i={start:\"rgba(\",len:4,alpha:!0};break;case\"rgb(\":i={start:\"rgb(\",len:3,alpha:!1};break;default:return!1}if(new RegExp(\".*?(\\\\.).*(,)\").test(t))throw new Error(\"color expects integers for rgb in rgb/rgba tuple, received \"+t);if(e=t.replace(i.start,\"\").replace(\")\",\"\").split(\",\").map(parseFloat),e.length!==i.len)throw new Error(\"color expects rgba \"+expect_len+\"-tuple, received \"+t);if(i.alpha&&!(0<=(n=e[3])&&1>=n))throw new Error(\"color expects rgba 4-tuple to have alpha value between 0 and 1\");if(S.call(function(){var t,i,n,s;for(n=e.slice(0,3),s=[],t=0,i=n.length;i>t;t++)r=n[t],s.push(r>=0&&255>=r);return s}(),!1)>=0)throw new Error(\"color expects rgb to have value between 0 and 255\");return!0},e}(m),_=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.validate=function(t,e){if(!y.isString(t))throw new Error(\"string property '\"+e+\"' given invalid value: \"+t);return!0},e}(m),c=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return this.levels=t.values.split(\" \"),e.__super__.initialize.call(this,t,i)},e.prototype.validate=function(t,e){if(S.call(this.levels,t)<0)throw new Error(\"enum property '\"+e+\"' given invalid value: \"+t+\", valid values are: \"+this.levels);return!0},e}(m),u=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){return t.values=\"anticlock 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e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),s=this.get(\"prefix\"),this.color=new o({obj:n,attr:s+\"line_color\"}),this.width=new g({obj:n,attr:s+\"line_width\"}),this.alpha=new g({obj:n,attr:s+\"line_alpha\"}),this.join=new c({obj:n,attr:s+\"line_join\",values:\"miter round bevel\"}),this.cap=new c({obj:n,attr:s+\"line_cap\",values:\"butt round square\"}),this.dash=new r({obj:n,attr:s+\"line_dash\"}),this.dash_offset=new g({obj:n,attr:s+\"line_dash_offset\"}),this.do_stroke=!0,!y.isUndefined(this.color.fixed_value)&&y.isNull(this.color.fixed_value)?this.do_stroke=!1:void 0},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"color\",\"width\",\"alpha\",\"join\",\"cap\",\"dash\",\"dash_offset\"])},e.prototype.set_value=function(t){return t.strokeStyle=this.color.value(),t.globalAlpha=this.alpha.value(),t.lineWidth=this.width.value(),t.lineJoin=this.join.value(),t.lineCap=this.cap.value(),t.setLineDash(this.dash.value()),t.setLineDashOffset(this.dash_offset.value())},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"color\",e),t.strokeStyle!==this.cache.fill&&(t.strokeStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha&&(t.globalAlpha=this.cache.alpha),this.cache_select(\"width\",e),t.lineWidth!==this.cache.width&&(t.lineWidth=this.cache.width),this.cache_select(\"join\",e),t.lineJoin!==this.cache.join&&(t.lineJoin=this.cache.join),this.cache_select(\"cap\",e),t.lineCap!==this.cache.cap&&(t.lineCap=this.cache.cap),this.cache_select(\"dash\",e),t.getLineDash()!==this.cache.dash&&t.setLineDash(this.cache.dash),this.cache_select(\"dash_offset\",e),t.getLineDashOffset()!==this.cache.dash_offset?t.setLineDashOffset(this.cache.dash_offset):void 0},e}(a),p=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var n,r;return e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),r=this.get(\"prefix\"),this.color=new o({obj:n,attr:r+\"fill_color\"}),this.alpha=new g({obj:n,attr:r+\"fill_alpha\"}),this.do_fill=!0,!y.isUndefined(this.color.fixed_value)&&y.isNull(this.color.fixed_value)?this.do_fill=!1:void 0},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"color\",\"alpha\"])},e.prototype.set_value=function(t){return t.fillStyle=this.color.value(),t.globalAlpha=this.alpha.value()},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"color\",e),t.fillStyle!==this.cache.fill&&(t.fillStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha?t.globalAlpha=this.cache.alpha:void 0},e}(a),v=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return D(e,t),e.prototype.initialize=function(t,i){var n,r;return e.__super__.initialize.call(this,t,i),n=this.get(\"obj\"),r=this.get(\"prefix\"),this.font=new _({obj:n,attr:r+\"text_font\"}),this.font_size=new _({obj:n,attr:r+\"text_font_size\"}),this.font_style=new c({obj:n,attr:r+\"text_font_style\",values:\"normal italic bold\"}),this.color=new o({obj:n,attr:r+\"text_color\"}),this.alpha=new g({obj:n,attr:r+\"text_alpha\"}),this.align=new c({obj:n,attr:r+\"text_align\",values:\"left right center\"}),this.baseline=new c({obj:n,attr:r+\"text_baseline\",values:\"top middle bottom alphabetic hanging\"})},e.prototype.warm_cache=function(t){return e.__super__.warm_cache.call(this,t,[\"font\",\"font_size\",\"font_style\",\"color\",\"alpha\",\"align\",\"baseline\"])},e.prototype.cache_select=function(t,i){var n;return\"font\"===t?(n=e.__super__.cache_select.call(this,\"font_style\",i)+\" \"+e.__super__.cache_select.call(this,\"font_size\",i)+\" \"+e.__super__.cache_select.call(this,\"font\",i),this.cache.font=n):e.__super__.cache_select.call(this,t,i)},e.prototype.font_value=function(){var t,e,i;return t=this.font.value(),e=this.font_size.value(),i=this.font_style.value(),i+\" \"+e+\" \"+t},e.prototype.set_value=function(t){return t.font=this.font_value(),t.fillStyle=this.color.value(),t.globalAlpha=this.alpha.value(),t.textAlign=this.align.value(),t.textBaseline=this.baseline.value()},e.prototype.set_vectorize=function(t,e){return this.cache_select(\"font\",e),t.font!==this.cache.font&&(t.font=this.cache.font),this.cache_select(\"color\",e),t.fillStyle!==this.cache.color&&(t.fillStyle=this.cache.color),this.cache_select(\"alpha\",e),t.globalAlpha!==this.cache.alpha&&(t.globalAlpha=this.cache.alpha),this.cache_select(\"align\",e),t.textAlign!==this.cache.align&&(t.textAlign=this.cache.align),this.cache_select(\"baseline\",e),t.textBaseline!==this.cache.baseline?t.textBaseline=this.cache.baseline:void 0},e}(a),b=function(t,e){var i,r,s,o,a;for(null==e&&(e=\"angles\"),a={},o=t[e],r=0,s=o.length;s>r;r++)i=o[r],a[i]=new n({obj:t,attr:i});return a},w=function(t,e){var i,n,r,s,o,a,u;for(null==e&&(e=\"coords\"),o={},r=t[e],i=0,n=r.length;n>i;i++)s=r[i],a=s[0],u=s[1],o[a]=new l({obj:t,attr:a}),o[u]=new l({obj:t,attr:u});return o},x=function(t,e){var i,n,r,s,o;for(null==e&&(e=\"distances\"),o={},s=t[e],n=0,r=s.length;r>n;n++)i=s[n],(\"?\"!==i[0]||(i=i.slice(1),null!=t.get(i)))&&(o[i]=new h({obj:t,attr:i}));return o},k=function(t,e){var i,n,a,l,h,p,d,f;for(null==e&&(e=\"fields\"),d={},h=t[e],a=0,l=h.length;l>a;a++)if(n=h[a],f=\"number\",n.indexOf(\":\")>-1&&(p=n.split(\":\"),n=p[0],f=p[1],i=p[2]),\"?\"!==n[0]||(n=n.slice(1),null!=t.attributes[n]))switch(f){case\"array\":d[n]=new r({obj:t,attr:n});break;case\"bool\":d[n]=new s({obj:t,attr:n});break;case\"color\":d[n]=new o({obj:t,attr:n});break;case\"direction\":d[n]=new u({obj:t,attr:n});break;case\"enum\":d[n]=new c({obj:t,attr:n,values:i});break;case\"number\":d[n]=new g({obj:t,attr:n});break;case\"string\":d[n]=new _({obj:t,attr:n})}return d},C=function(t,e){var i,n,r,s,o,a,l,u;for(null==e&&(e=\"visuals\"),u={},a=t[e],i=0,n=a.length;n>i;i++)switch(o=a[i],s=\"\",o.indexOf(\":\")>-1&&(l=o.split(\":\"),o=l[0],s=l[1]),r=\"\"+s+o,o){case\"line\":u[r]=new f({obj:t,prefix:s});break;case\"fill\":u[r]=new p({obj:t,prefix:s});break;case\"text\":u[r]=new v({obj:t,prefix:s})}return u},e.exports={Angle:n,Array:r,Bool:s,Color:o,Coord:l,Direction:u,Distance:h,Enum:c,Numeric:g,Property:m,String:_,Line:f,Fill:p,\n",
+       "        Text:v,factories:{coords:w,distances:x,angles:b,fields:k,visuals:C}}},{\"./has_properties\":115,\"./svg_colors\":132,underscore:92}],127:[function(t,e,i){var n;n=function(){function t(t){var e;this.seed=t,this.multiplier=1664525,this.modulo=4294967296,this.offset=1013904223,null!=this.seed&&0<=(e=this.seed)&&e<this.modulo||(this.seed=(new Date).valueOf()*(new Date).getMilliseconds()%this.modulo)}return t.prototype.seed=function(t){return this.seed=t},t.prototype.randn=function(){return this.seed=(this.multiplier*this.seed+this.offset)%this.modulo},t.prototype.randf=function(){return this.randn()/this.modulo},t.prototype.rand=function(t){return Math.floor(this.randf()*t)},t.prototype.rand2=function(t,e){return t+this.rand(e-t)},t}(),e.exports=n},{}],128:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./has_properties\"),l=t(\"./logging\").logger,s=t(\"./selector\"),a=t(\"./hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.type=\"SelectionManager\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.selectors={}},e.prototype.set_selection=function(t){var e;return this._save_indices(t),e=this.get(\"source\"),e.trigger(\"select\")},e.prototype.select=function(t,e,i,n,r){var s,o,a;return null==r&&(r=!1),a=this.get(\"source\"),a!==e.mget(\"data_source\")&&l.warn(\"select called with mis-matched data sources\"),s=e.hit_test(i),s?(o=this._get_selector(e),o.update(s,n,r),this._save_indices(o.get(\"indices\")),a.trigger(\"select\"),a.trigger(\"select-\"+e.mget(\"id\"))):void 0},e.prototype.inspect=function(t,e,i,n){var r,s;return s=this.get(\"source\"),s!==e.mget(\"data_source\")&&l.warn(\"inspect called with mis-matched data sources\"),r=e.hit_test(i),null!=r?(s.trigger(\"inspect\",r,t,e,s,n),s.trigger(\"inspect\"+e.mget(\"id\"),r,t,e,s,n)):void 0},e.prototype.clear=function(t){var e,i,n,r;if(null!=t)r=this._get_selector(t),r.clear();else{i=this.selectors;for(e in i)n=i[e],n.clear()}return this._save_indices(a.create_hit_test_result())},e.prototype._get_selector=function(t){return o.setdefault(this.selectors,t.model.id,new s),this.selectors[t.model.id]},e.prototype._save_indices=function(t){return this.get(\"source\").save({selected:t},{patch:!0})},e}(n),e.exports=r},{\"./has_properties\":115,\"./hittest\":116,\"./logging\":119,\"./selector\":129,underscore:92}],129:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;s=t(\"underscore\"),n=t(\"./has_properties\"),o=t(\"./hittest\"),a=t(\"./logging\").logger,r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"Selector\",e.prototype.update=function(t,e,i){return this.set(\"timestamp\",new Date),this.set(\"final\",e),i&&(t[\"0d\"].indices=s.union(this.get(\"indices\")[\"0d\"].indices,t[\"0d\"].indices),t[\"0d\"].flag=this.get(\"indices\")[\"0d\"].flag||t[\"0d\"].flag,t[\"1d\"].indices=s.union(this.get(\"indices\")[\"1d\"].indices,t[\"1d\"].indices),t[\"2d\"].indices=s.union(this.get(\"indices\")[\"2d\"].indices,t[\"2d\"].indices)),this.set(\"indices\",t)},e.prototype.clear=function(){return this.set(\"timestamp\",new Date),this.set(\"final\",!0),this.set(\"indices\",o.create_hit_test_result())},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{indices:o.create_hit_test_result()})},e}(n),e.exports=r},{\"./has_properties\":115,\"./hittest\":116,\"./logging\":119,underscore:92}],130:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){return function(){return t.apply(e,arguments)}};n=t(\"jquery\"),a=t(\"underscore\"),r=t(\"backbone\"),s=t(\"./base\").Config,l=t(\"./load_models\"),u=t(\"./logging\").logger,o=function(){function t(t){this.onmessage=c(this.onmessage,this);var e;this.auth={},this.ws_conn_string=t,this._connected=n.Deferred(),this.connected=this._connected.promise();try{window.MozWebSocket?this.s=new MozWebSocket(t):this.s=new WebSocket(t)}catch(i){e=i,u.error(\"websocket creation failed for connection string: \"+t),u.error(\" - \"+e)}this.s.onopen=function(t){return function(){return t._connected.resolve()}}(this),this.s.onmessage=this.onmessage}return a.extend(t.prototype,r.Events),t.prototype.onmessage=function(t){var e,i,n;return e=t.data,i=e.indexOf(\":\"),i=e.indexOf(\":\",i+1),n=e.substring(0,i),e=e.substring(i+1),this.trigger(\"msg:\"+n,e),null},t.prototype.send=function(t){return n.when(this.connected).done(function(e){return function(){return e.s.send(t)}}(this))},t.prototype.subscribe=function(t,e){var i;return 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this.frame=this.plot_model.get(\"frame\"),this.canvas=this.plot_model.get(\"canvas\"),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],i=this.canvas.vx_to_sx(this._calc_dim(\"left\",this.xmapper,this.frame.get(\"h_range\").get(\"start\"))),n=this.canvas.vx_to_sx(this._calc_dim(\"right\",this.xmapper,this.frame.get(\"h_range\").get(\"end\"))),e=this.canvas.vy_to_sy(this._calc_dim(\"bottom\",this.ymapper,this.frame.get(\"v_range\").get(\"start\"))),r=this.canvas.vy_to_sy(this._calc_dim(\"top\",this.ymapper,this.frame.get(\"v_range\").get(\"end\"))),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(i,r,n-i,e-r),this.fill_props.set_value(t),t.fill(),this.line_props.set_value(t),t.stroke(),t.restore()},e.prototype._calc_dim=function(t,e,i){var n;return n=null!=this.mget(t)?\"data\"===this.mget(t+\"_units\")?e.map_to_target(this.mget(t)):this.mget(t):i},e}(o),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"BoxAnnotation\",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:\"annotation\",left_units:\"data\",right_units:\"data\",top_units:\"data\",bottom_units:\"data\",fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_width:1,line_alpha:.3,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0})},e}(s),e.exports={Model:n,View:r}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,underscore:92}],148:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),u=t(\"../../common/textutils\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.label_props=new l.Text({obj:this.model,prefix:\"label_\"}),this.border_props=new l.Line({obj:this.model,prefix:\"border_\"}),this.background_props=new l.Fill({obj:this.model,prefix:\"background_\"}),this.need_calc_dims=!0,this.listenTo(this.plot_model.solver,\"layout_update\",function(){return this.need_calc_dims=!0})},e.prototype.calc_dims=function(t){var e,i,n,r,s,o,l,h,c,p,d,f,g,m,_,v;return l=function(){var t,e,n,r,s;for(n=this.mget(\"legends\"),s=[],t=0,e=n.length;e>t;t++)r=n[t],o=r[0],i=r[1],s.push(o);return s}.call(this),r=this.mget(\"label_height\"),this.glyph_height=this.mget(\"glyph_height\"),s=this.mget(\"label_width\"),this.glyph_width=this.mget(\"glyph_width\"),c=this.mget(\"legend_spacing\"),this.label_height=a.max([u.getTextHeight(this.label_props.font_value()),r,this.glyph_height]),this.legend_height=this.label_height,this.legend_height=l.length*this.legend_height+(1+l.length)*c,e=this.plot_view.canvas_view.ctx,e.save(),this.label_props.set_value(e),g=a.map(l,function(t){return e.measureText(t).width}),e.restore(),f=a.max(g),this.label_width=a.max([f,s]),this.legend_width=this.label_width+this.glyph_width+3*c,p=this.mget(\"orientation\"),h=this.mget(\"legend_padding\"),n=this.plot_view.frame.get(\"h_range\"),m=this.plot_view.frame.get(\"v_range\"),\"top_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"end\")-h):\"top_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"end\")-h):\"bottom_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"start\")+h+this.legend_height):\"bottom_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"start\")+h+this.legend_height):\"absolute\"===p&&(d=this.absolute_coords,_=d[0],v=d[1]),_=this.plot_view.canvas.vx_to_sx(_),v=this.plot_view.canvas.vy_to_sy(v),this.box_coords=[_,v]},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w;for(this.need_calc_dims&&(this.calc_dims(),this.need_calc_dims=!1),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(this.box_coords[0],this.box_coords[1],this.legend_width,this.legend_height),this.background_props.set_value(t),t.fill(),this.border_props.do_stroke&&(this.border_props.set_value(t),t.stroke()),o=this.mget(\"legend_spacing\"),u=this.mget(\"legends\"),n=i=0,a=u.length;a>i;n=++i)for(h=u[n],s=h[0],e=h[1],b=n*this.label_height,w=(1+n)*o,_=this.box_coords[1]+this.label_height/2+b+w,f=this.box_coords[0]+o,g=this.box_coords[0]+2*o+this.label_width,m=g+this.glyph_width,v=this.box_coords[1]+b+w,y=v+this.glyph_height,this.label_props.set_value(t),t.fillText(s,f,_),c=this.model.resolve_ref(e),r=0,l=c.length;l>r;r++)p=c[r],d=this.plot_view.renderers[p.id],d.draw_legend(t,g,m,v,y);return t.restore()},e}(o),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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a.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",border_line_color:\"black\",border_line_width:1,border_line_alpha:1,border_line_join:\"miter\",border_line_cap:\"butt\",border_line_dash:[],border_line_dash_offset:0,background_fill_color:\"#fff\",background_fill_alpha:1,label_standoff:15,label_text_font:\"helvetica\",label_text_font_size:\"10pt\",label_text_font_style:\"normal\",label_text_color:\"#444444\",label_text_alpha:1,label_text_align:\"left\",label_text_baseline:\"middle\",glyph_height:20,glyph_width:20,label_height:20,label_width:50,legend_padding:10,legend_spacing:3,orientation:\"top_right\",datapoint:null})},e}(n),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,\"../../common/textutils\":133,underscore:92}],149:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),r=t(\"../../common/has_parent\"),s=t(\"../../common/plot_widget\"),u=t(\"../../common/logging\").logger,a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.className=\"bk-tooltip\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.appendTo(this.plot_view.$el.find(\"div.bk-canvas-overlays\")),this.$el.css({\"z-index\":1010}),this.$el.hide()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change:data\",this._draw_tips)},e.prototype.render=function(){return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,i,r,s,o,a,u,h,c,p,d,f,g,m;if(this.$el.empty(),this.$el.hide(),this.$el.toggleClass(\"bk-tooltip-custom\",this.mget(\"custom\")),!l.isEmpty(this.mget(\"data\"))){for(a=this.mget(\"data\"),i=0,s=a.length;s>i;i++)f=a[i],g=f[0],m=f[1],e=f[2],(!this.mget(\"inner_only\")||this.plot_view.frame.contains(g,m))&&(p=n(\"<div />\").appendTo(this.$el),p.append(e));switch(h=this.plot_view.mget(\"canvas\").vx_to_sx(g),c=this.plot_view.mget(\"canvas\").vy_to_sy(m),u=this.mget(\"side\"),\"auto\"===u&&(o=this.plot_view.frame.get(\"width\"),u=g-this.plot_view.frame.get(\"left\")<o/2?\"right\":\"left\"),this.$el.removeClass(\"bk-right\"),this.$el.removeClass(\"bk-left\"),t=10,u){case\"right\":this.$el.addClass(\"bk-left\"),r=h+(this.$el.outerWidth()-this.$el.innerWidth())+t;break;case\"left\":this.$el.addClass(\"bk-right\"),r=h-this.$el.outerWidth()-t}return d=c-this.$el.outerHeight()/2,this.$el.children().length>0?(this.$el.css({top:d,left:r}),this.$el.show()):void 0}},e}(s),o=function(t){function 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u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e,i,n;for(\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius,this.angle=new Float32Array(this.start_angle.length),n=[],t=e=0,i=this.start_angle.length;i>=0?i>e:e>i;t=i>=0?++e:--e)n.push(this.angle[t]=this.end_angle[t]-this.start_angle[t]);return n},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;for(p=i.sx,d=i.sy,c=i.start_angle,n=i.angle,u=i.sinner_radius,h=i.souter_radius,r=i.direction,l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(p[s]+d[s]+u[s]+h[s]+c[s]+n[s]+r[s])||(t.translate(p[s],d[s]),t.rotate(this.start_angle[s]),t.moveTo(h[s],0),t.beginPath(),t.arc(0,0,h[s],0,n[s],r[s]),t.rotate(this.angle[s]),t.lineTo(u[s],0),t.arc(0,0,u[s],0,-n[s],!r[s]),t.closePath(),t.rotate(-n[s]-c[s]),t.translate(-p[s],-d[s]),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,s),l.push(t.stroke())):l.push(void 0));return l},e.prototype._hit_point=function(t){var e,i,n,r,s,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L;for(m=[t.vx,t.vy],S=m[0],E=m[1],R=this.renderer.xmapper.map_from_target(S,!0),O=this.renderer.ymapper.map_from_target(E,!0),\"data\"===this.distances.outer_radius.units?(z=R-this.max_outer_radius,j=R+this.max_outer_radius,F=O-this.max_outer_radius,L=O+this.max_outer_radius):(A=S-this.max_outer_radius,P=S+this.max_outer_radius,_=this.renderer.xmapper.v_map_from_target([A,P],!0),z=_[0],j=_[1],I=E-this.max_outer_radius,N=E+this.max_outer_radius,v=this.renderer.ymapper.v_map_from_target([I,N],!0),F=v[0],L=v[1]),i=[],y=function(){var t,e,i,n;for(i=this.index.search([z,F,j,L]),n=[],t=0,e=i.length;e>t;t++)g=i[t],n.push(g[4].i);return n}.call(this),h=0,p=y.length;p>h;h++)s=y[h],f=Math.pow(this.souter_radius[s],2),u=Math.pow(this.sinner_radius[s],2),k=this.renderer.xmapper.map_to_target(R,!0),M=this.renderer.xmapper.map_to_target(this.x[s],!0),D=this.renderer.ymapper.map_to_target(O,!0),T=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(k-M,2)+Math.pow(D-T,2),f>=n&&n>=u&&i.push([s,n]);for(r=[],c=0,d=i.length;d>c;c++)b=i[c],s=b[0],n=b[1],x=this.renderer.plot_view.canvas.vx_to_sx(S),C=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(C-this.sy[s],x-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return w=a.create_hit_test_result(),w[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),w},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"AnnularWedge\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],152:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),a=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius;\n",
+       "        },e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h;for(u=i.sx,h=i.sy,a=i.sinner_radius,l=i.souter_radius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(u[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.arc(u[n],h[n],a[n],0,2*Math.PI*2,!1),t.moveTo(u[n]+l[n],h[n]),t.arc(u[n],h[n],l[n],0,2*Math.PI*2,!0),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;for(c=[t.vx,t.vy],v=c[0],y=c[1],b=this.renderer.xmapper.map_from_target(v,!0),w=b-this.max_radius,x=b+this.max_radius,k=this.renderer.ymapper.map_from_target(y,!0),M=k-this.max_radius,C=k+this.max_radius,i=[],p=function(){var t,e,i,n;for(i=this.index.search([w,M,x,C]),n=[],t=0,e=i.length;e>t;t++)h=i[t],n.push(h[4].i);return n}.call(this),s=0,l=p.length;l>s;s++)n=p[s],u=Math.pow(this.souter_radius[n],2),r=Math.pow(this.sinner_radius[n],2),f=this.renderer.xmapper.map_to_target(b),g=this.renderer.xmapper.map_to_target(this.x[n]),m=this.renderer.ymapper.map_to_target(k),_=this.renderer.ymapper.map_to_target(this.y[n]),e=Math.pow(f-g,2)+Math.pow(m-_,2),u>=e&&e>=r&&i.push([n,e]);return d=a.create_hit_test_result(),d[\"1d\"].indices=o.chain(i).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),d},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d;return u=null!=(l=this.get_reference_point())?l:0,o=[u],p={},p[u]=(e+i)/2,d={},d[u]=(n+r)/2,a=.5*Math.min(Math.abs(i-e),Math.abs(r-n)),h={},h[u]=.4*a,c={},c[u]=.8*a,s={sx:p,sy:d,sinner_radius:h,souter_radius:c},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"Annulus\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],153:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.radius.units?this.sradius=this.sdist(this.renderer.xmapper,this.x,this.radius):this.sradius=this.radius},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;if(c=i.sx,p=i.sy,u=i.sradius,h=i.start_angle,r=i.end_angle,n=i.direction,this.visuals.line.do_stroke){for(l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(c[s]+p[s]+u[s]+h[s]+r[s]+n[s])||(t.beginPath(),t.arc(c[s],p[s],u[s],h[s],r[s],n[s]),this.visuals.line.set_vectorize(t,s),l.push(t.stroke()));return l}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=r,e.prototype.type=\"Arc\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,underscore:92}],154:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),l=t(\"rbush\"),s=t(\"./glyph\"),a=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(x=[],c=[[],[]],d=m=0;2>=m;d=++m)if(0===d?(u=6*t-12*i+6*r,l=-3*t+9*i-9*r+3*o,p=3*i-3*t):(u=6*e-12*n+6*s,l=-3*e+9*n-9*s+3*a,p=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;y=-p/u,y>0&&1>y&&x.push(y)}else h=u*u-4*p*l,v=Math.sqrt(h),0>h||(b=(-u+v)/(2*l),b>0&&1>b&&x.push(b),w=(-u-v)/(2*l),w>0&&1>w&&x.push(w));for(f=x.length,g=f;f--;)y=x[f],_=1-y,k=_*_*_*t+3*_*_*y*i+3*_*y*y*r+y*y*y*o,c[0][f]=k,M=_*_*_*e+3*_*_*y*n+3*_*y*y*s+y*y*y*a,c[1][f]=M;return c[0][g]=t,c[1][g]=e,c[0][g+1]=o,c[1][g+1]=a,[Math.min.apply(null,c[0]),Math.max.apply(null,c[1]),Math.max.apply(null,c[0]),Math.min.apply(null,c[1])]},r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){var t,e,i,n,r,s,o,u,h,c;for(e=l(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t]+this.cx0[t]+this.cy0[t]+this.cx1[t]+this.cy1[t])||(s=a(this.x0[t],this.y0[t],this.x1[t],this.y1[t],this.cx0[t],this.cy0[t],this.cx1[t],this.cy1[t]),o=s[0],h=s[1],u=s[2],c=s[3],n.push([o,h,u,c,{i:t}]));return e.load(n),e},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;if(p=i.sx0,f=i.sy0,d=i.sx1,g=i.sy1,a=i.scx,l=i.scx0,h=i.scy0,u=i.scx1,c=i.scy1,this.visuals.line.do_stroke){for(o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(p[n]+f[n]+d[n]+g[n]+l[n]+h[n]+u[n]+c[n])||(t.beginPath(),t.moveTo(p[n],f[n]),t.bezierCurveTo(l[n],h[n],u[n],c[n],d[n],g[n]),this.visuals.line.set_vectorize(t,n),o.push(t.stroke()));return o}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Bezier\",e.prototype.visuals=[\"line\"],e.prototype.coords=[[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]],e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,rbush:89,underscore:92}],155:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m=function(t,e){function i(){this.constructor=t}for(var n in e)_.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},_={}.hasOwnProperty;f=null!=i._bokehTest?void 0:t(\"gloo2\"),h=t(\"../../common/color\"),c=h.color2rgba,g=function(t){return 2>t&&(t=Math.sqrt(2*t)),t},p=function(t,e){var i,n,r,s;for(i=new Float32Array(t),n=r=0,s=t;s>=0?s>r:r>s;n=s>=0?++r:--r)i[n]=e;return i},d=function(t,e,i){var n,r,s,o,a,l,u;for(n=new Float32Array(t*e),r=o=0,l=t;l>=0?l>o:o>l;r=l>=0?++o:--o)for(s=a=0,u=e;u>=0?u>a:a>u;s=u>=0?++a:--a)n[r*e+s]=i[s];return n},u=function(t,e,i,n,r,s){var o;return e.used=!0,null!=r[s].fixed_value?(t.set_attribute(i,\"float\",null,r[s].fixed_value),e.used=!1):(o=new Float32Array(r.cache[s+\"_array\"]),e.set_size(4*n),e.set_data(0,o),t.set_attribute(i,\"float\",[e,0,0])),o},l=function(t,e,i,n,r){var s,o,a,l,u,h,d,f,g,m,_;if(f=4,e.used=!0,null!=r.color.fixed_value&&null!=r.alpha.fixed_value)_=c(r.color.fixed_value,r.alpha.fixed_value),t.set_attribute(i,\"vec4\",null,_),e.used=!1;else{for(a=null!=r.color.fixed_value?function(){var t,e,i;for(i=[],l=t=0,e=n;e>=0?e>t:t>e;l=e>=0?++t:--t)i.push(r.color.fixed_value);return i}():r.cache.color_array,o=null!=r.alpha.fixed_value?p(n,r.alpha.fixed_value):r.cache.alpha_array,s=new Float32Array(n*f),l=h=0,g=n;g>=0?g>h:h>g;l=g>=0?++h:--h)for(_=c(a[l],o[l]),u=d=0,m=f;m>=0?m>d:d>m;u=m>=0?++d:--d)s[l*f+u]=_[u];e.set_size(n*f*4),e.set_data(0,s),t.set_attribute(i,\"vec4\",[e,0,0])}return s},n=function(){function t(t,e){this.gl=t,this.glyph=e,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.init()}return t.prototype.GLYPH=\"\",t.prototype.VERT=\"\",t.prototype.FRAG=\"\",t.prototype.set_data_changed=function(t){return t!==this.nvertices&&(this.nvertices=t,this.size_changed=!0),this.data_changed=!0},t.prototype.set_visuals_changed=function(){return this.visuals_changed=!0},t}(),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"line\",e.prototype.VERT=\"xxx\",e.prototype.FRAG=\"xxx\",e}(n),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.VERT=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform vec2 u_canvas_size;\\nuniform vec2 u_offset;\\nuniform vec2 u_scale;\\nuniform float u_antialias;\\n//\\nattribute float a_x;\\nattribute float a_y;\\nattribute float a_size;\\nattribute float a_angle;  // in radians\\nattribute float a_linewidth;\\nattribute vec4  a_fg_color;\\nattribute vec4  a_bg_color;\\n//\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying vec2  v_rotation;\\n\\nvoid main (void)\\n{\\n    v_size = a_size;\\n    v_linewidth = a_linewidth;\\n    v_fg_color = a_fg_color;\\n    v_bg_color = a_bg_color;\\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\\n    // Calculate position - the -0.5 is to correct for canvas origin\\n    vec2 pos = vec2(a_x, a_y) * u_scale + u_offset - vec2(0.5, 0.5); // in pixels\\n    pos /= u_canvas_size;  // in 0..1\\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;        \\n    gl_PointSize = SQRT_2 * v_size + 2.0 * (a_linewidth + 1.5*u_antialias);\\n}\",e.prototype.FRAG=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\nconst float PI = 3.14159265358979323846264;\\n//\\nuniform float u_antialias;\\n//\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec2  v_rotation;\\n\\nMARKERCODE\\n\\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\\n{\\n    vec4 frag_color;\\n    float t = linewidth/2.0 - antialias;\\n    float signed_distance = distance;\\n    float border_distance = abs(signed_distance) - t;\\n    float alpha = border_distance/antialias;\\n    alpha = exp(-alpha*alpha);\\n    \\n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\\n    float select = float(bool(fg_color.a));\\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\\n    // Similarly, if we want a transparent bg\\n    select = float(bool(bg_color.a));\\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\\n    \\n    if( border_distance < 0.0)\\n        frag_color = fg_color;\\n    else if( signed_distance < 0.0 ) {\\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\\n    } else {\\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\\n        } else {\\n            discard;\\n        }\\n    }\\n    return frag_color;\\n}\\n\\nvoid main()\\n{\\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\\n             v_rotation.y*P.x + v_rotation.x*P.y);\\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\\n    float distance = marker(P*point_size, v_size);\\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\\n}\",e.prototype.MARKERCODE=\"<defined in subclasses>\",e.prototype.init=function(){var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new f.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new f.VertexBuffer(e),this.prog.set_attribute(\"a_x\",\"float\",[this.vbo_x,0,0]),this.vbo_y=new f.VertexBuffer(e),this.prog.set_attribute(\"a_y\",\"float\",[this.vbo_y,0,0]),this.vbo_s=new f.VertexBuffer(e),this.prog.set_attribute(\"a_size\",\"float\",[this.vbo_s,0,0]),this.vbo_a=new f.VertexBuffer(e),this.prog.set_attribute(\"a_angle\",\"float\",[this.vbo_a,0,0]),this.vbo_linewidth=new f.VertexBuffer(e),this.vbo_fg_color=new f.VertexBuffer(e),this.vbo_bg_color=new f.VertexBuffer(e),this.index_buffer=new f.IndexBuffer(e)},e.prototype.draw=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(u=e.glglyph.nvertices,this.data_changed?(this._set_data(u),this.data_changed=!1):null==this.glyph.radius||i.sx===this.last_trans.sx&&i.sy===this.last_trans.sy||(this.last_trans=i,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,i,n;for(i=this.glyph.sradius,n=[],t=0,e=i.length;e>t;t++)m=i[t],n.push(2*m);return n}.call(this)))),this.visuals_changed&&(this._set_visuals(u),this.visuals_changed=!1),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[i.width,i.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[i.dx[0],i.dy[0]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[i.sx,i.sy]),this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,0]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,0]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,0]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,0]),0!==t.length){if(t.length===u)return this.prog.draw(this.gl.POINTS,[0,u]);if(65535>u)return this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(s=64e3,r=[],o=a=0,p=Math.ceil(u/s);p>=0?p>a:a>p;o=p>=0?++a:--a)r.push([]);for(o=l=0,d=t.length;d>=0?d>l:l>d;o=d>=0?++l:--l)v=t[o]%s,n=Math.floor(t[o]/s),r[n].push(v);for(g=[],n=h=0,f=r.length;f>=0?f>h:h>f;n=f>=0?++h:--h)_=new Uint16Array(r[n]),c=n*s*4,0!==_.length&&(this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,c]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,c]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,c]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,c]),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",[this.vbo_linewidth,0,c]),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",[this.vbo_fg_color,0,4*c]),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",[this.vbo_bg_color,0,4*c]),this.index_buffer.set_size(2*_.length),this.index_buffer.set_data(0,_),g.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return g}},e.prototype._set_data=function(t){var e,i;return e=4*t,this.vbo_x.set_size(e),this.vbo_y.set_size(e),this.vbo_a.set_size(e),this.vbo_s.set_size(e),this.vbo_x.set_data(0,new Float32Array(this.glyph.x)),this.vbo_y.set_data(0,new Float32Array(this.glyph.y)),null!=this.glyph.angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph.angle)),null!=this.glyph.radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,r;for(n=this.glyph.sradius,r=[],t=0,e=n.length;e>t;t++)i=n[t],r.push(2*i);return r}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph.size))},e.prototype._set_visuals=function(t){return u(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"width\"),l(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line),l(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill),this.prog.set_uniform(\"u_antialias\",\"float\",[.9])},e}(n),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"circle\",e.prototype.MARKERCODE=\"// --- disc\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\",e}(o),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"square\",e.prototype.MARKERCODE=\"// --- square\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\",e}(o),e.exports={CircleGLGlyph:r,SquareGLGlyph:a}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/color\":108,gloo2:298}],156:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"./bokehgl\"),s=t(\"./glyph\"),l=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._init_gl=function(t){return this.glglyph=new a.CircleGLGlyph(t,this)},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e;return null!=this.radius?\"data\"===this.distances.radius.units?(t=this.fields.radius_dimension.fixed_value,this.sradius=this.sdist(this.renderer[t+\"mapper\"],this[t],this.radius)):(this.sradius=this.radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,i,n,r;for(n=this.size,r=[],t=0,i=n.length;i>t;t++)e=n[t],r.push(e/2);return r}.call(this)},e.prototype._mask_data=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return e=this.renderer.plot_view.frame.get(\"h_range\"),p=this.renderer.plot_view.frame.get(\"v_range\"),null!=this.radius&&\"data\"===this.distances.radius.units?(l=e.get(\"start\"),u=e.get(\"end\"),i=this.renderer.xmapper.v_map_from_target([l,u],!0),f=i[0],g=i[1],f-=this.max_radius,g+=this.max_radius,h=p.get(\"start\"),c=p.get(\"end\"),n=this.renderer.ymapper.v_map_from_target([h,c],!0),m=n[0],_=n[1],m-=this.max_radius,_+=this.max_radius):(l=e.get(\"start\")-this.max_size,u=e.get(\"end\")+this.max_size,r=this.renderer.xmapper.v_map_from_target([l,u],!0),f=r[0],g=r[1],h=p.get(\"start\")-this.max_size,c=p.get(\"end\")+this.max_size,s=this.renderer.ymapper.v_map_from_target([h,c],!0),m=s[0],_=s[1]),f>g&&(o=[g,f],f=o[0],g=o[1]),m>_&&(a=[_,m],m=a[0],_=a[1]),function(){var t,e,i,n;for(i=this.index.search([f,m,g,_]),n=[],t=0,e=i.length;e>t;t++)d=i[t],n.push(d[4].i);return n}.call(this)},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u;for(l=i.sx,u=i.sy,a=i.sradius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j;if(d=[t.vx,t.vy],C=d[0],S=d[1],E=this.renderer.xmapper.map_from_target(C,!0),R=this.renderer.ymapper.map_from_target(S,!0),null!=this.radius&&\"data\"===this.distances.radius.units?(I=E-this.max_radius,N=E+this.max_radius,z=R-this.max_radius,j=R+this.max_radius):(D=C-this.max_size,T=C+this.max_size,f=this.renderer.xmapper.v_map_from_target([D,T],!0),I=f[0],N=f[1],g=[Math.min(I,N),Math.max(I,N)],I=g[0],N=g[1],A=S-this.max_size,P=S+this.max_size,m=this.renderer.ymapper.v_map_from_target([A,P],!0),z=m[0],j=m[1],_=[Math.min(z,j),Math.max(z,j)],z=_[0],j=_[1]),e=function(){var t,e,i,n;for(i=this.index.search([I,z,N,j]),n=[],t=0,e=i.length;e>t;t++)c=i[t],n.push(c[4].i);return n}.call(this),n=[],null!=this.radius&&\"data\"===this.distances.radius.units)for(s=0,u=e.length;u>s;s++)r=e[s],p=Math.pow(this.sradius[r],2),b=this.renderer.xmapper.map_to_target(E,!0),w=this.renderer.xmapper.map_to_target(this.x[r],!0),k=this.renderer.ymapper.map_to_target(R,!0),M=this.renderer.ymapper.map_to_target(this.y[r],!0),i=Math.pow(b-w,2)+Math.pow(k-M,2),p>=i&&n.push([r,i]);else for(y=this.renderer.plot_view.canvas.vx_to_sx(C),x=this.renderer.plot_view.canvas.vy_to_sy(S),a=0,h=e.length;h>a;a++)r=e[a],p=Math.pow(this.sradius[r],2),i=Math.pow(this.sx[r]-y,2)+Math.pow(this.sy[r]-x,2),p>=i&&n.push([r,i]);return n=o.chain(n).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),v=l.create_hit_test_result(),v[\"1d\"].indices=n,v},e.prototype._hit_span=function(t){var e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k;return n=[t.vx,t.vy],c=n[0],f=n[1],r=this.bounds(),y=r[0],k=r[1],h=l.create_hit_test_result(),\"h\"===t.direction?(w=k[0],x=k[1],null!=this.radius&&\"data\"===this.distances.radius.units?(p=c-this.max_radius,d=c+this.max_radius,s=this.renderer.xmapper.v_map_from_target([p,d]),_=s[0],v=s[1]):(i=this.max_size/2,p=c-i,d=c+i,o=this.renderer.xmapper.v_map_from_target([p,d],!0),_=o[0],v=o[1])):(_=y[0],v=y[1],null!=this.radius&&\"data\"===this.distances.radius.units?(g=f-this.max_radius,m=f+this.max_radius,a=this.renderer.ymapper.v_map_from_target([g,m]),w=a[0],x=a[1]):(i=this.max_size/2,g=f-i,m=f+i,u=this.renderer.ymapper.v_map_from_target([g,m],!0),w=u[0],x=u[1])),e=function(){var t,e,i,n;for(i=this.index.search([_,w,v,x]),n=[],t=0,e=i.length;e>t;t++)b=i[t],n.push(b[4].i);return n}.call(this),h[\"1d\"].indices=e,h},e.prototype._hit_rect=function(t){var e,i,n,r,s,o,a,u;return e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),a=i[0],u=i[1],n=l.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,a,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_poly=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g;for(a=[o.clone(t.vx),o.clone(t.vy)],f=a[0],g=a[1],p=this.renderer.plot_view.canvas.v_vx_to_sx(f),d=this.renderer.plot_view.canvas.v_vy_to_sy(g),e=function(){c=[];for(var t=0,e=this.sx.length;e>=0?e>t:t>e;e>=0?t++:t--)c.push(t);return c}.apply(this),i=[],n=s=0,u=e.length;u>=0?u>s:s>u;n=u>=0?++s:--s)r=e[n],l.point_in_poly(this.sx[n],this.sy[n],p,d)&&i.push(r);return h=l.create_hit_test_result(),h[\"1d\"].indices=i,h},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c;return l=null!=(a=this.get_reference_point())?a:0,o=[l],h={},h[l]=(e+i)/2,c={},c[l]=(n+r)/2,u={},u[l]=.2*Math.min(Math.abs(i-e),Math.abs(r-n)),s={sx:h,sy:c,sradius:u},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Circle\",e.prototype.distances=[\"?radius\",\"?size\"],e.prototype.fields=[\"radius_dimension:string\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{size:4})},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{radius_dimension:\"x\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./bokehgl\":155,\"./glyph\":158,underscore:92}],157:[function(t,e,i){(function(i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;l=t(\"underscore\"),a=t(\"./glyph\"),s=null!=i._bokehTest?void 0:t(\"gear_utils\"),n=t(\"../../util/bezier\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return this.smodule=this.sdist(this.renderer.xmapper,this.x,this.module,\"edge\")},e.prototype._render=function(t,e,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S;for(M=i.sx,C=i.sy,k=i.smodule,r=i.angle,D=i.teeth,f=i.pressure_angle,x=i.shaft_size,l=i.internal,h=0,p=e.length;p>h;h++)if(a=e[h],!isNaN(M[a]+C[a]+r[a]+k[a]+D[a]+f[a]+x[a]+l[a])){for(d=k[a]*D[a]/2,o=l[a]?s.create_internal_gear_tooth:s.create_gear_tooth,b=o(k[a],D[a],f[a]),g=b.slice(0,3),n=g[0],T=g[1],S=g[2],y=b.slice(3),t.save(),t.translate(M[a],C[a]),t.rotate(r[a]),t.beginPath(),v=2*Math.PI/D[a],t.moveTo(T,S),u=c=0,m=D[a];m>=0?m>c:c>m;u=m>=0?++c:--c)this._render_seq(t,y),t.rotate(v);t.closePath(),l[a]?(_=d+2.75*k[a],t.moveTo(_,0),t.arc(0,0,_,0,2*Math.PI,!0)):x[a]>0&&(w=d*x[a],t.moveTo(w,0),t.arc(0,0,w,0,2*Math.PI,!0)),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,a),t.fill()),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,a),t.stroke()),t.restore()}},e.prototype._render_seq=function(t,e){var i,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(u=0;u<e.length;)switch(l.isString(e[u])&&(i=e[u],u+=1),i){case\"M\":g=e.slice(u,u+2),P=g[0],I=g[1],t.moveTo(P,I),m=[P,I],d=m[0],f=m[1],u+=2;break;case\"L\":v=e.slice(u,u+2),P=v[0],I=v[1],t.lineTo(P,I),y=[P,I],d=y[0],f=y[1],u+=2;break;case\"C\":b=e.slice(u,u+6),r=b[0],o=b[1],s=b[2],a=b[3],P=b[4],I=b[5],t.bezierCurveTo(r,o,s,a,P,I),w=[P,I],d=w[0],f=w[1],u+=6;break;case\"Q\":x=e.slice(u,u+4),r=x[0],o=x[1],P=x[2],I=x[3],t.quadraticCurveTo(r,o,P,I),k=[P,I],d=k[0],f=k[1],u+=4;break;case\"A\":for(M=e.slice(u,u+7),D=M[0],T=M[1],E=M[2],c=M[3],A=M[4],P=M[5],I=M[6],S=n.arc_to_bezier(d,f,D,T,-E,c,1-A,P,I),h=0,p=S.length;p>h;h++)C=S[h],r=C[0],o=C[1],s=C[2],a=C[3],P=C[4],I=C[5],t.bezierCurveTo(r,o,s,a,P,I);_=[P,I],d=_[0],f=_[1],u+=7;break;default:throw new Error(\"unexpected command: \"+i)}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"Gear\",e.prototype.angles=[\"angle\"],e.prototype.fields=[\"module\",\"internal:bool\",\"pressure_angle\",\"shaft_size\",\"teeth\"],e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{angle:0,pressure_angle:20,shaft_size:.3,internal:!1})},e}(a.Model),e.exports={Model:r,View:o}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../util/bezier\":248,\"./glyph\":158,gear_utils:297,underscore:92}],158:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;l=t(\"underscore\"),d=t(\"rbush\"),u=t(\"../../common/bbox\"),h=t(\"../../common/logging\").logger,a=t(\"../../common/has_parent\"),r=t(\"../../common/continuum_view\"),p=t(\"../../common/properties\"),n=t(\"../../mapper/categorical_mapper\"),c=t(\"proj4\"),f=c.defs(\"GOOGLE\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.initialize=function(t){var i,n,r,s;e.__super__.initialize.call(this,t),this.renderer=t.renderer,i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas&&this._init_gl(i.glcanvas.gl),s=p.factories;for(r in s)n=s[r],this[r]={},this[r]=l.extend(this[r],n(this.model));return this.warned={},this},e.prototype.render=function(t,e,i){if(this.mget(\"visible\")){if(t.beginPath(),null!=this.glglyph&&this._render_gl(t,e,i))return;return this._render(t,e,i)}},e.prototype._render_gl=function(t,e,i){var n,r,s,o;return s=this.renderer.map_to_screen([0,1,2],[0,1,2]),n=s[0],r=s[1],Math.abs(n[1]-n[0]-(n[2]-n[1]))>1e-6||Math.abs(r[1]-r[0]-(r[2]-r[1]))>1e-6?!1:(o={width:t.glcanvas.width,height:t.glcanvas.height,dx:n,dy:r,sx:n[1]-n[0],sy:r[1]-r[0]},this.glglyph.draw(e,i,o),!0)},e.prototype.map_data=function(){var t,e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_;for(r=this.model.coords,e=0,n=r.length;n>e;e++)if(s=r[e],m=s[0],_=s[1],d=\"s\"+m,g=\"s\"+_,l.isArray(null!=(o=this[m])?o[0]:void 0))for(a=[[],[]],this[d]=a[0],this[g]=a[1],t=i=0,u=this[m].length;u>=0?u>i:i>u;t=u>=0?++i:--i)h=this.renderer.map_to_screen(this[m][t],this[_][t]),p=h[0],f=h[1],this[d].push(p),this[g].push(f);else c=this.renderer.map_to_screen(this[m],this[_]),this[d]=c[0],this[g]=c[1];return this._map_data()},e.prototype.project_xy=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=c(f,[t[i],e[i]]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.project_xsys=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=this.project_xy(t[i],e[i]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.set_data=function(t){var e,i,n,r,s,o,a,l;n=this.coords;for(e in n)i=n[e],this[e]=i.array(t);this.renderer.plot_model.use_map&&(null!=this.x&&(r=this.project_xy(this.x,this.y),this.x=r[0],this.y=r[1]),null!=this.xs&&(s=this.project_xsys(this.xs,this.ys),this.xs=s[0],this.ys=s[1])),o=this.angles;for(e in o)i=o[e],this[e]=i.array(t);a=this.distances;for(e in a)i=a[e],this[e]=i.array(t),this[\"max_\"+e]=Math.max.apply(null,this[e]);l=this.fields;for(e in l)i=l[e],this[e]=i.array(t);return null!=this.glglyph&&this.glglyph.set_data_changed(this.x.length),this._set_data(),this.index=this._index_data()},e.prototype.set_visuals=function(t){var e,i,n;n=this.visuals;for(e in n)i=n[e],i.warm_cache(t);return null!=this.glglyph?this.glglyph.set_visuals_changed():void 0},e.prototype.bounds=function(){var t;return null==this.index?u.empty():(t=this.index.data.bbox,this._bounds([[t[0],t[2]],[t[1],t[3]]]))},e.prototype.scx=function(t){return this.sx[t]},e.prototype.scy=function(t){return this.sy[t]},e.prototype._init_gl=function(){return!1},e.prototype._set_data=function(){return null},e.prototype._map_data=function(){return null},e.prototype._mask_data=function(t){return t},e.prototype._bounds=function(t){return t},e.prototype._xy_index=function(){var t,e,i,r,s,o,a,l,u;for(e=d(),r=[],a=this.renderer.xmapper instanceof n.Model?this.renderer.xmapper.v_map_to_target(this.x,!0):this.x,u=this.renderer.ymapper instanceof n.Model?this.renderer.ymapper.v_map_to_target(this.y,!0):this.y,t=i=0,s=a.length;s>=0?s>i:i>s;t=s>=0?++i:--i)o=a[t],!isNaN(o)&&isFinite(o)&&(l=u[t],!isNaN(l)&&isFinite(l)&&r.push([o,l,o,l,{i:t}]));return e.load(r),e},e.prototype.sdist=function(t,e,i,n,r){var s,o,a,u,h,c,p;return null==n&&(n=\"edge\"),null==r&&(r=!1),l.isString(e[0])&&(e=t.v_map_to_target(e)),\"center\"===n?(o=function(){var t,e,n;for(n=[],t=0,e=i.length;e>t;t++)s=i[t],n.push(s/2);return n}(),u=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]-o[a]);return n}(),h=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]+o[a]);return n}()):(u=e,h=function(){var t,e,n;for(n=[],a=t=0,e=u.length;e>=0?e>t:t>e;a=e>=0?++t:--t)n.push(u[a]+i[a]);return n}()),c=t.v_map_to_target(u),p=t.v_map_to_target(h),r?function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.ceil(Math.abs(p[a]-c[a])));return i}():function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.abs(p[a]-c[a]));return i}()},e.prototype.hit_test=function(t){var e,i;return i=null,e=\"_hit_\"+t.type,null!=this[e]?i=this[e](t):null==this.warned[t.type]&&(h.error(\"'\"+t.type+\"' selection not available for \"+this.model.type),this.warned[t.type]=!0),i},e.prototype.get_reference_point=function(){var t;return t=this.mget(\"reference_point\"),l.isNumber(t)?this.data[t]:t},e.prototype.draw_legend=function(t,e,i,n,r){return null},e.prototype._generic_line_legend=function(t,e,i,n,r){var s,o;return o=null!=(s=this.get_reference_point())?s:0,t.save(),t.beginPath(),t.moveTo(e,(n+r)/2),t.lineTo(i,(n+r)/2),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},e.prototype._generic_area_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d,f,g;return h=null!=(u=this.get_reference_point())?u:0,l=[h],g=Math.abs(i-e),o=.1*g,a=Math.abs(r-n),s=.1*a,c=e+o,p=i-o,d=n+s,f=r-s,this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(c,d,p-c,f-d)),this.visuals.line.do_stroke?(t.beginPath(),t.rect(c,d,p-c,f-d),this.visuals.line.set_vectorize(t,h),t.stroke()):void 0},e}(r),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.visuals=[\"line\",\"fill\"],e.prototype.coords=[[\"x\",\"y\"]],e.prototype.distances=[],e.prototype.angles=[],e.prototype.fields=[],e.prototype.fill_defaults={fill_color:\"gray\",fill_alpha:1},e.prototype.line_defaults={line_color:\"black\",line_width:1,line_alpha:1,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0},e.prototype.text_defaults={text_font:\"helvetica\",text_font_size:\"12pt\",text_font_style:\"normal\",text_color:\"#444444\",text_alpha:1,text_align:\"left\",text_baseline:\"bottom\"},e.prototype.defaults=function(){return l.extend({visible:!0})},e.prototype.display_defaults=function(){var t,i,n,r,s,o;for(o={},s=this.visuals,i=0,n=s.length;n>i;i++){switch(r=s[i]){case\"line\":t=this.line_defaults;break;case\"fill\":t=this.fill_defaults;break;case\"text\":t=this.text_defaults;break;default:h.warn(\"unknown visual property type '\"+r+\"'\");continue}o=l.extend(o,e.__super__.display_defaults.call(this),t)}return o},e}(a),e.exports={Model:s,View:o}},{\"../../common/bbox\":100,\"../../common/continuum_view\":109,\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/properties\":126,\n",
+       "        \"../../mapper/categorical_mapper\":138,proj4:56,rbush:89,underscore:92}],159:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;u=t(\"underscore\"),h=t(\"../../common/logging\").logger,o=t(\"../../common/has_parent\"),a=t(\"../../common/plot_widget\"),n=t(\"../../range/factor_range\"),l=t(\"../../source/remote_data_source\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){var i,n,r;return e.__super__.initialize.call(this,t),this.glyph=this.build_glyph_view(this.mget(\"glyph\")),r=this.mget(\"selection_glyph\"),null==r&&(r=this.mget(\"glyph\").clone(),r.set(this.model.selection_defaults,{silent:!0})),this.selection_glyph=this.build_glyph_view(r),n=this.mget(\"nonselection_glyph\"),null==n&&(n=this.mget(\"glyph\").clone(),n.set(this.model.nonselection_defaults,{silent:!0})),this.nonselection_glyph=this.build_glyph_view(n),i=this.mget(\"glyph\").clone(),i.set(this.model.decimated_defaults,{silent:!0}),this.decimated_glyph=this.build_glyph_view(i),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],this.set_data(!1),this.mget(\"data_source\")instanceof l.RemoteDataSource?this.mget(\"data_source\").setup(this.plot_view,this.glyph):void 0},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this})},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.mget(\"data_source\"),\"change\",this.set_data),this.listenTo(this.mget(\"data_source\"),\"select\",this.request_render),this.listenTo(this.mget(\"glyph\"),\"propchange\",function(){return this.glyph.set_visuals(this.mget(\"data_source\")),this.request_render()})},e.prototype.have_selection_glyphs=function(){return!0},e.prototype.setup_server_data=function(){},e.prototype.set_data=function(t,e){var i,n,r,s,o,a,l,u,c;for(null==t&&(t=!0),c=Date.now(),u=this.mget(\"data_source\"),this.glyph.set_data(u,e),this.glyph.set_visuals(u),this.decimated_glyph.set_visuals(u),this.selection_glyph.set_visuals(u),this.nonselection_glyph.set_visuals(u),s=u.get_length(),null==s&&(s=1),this.all_indices=function(){l=[];for(var t=0;s>=0?s>t:t>s;s>=0?t++:t--)l.push(t);return l}.apply(this),o=this.plot_model.get(\"lod_factor\"),this.decimated=[],n=r=0,a=Math.floor(this.all_indices.length/o);a>=0?a>r:r>a;n=a>=0?++r:--r)this.decimated.push(this.all_indices[n*o]);return i=Date.now()-c,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): set_data finished in \"+i+\"ms\"),this.set_data_timestamp=Date.now(),t?this.request_render():void 0},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;if(w=Date.now(),o=this.glyph.glglyph,x=Date.now(),this.glyph.map_data(),e=Date.now()-w,k=Date.now(),u=o?this.all_indices:this.glyph._mask_data(this.all_indices),i=Date.now()-k,t=this.plot_view.canvas_view.ctx,t.save(),v=this.mget(\"data_source\").get(\"selected\"),v=v&&0!==v.length?v[\"0d\"].flag?u:v[\"1d\"].indices.length>0?v[\"1d\"].indices:v[\"2d\"].indices.length>0?v[\"2d\"].indices:[]:[],g=this.plot_model.get(\"lod_threshold\"),this.plot_view.interactive&&!o&&null!=g&&this.all_indices.length>g?(u=this.decimated,a=this.decimated_glyph,_=this.decimated_glyph,b=this.selection_glyph):(a=this.glyph,_=this.nonselection_glyph,b=this.selection_glyph),v.length&&this.have_selection_glyphs()){for(C=Date.now(),y={},c=0,d=v.length;d>c;c++)l=v[c],y[l]=!0;for(v=new Array,m=new Array,p=0,f=u.length;f>p;p++)l=u[p],null!=y[l]?v.push(l):m.push(l);r=Date.now()-C,M=Date.now(),_.render(t,m,this.glyph),b.render(t,v,this.glyph),n=Date.now()-M}else M=Date.now(),a.render(t,u,this.glyph),n=Date.now()-M;return this.last_dtrender=n,s=Date.now()-w,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): render finished in \"+s+\"ms\"),h.trace(\" - map_data finished in       : \"+e+\"ms\"),null!=i&&h.trace(\" - mask_data finished in      : \"+i+\"ms\"),null!=r&&h.trace(\" - selection mask finished in : \"+r+\"ms\"),h.trace(\" - glyph renders finished in  : \"+n+\"ms\"),t.restore()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.mget(\"x_range_name\"),this.mget(\"y_range_name\"))},e.prototype.draw_legend=function(t,e,i,n,r){return this.glyph.draw_legend(t,e,i,n,r)},e.prototype.hit_test=function(t){return this.glyph.hit_test(t)},e}(a),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.default_view=s,e.prototype.type=\"GlyphRenderer\",e.prototype.selection_defaults={},e.prototype.decimated_defaults={fill_alpha:.3,line_alpha:.3,fill_color:\"grey\",line_color:\"grey\"},e.prototype.nonselection_defaults={fill_alpha:.2,line_alpha:.2},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\",data_source:null})},e.prototype.display_defaults=function(){return u.extend({},e.__super__.display_defaults.call(this),{level:\"glyph\"})},e}(o),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../range/factor_range\":145,\"../../source/remote_data_source\":205,underscore:92}],160:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"./glyph\"),o=t(\"../../mapper/linear_color_mapper\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t,e,i,n,r,s,o,l,u,h,c;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),c=[],s=u=0,h=this.image.length;h>=0?h>u:u>h;s=h>=0?++u:--u)null!=this.rows?(this.height[s]=this.rows[s],this.width[s]=this.cols[s]):(this.height[s]=this.image[s].length,this.width[s]=this.image[s][0].length),i=document.createElement(\"canvas\"),i.width=this.width[s],i.height=this.height[s],r=i.getContext(\"2d\"),o=r.getImageData(0,0,this.width[s],this.height[s]),n=this.mget(\"color_mapper\"),l=null!=this.rows?this.image[s]:a.flatten(this.image[s]),t=n.v_map_screen(l),e=new Uint8ClampedArray(t),o.data.set(e),r.putImageData(o,0,0),this.image_data[s]=i,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=a.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units&&(this.max_dh=a.max(this.dh)),c.push(this._xy_index());return c},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],null!=r[n]&&(isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Image\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\",\"palette:string\"],e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../mapper/linear_color_mapper\":140,\"./glyph\":158,underscore:92}],161:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),m=[],u=p=0,f=this.image.length;f>=0?f>p:p>f;u=f>=0?++p:--p)if(null==e||u===e){if(null!=this.rows?(this.height[u]=this.rows[u],this.width[u]=this.cols[u]):(this.height[u]=this.image[u].length,this.width[u]=this.image[u][0].length),r=document.createElement(\"canvas\"),r.width=this.width[u],r.height=this.height[u],a=r.getContext(\"2d\"),h=a.getImageData(0,0,this.width[u],this.height[u]),null!=this.rows)h.data.set(new Uint8ClampedArray(this.image[u]));else{for(l=o.flatten(this.image[u]),i=new ArrayBuffer(4*l.length),s=new Uint32Array(i),c=d=0,g=l.length;g>=0?g>d:d>g;c=g>=0?++d:--d)s[c]=l[c];n=new Uint8ClampedArray(i),h.data.set(n)}a.putImageData(h,0,0),this.image_data[u]=r,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=o.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units?m.push(this.max_dh=o.max(this.dh)):m.push(void 0)}return m},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageRGBA\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],162:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t;return this.image=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(null);return r}.call(this),this.need_load=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!0);return r}.call(this),this.loaded=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!1);return r}.call(this),this._xy_index()},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.w,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.h,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;for(g=i.url,s=i.image,u=i.need_load,d=i.sx,f=i.sy,p=i.sw,c=i.sh,n=i.angle,h=[],a=0,l=e.length;l>a;a++)r=e[a],isNaN(d[r]+f[r]+n[r])||(u[r]?(o=new Image,o.onload=function(t){return function(e,i){return function(){return t.loaded[i]=!0,s[i]=e,t.renderer.request_render()}}}(this)(o,r),o.src=g[r],h.push(u[r]=!1)):this.loaded[r]?h.push(this._render_image(t,r,s[r],d,f,p,c,n)):h.push(void 0));return h},e.prototype._final_sx_sy=function(t,e,i,n,r){switch(t){case\"top_left\":return[e,i];case\"top_center\":return[e-n/2,i];case\"top_right\":return[e-n,i];case\"right_center\":return[e-n,i-r/2];case\"bottom_right\":return[e-n,i-r];case\"bottom_center\":return[e-n/2,i-r];case\"bottom_left\":return[e,i-r];case\"left_center\":return[e,i-r/2];case\"center\":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,s,o,a){var l,u;return isNaN(s[e])&&(s[e]=i.width),isNaN(o[e])&&(o[e]=i.height),l=this.mget(\"anchor\")||\"top_left\",u=this._final_sx_sy(l,n[e],r[e],s[e],o[e]),n=u[0],r=u[1],t.save(),t.globalAlpha=this.mget(\"global_alpha\"),a[e]?(t.translate(n,r),t.rotate(a[e]),t.drawImage(i,0,0,s[e],o[e]),t.rotate(-a[e]),t.translate(-n,-r)):t.drawImage(i,n,r,s[e],o[e]),t.restore()},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageURL\",e.prototype.visuals=[],e.prototype.distances=[\"w\",\"h\"],e.prototype.angles=[\"angle\"],e.prototype.fields=[\"url:string\"],e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{angle:0,global_alpha:1})},e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],163:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function 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i=[t.vx,t.vy],r=i[0],s=i[1],o=this.renderer.xmapper.map_from_target(r,!0),l=this.renderer.ymapper.map_from_target(s,!0),e=function(){var t,e,i,n;for(i=this.index.search([o,l,o,l]),n=[],t=0,e=i.length;e>t;t++)o=i[t],n.push(o[4].i);return n}.call(this),n=a.create_hit_test_result(),n[\"1d\"].indices=e,n},e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Quad\",e.prototype.coords=[[\"right\",\"bottom\"],[\"left\",\"top\"]],e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,rbush:89,underscore:92}],182:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return 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this._generic_line_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"Ray\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"length\"],e.prototype.angles=[\"angle\"],e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],184:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),a=t(\"../../common/hittest\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._set_data=function(){return this.max_w2=0,\"data\"===this.distances.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.distances.height.units?this.max_h2=this.max_height/2:void 0},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.width.units?this.sw=this.sdist(this.renderer.xmapper,this.x,this.width,\"center\",this.mget(\"dilate\")):this.sw=this.width,\"data\"===this.distances.height.units?this.sh=this.sdist(this.renderer.ymapper,this.y,this.height,\"center\",this.mget(\"dilate\")):this.sh=this.height},e.prototype._render=function(t,e,i){var 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e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),l=i[0],u=i[1],n=a.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,l,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(p=[t.vx,t.vy],b=p[0],k=p[1],T=this.renderer.xmapper.map_from_target(b,!0),P=this.renderer.ymapper.map_from_target(k,!0),\"screen\"===this.distances.width.units?(w=b-2*this.max_width,x=b+2*this.max_width,d=this.renderer.xmapper.v_map_from_target([w,x],!0),S=d[0],A=d[1]):(S=T-2*this.max_width,A=T+2*this.max_width),\"screen\"===this.distances.height.units?(M=k-2*this.max_height,C=k+2*this.max_height,f=this.renderer.ymapper.v_map_from_target([M,C],!0),E=f[0],I=f[1]):(E=P-2*this.max_height,I=P+2*this.max_height),r=[],g=function(){var t,e,i,n;for(i=this.index.search([S,E,A,I]),n=[],t=0,e=i.length;e>t;t++)u=i[t],n.push(u[4].i);return n}.call(this),o=0,l=g.length;l>o;o++)s=g[o],v=this.renderer.plot_view.canvas.vx_to_sx(b),y=this.renderer.plot_view.canvas.vy_to_sy(k),this.angle[s]&&(i=Math.sqrt(Math.pow(v-this.sx[s],2)+Math.pow(y-this.sy[s],2)),_=Math.sin(-this.angle[s]),e=Math.cos(-this.angle[s]),h=e*(v-this.sx[s])-_*(y-this.sy[s])+this.sx[s],c=_*(v-this.sx[s])+e*(y-this.sy[s])+this.sy[s],v=h,y=c),D=Math.abs(this.sx[s]-v)<=this.sw[s]/2,n=Math.abs(this.sy[s]-y)<=this.sh[s]/2,n&&D&&r.push(s);return m=a.create_hit_test_result(),m[\"1d\"].indices=r,m},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e.prototype._bounds=function(t){return[[t[0][0]-this.max_w2,t[0][1]+this.max_w2],[t[1][0]-this.max_h2,t[1][1]+this.max_h2]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Rect\",e.prototype.distances=[\"width\",\"height\"],e.prototype.angles=[\"angle\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{angle:0,dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],185:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"rbush\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){var t,e,i,n,r;for(e=a(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t])||n.push([this.x0[t],this.y0[t],this.x1[t],this.y1[t],{i:t}]);return 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n}.call(this),u=0,c=v.length;c>u;u++)s=v[u],f=Math.pow(this.sradius[s],2),x=this.renderer.xmapper.map_to_target(N,!0),k=this.renderer.xmapper.map_to_target(this.x[s],!0),C=this.renderer.ymapper.map_to_target(j,!0),D=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(x-k,2)+Math.pow(C-D,2),f>=n&&i.push([s,n]);for(r=[],h=0,p=i.length;p>h;h++)y=i[h],s=y[0],n=y[1],w=this.renderer.plot_view.canvas.vx_to_sx(T),M=this.renderer.plot_view.canvas.vy_to_sy(P),e=Math.atan2(M-this.sy[s],w-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return b=a.create_hit_test_result(),b[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),b},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Wedge\",e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],188:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C=function(t,e){function i(){this.constructor=t}for(var n in e)D.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},D={}.hasOwnProperty;f=t(\"underscore\"),w=null!=i._bokehTest?i._bokehTest.kiwi:t(\"kiwi\"),l=t(\"../../common/has_parent\"),h=t(\"../../common/layout_box\"),x=t(\"../../common/logging\").logger,p=t(\"../../common/plot_widget\"),M=t(\"../../common/properties\"),k=Math.PI/2,n=\"alphabetic\",c=\"middle\",a=\"hanging\",u=\"left\",d=\"right\",o=\"center\",v={above:{parallel:0,normal:-k,horizontal:0,vertical:-k},below:{parallel:0,normal:k,horizontal:0,vertical:k},left:{parallel:-k,normal:0,horizontal:0,vertical:-k},right:{parallel:k,normal:0,horizontal:0,vertical:k}},b={above:{parallel:n,normal:c,horizontal:n,vertical:c},below:{parallel:a,normal:c,horizontal:a,vertical:c},left:{parallel:n,normal:c,horizontal:c,vertical:n},right:{parallel:n,normal:c,horizontal:c,vertical:n}},g={above:{parallel:o,normal:u,horizontal:o,vertical:u},below:{parallel:o,normal:u,horizontal:o,vertical:d},left:{parallel:o,normal:d,horizontal:d,vertical:o},right:{parallel:o,normal:u,horizontal:u,vertical:o}},m={above:d,below:u,left:d,right:u},_={above:u,below:d,left:d,right:u},y=function(t,e,i){var n,r;return f.isString(i)?(r=b[e][i],n=g[e][i]):0===i?(r=b[e][i],n=g[e][i]):0>i?(r=\"middle\",n=m[e]):i>0&&(r=\"middle\",n=_[e]),t.textBaseline=r,t.textAlign=n},s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.rule_props=new M.Line({obj:this.model,prefix:\"axis_\"}),this.major_tick_props=new M.Line({obj:this.model,prefix:\"major_tick_\"}),this.minor_tick_props=new M.Line({obj:this.model,prefix:\"minor_tick_\"}),this.major_label_props=new M.Text({obj:this.model,prefix:\"major_label_\"}),this.axis_label_props=new M.Text({obj:this.model,prefix:\"axis_label_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;if(this.mget(\"visible\"))return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t),this._draw_major_ticks(t),this._draw_minor_ticks(t),this._draw_major_labels(t),this._draw_axis_label(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.plot_view.request_render)},e.prototype._draw_rule=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m;if(this.rule_props.do_stroke){for(o=e=this.mget(\"rule_coords\"),d=o[0],g=o[1],a=this.plot_view.map_to_screen(d,g,this.x_range_name,this.y_range_name),c=a[0],p=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),f=u[0],m=u[1],this.rule_props.set_value(t),t.beginPath(),t.moveTo(Math.round(c[0]+r*f),Math.round(p[0]+s*m)),i=n=1,h=c.length;h>=1?h>n:n>h;i=h>=1?++n:--n)t.lineTo(Math.round(c[i]+r*f),Math.round(p[i]+s*m));return t.stroke()}},e.prototype._draw_major_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.major_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.major,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"major_tick_in\"),g=this.mget(\"major_tick_out\"),this.major_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_minor_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.minor_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.minor,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"minor_tick_in\"),g=this.mget(\"minor_tick_out\"),this.minor_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_major_labels=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,b,w,x,k,M,C,D;for(i=this.mget(\"tick_coords\"),h=i.major,k=h[0],C=h[1],c=this.plot_view.map_to_screen(k,C,this.x_range_name,this.y_range_name),w=c[0],x=c[1],p=this.mget(\"normals\"),a=p[0],l=p[1],d=this.mget(\"offsets\"),M=d[0],D=d[1],n=this.mget(\"dimension\"),_=this.mget(\"location\"),u=this.mget(\"major_label_orientation\"),e=f.isString(u)?v[_][u]:-u,b=this.model._tick_extent(this)+this.mget(\"major_label_standoff\"),o=this.mget(\"formatter\").format(i.major[n]),this.major_label_props.set_value(t),y(t,_,u),m=[],r=s=0,g=w.length;g>=0?g>s:s>g;r=g>=0?++s:--s)e?(t.translate(w[r]+a*b+a*M,x[r]+l*b+l*D),t.rotate(e),t.fillText(o[r],0,0),t.rotate(-e),m.push(t.translate(-w[r]-a*b+a*M,-x[r]-l*b+l*D))):m.push(t.fillText(o[r],Math.round(w[r]+a*b+a*M),Math.round(x[r]+l*b+l*D)));return m},e.prototype._draw_axis_label=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return i=this.mget(\"axis_label\"),null!=i?(o=this.mget(\"rule_coords\"),f=o[0],m=o[1],a=this.plot_view.map_to_screen(f,m,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),n=l[0],r=l[1],u=this.mget(\"offsets\"),g=u[0],_=u[1],h=this.mget(\"location\"),s=\"parallel\",e=v[h][s],c=this.model._tick_extent(this)+this.model._tick_label_extent(this)+this.mget(\"axis_label_standoff\"),p=(p[0]+p[p.length-1])/2,d=(d[0]+d[d.length-1])/2,this.axis_label_props.set_value(t),y(t,h,s),e?(t.translate(p+n*c+n*g,d+r*c+r*_),t.rotate(e),t.fillText(i,0,0),t.rotate(-e),t.translate(-p-n*c+n*g,-d-r*c+r*_)):t.fillText(i,p+n*c+n*g,d+r*c+r*_)):void 0},e}(p),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.default_view=s,e.prototype.type=\"Axis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"computed_bounds\",this._computed_bounds,!1),this.add_dependencies(\"computed_bounds\",this,[\"bounds\"]),this.add_dependencies(\"computed_bounds\",this.get(\"plot\"),[\"x_range\",\"y_range\"]),\n",
+       "        this.register_property(\"rule_coords\",this._rule_coords,!1),this.add_dependencies(\"rule_coords\",this,[\"computed_bounds\",\"side\"]),this.register_property(\"tick_coords\",this._tick_coords,!1),this.add_dependencies(\"tick_coords\",this,[\"computed_bounds\",\"location\"]),this.register_property(\"ranges\",this._ranges,!0),this.register_property(\"normals\",function(){return this._normals},!0),this.register_property(\"dimension\",function(){return this._dim},!0),this.register_property(\"offsets\",this._offsets,!0)},e.prototype.initialize_layout=function(t){var e,i;return e=new h.Model({solver:t}),this.panel=e,this._top=e._top,this._bottom=e._bottom,this._left=e._left,this._right=e._right,this._width=e._width,this._height=e._height,i=this.get(\"location\"),\"above\"===i?(this._dim=0,this._normals=[0,-1],this._size=e._height,this._anchor=e._bottom):\"below\"===i?(this._dim=0,this._normals=[0,1],this._size=e._height,this._anchor=e._top):\"left\"===i?(this._dim=1,this._normals=[-1,0],this._size=e._width,this._anchor=e._right):\"right\"===i?(this._dim=1,this._normals=[1,0],this._size=e._width,this._anchor=e._left):x.error(\"unrecognized side: '\"+i+\"'\")},e.prototype.update_layout=function(t,e){var i;return i=this.get(\"visible\")?this._tick_extent(t)+this._tick_label_extent(t)+this._axis_label_extent(t):0,null==this._last_size&&(this._last_size=-1),i!==this._last_size?(this._last_size=i,null!=this._size_constraint&&e.remove_constraint(this._size_constraint),this._size_constraint=new w.Constraint(new w.Expression(this._size,-i),w.Operator.Eq),e.add_constraint(this._size_constraint)):void 0},e.prototype._offsets=function(){var t,e,i,n,r;return i=this.get(\"location\"),e=[0,0],n=e[0],r=e[1],t=this.get(\"plot\").get(\"frame\"),\"below\"===i?r=Math.abs(this.panel.get(\"top\")-t.get(\"bottom\")):\"above\"===i?r=Math.abs(this.panel.get(\"bottom\")-t.get(\"top\")):\"right\"===i?n=Math.abs(this.panel.get(\"left\")-t.get(\"right\")):\"left\"===i&&(n=Math.abs(this.panel.get(\"right\")-t.get(\"left\"))),[n,r]},e.prototype._ranges=function(){var t,e,i,n;return e=this.get(\"dimension\"),i=(e+1)%2,t=this.get(\"plot\").get(\"frame\"),n=[t.get(\"x_ranges\")[this.get(\"x_range_name\")],t.get(\"y_ranges\")[this.get(\"y_range_name\")]],[n[e],n[i]]},e.prototype._computed_bounds=function(){var t,e,i,n,r,s,o,a;return r=this.get(\"ranges\"),i=r[0],t=r[1],a=null!=(s=this.get(\"bounds\"))?s:\"auto\",n=[i.get(\"min\"),i.get(\"max\")],\"auto\"===a?n:f.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(o=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(o=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[o,e]):(x.error(\"user bounds '\"+a+\"' not understood\"),null)},e.prototype._rule_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return n=this.get(\"dimension\"),r=(n+1)%2,a=this.get(\"ranges\"),o=a[0],e=a[1],l=this.get(\"computed_bounds\"),u=l[0],i=l[1],h=new Array(2),c=new Array(2),t=[h,c],s=this._get_loc(e),t[n][0]=Math.max(u,o.get(\"min\")),t[n][1]=Math.min(i,o.get(\"max\")),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[r][0]=s,t[r][1]=s,t},e.prototype._tick_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;if(n=this.get(\"dimension\"),s=(n+1)%2,v=this.get(\"ranges\"),g=v[0],e=v[1],y=this.get(\"computed_bounds\"),M=y[0],i=y[1],C=this.get(\"ticker\").get_ticks(M,i,g,{}),h=C.major,f=C.minor,l=this._get_loc(e),D=[],T=[],t=[D,T],p=[],d=[],c=[p,d],\"FactorRange\"===g.type)for(r=o=0,b=h.length;b>=0?b>o:o>b;r=b>=0?++o:--o)t[n].push(h[r]),t[s].push(l);else{for(w=[g.get(\"min\"),g.get(\"max\")],_=w[0],m=w[1],r=a=0,x=h.length;x>=0?x>a:a>x;r=x>=0?++a:--a)h[r]<_||h[r]>m||(t[n].push(h[r]),t[s].push(l));for(r=u=0,k=f.length;k>=0?k>u:u>k;r=k>=0?++u:--u)f[r]<_||f[r]>m||(c[n].push(f[r]),c[s].push(l))}return{major:t,minor:c}},e.prototype._get_loc=function(t){var e,i,n,r;return i=t.get(\"start\"),e=t.get(\"end\"),r=this.get(\"location\"),\"left\"===r||\"below\"===r?n=\"start\":(\"right\"===r||\"above\"===r)&&(n=\"end\"),t.get(n)},e.prototype._tick_extent=function(t){return this.get(\"major_tick_out\")},e.prototype._tick_label_extent=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,y,b,w;for(o=0,s=this.get(\"dimension\"),r=t.plot_view.canvas_view.ctx,n=this.get(\"tick_coords\").major,_=this.get(\"location\"),d=this.get(\"major_label_orientation\"),p=this.get(\"formatter\").format(n[s]),t.major_label_props.set_value(r),f.isString(d)?(u=1,e=v[_][d]):(u=2,e=-d),e=Math.abs(e),i=Math.cos(e),m=Math.sin(e),\"above\"===_||\"below\"===_?(w=m,l=i):(w=i,l=m),h=c=0,g=p.length;g>=0?g>c:c>g;h=g>=0?++c:--c)null!=p[h]&&(b=1.1*r.measureText(p[h]).width,a=.9*r.measureText(p[h]).ascent,y=b*w+a/u*l,y>o&&(o=y));return o>0&&(o+=this.get(\"major_label_standoff\")),o},e.prototype._axis_label_extent=function(t){var e,i,n,r,s,o,a,l,u;return r=0,l=this.get(\"location\"),o=\"parallel\",n=t.plot_view.canvas_view.ctx,t.axis_label_props.set_value(n),e=Math.abs(v[l][o]),i=Math.cos(e),a=Math.sin(e),this.get(\"axis_label\")&&(r+=this.get(\"axis_label_standoff\"),t.axis_label_props.set_value(n),u=1.1*n.measureText(this.get(\"axis_label\")).width,s=.9*n.measureText(this.get(\"axis_label\")).ascent,r+=\"above\"===l||\"below\"===l?u*a+s*i:u*i+s*a),r},e.prototype.defaults=function(){return f.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return f.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",visible:!0,axis_line_color:\"black\",axis_line_width:1,axis_line_alpha:1,axis_line_join:\"miter\",axis_line_cap:\"butt\",axis_line_dash:[],axis_line_dash_offset:0,major_tick_in:2,major_tick_out:6,major_tick_line_color:\"black\",major_tick_line_width:1,major_tick_line_alpha:1,major_tick_line_join:\"miter\",major_tick_line_cap:\"butt\",major_tick_line_dash:[],major_tick_line_dash_offset:0,minor_tick_in:0,minor_tick_out:4,minor_tick_line_color:\"black\",minor_tick_line_width:1,minor_tick_line_alpha:1,minor_tick_line_join:\"miter\",minor_tick_line_cap:\"butt\",minor_tick_line_dash:[],minor_tick_line_dash_offset:0,major_label_standoff:5,major_label_orientation:\"horizontal\",major_label_text_font:\"helvetica\",major_label_text_font_size:\"10pt\",major_label_text_font_style:\"normal\",major_label_text_color:\"#444444\",major_label_text_alpha:1,major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label:\"\",axis_label_standoff:5,axis_label_text_font:\"helvetica\",axis_label_text_font_size:\"16pt\",axis_label_text_font_style:\"normal\",axis_label_text_color:\"#444444\",axis_label_text_alpha:1,axis_label_text_align:\"center\",axis_label_text_baseline:\"alphabetic\"})},e}(l),e.exports={Model:r,View:s}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/has_parent\":114,\"../../common/layout_box\":117,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../common/properties\":126,kiwi:303,underscore:92}],189:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"../../common/logging\").logger,n=t(\"./axis\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e}(n.View),r=function(e){function i(){return i.__super__.constructor.apply(this,arguments)}return a(i,e),i.prototype.default_view=s,i.prototype.type=\"CategoricalAxis\",i.prototype.initialize=function(e,n){var r;return i.__super__.initialize.call(this,e,n),r=t(\"../../common/base\").Collections,null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"CategoricalTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"CategoricalTickFormatter\").create()):void 0},i.prototype._computed_bounds=function(){var t,e,i,n,r,s;return n=this.get(\"ranges\"),e=n[0],t=n[1],s=null!=(r=this.get(\"bounds\"))?r:\"auto\",i=[e.get(\"min\"),e.get(\"max\")],\"auto\"!==s&&o.warn(\"Categorical Axes only support user_bounds='auto', ignoring\"),i},i}(n.Model),e.exports={Model:r,View:s}},{\"../../common/base\":99,\"../../common/logging\":119,\"./axis\":188}],190:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;r=t(\"../../common/base\").Collections,l=t(\"../../ticking/datetime_ticker\"),a=t(\"../../ticking/datetime_tick_formatter\"),n=t(\"./axis\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e}(n.View),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"DatetimeAxis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"DatetimeTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"DatetimeTickFormatter\").create()):void 0},e}(n.Model),e.exports={Model:s,View:o}},{\"../../common/base\":99,\"../../ticking/datetime_tick_formatter\":214,\"../../ticking/datetime_ticker\":215,\"./axis\":188}],191:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.grid_props=new l.Line({obj:this.model,prefix:\"grid_\"}),this.minor_grid_props=new l.Line({obj:this.model,prefix:\"minor_grid_\"}),this.band_props=new l.Fill({obj:this.model,prefix:\"band_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_regions(t),this._draw_minor_grids(t),this._draw_grids(t),t.restore()},e.prototype.bind_bokeh_events=function(){return 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n;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box select tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"],select_every_mousemove:!1})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/box_selection\":194,\"./select_tool\":240,underscore:92}],234:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get(\"frame\"),n=this.mget(\"dimensions\"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this._update(o,a),this.mget(\"overlay\").set(\"data\",{}),this._baseboint=null,null},e.prototype._update=function(t,e){var i,n,r,s,o,a,l,u,h,c,p;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){h={},s=this.plot_view.frame.get(\"x_mappers\");for(r in s)n=s[r],o=n.v_map_from_target(t,!0),u=o[0],i=o[1],h[r]={start:u,end:i};c={},a=this.plot_view.frame.get(\"y_mappers\");for(r in a)n=a[r],l=n.v_map_from_target(e,!0),u=l[0],i=l[1],c[r]={start:u,end:i};return p={xrs:h,yrs:c},this.plot_view.update_range(p)}},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"BoxZoomTool\",e.prototype.tool_name=\"Box Zoom\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=20,e.prototype.initialize=function(t,i){var r;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box zoom tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new n.Model),r=this.get(\"plot\").get(\"renderers\"),r.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",r)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../renderer/overlay/box_selection\":194,\"./gesture_tool\":235,underscore:92}],235:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../button_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._clicked=function(){return this.model.set(\"active\",!0)},e}(n.ButtonView),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{event_type:this.event_type,default_order:this.default_order})},e}(n.Model),e.exports={Model:r,View:o,ButtonView:s}},{\"../button_tool\":231,underscore:92}],236:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_overlay()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_overlay():void 0},e.prototype._pan_start=function(t){var e,i,n;return e=this.plot_view.canvas,i=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[i],vy:[n]},null},e.prototype._pan=function(t){var e,i,n,r,s,o,l;return i=this.plot_view.canvas,o=i.sx_to_vx(t.bokeh.sx),l=i.sy_to_vy(t.bokeh.sy),this.data.vx.push(o),this.data.vy.push(l),r=this.mget(\"overlay\"),n={},n.vx=a.clone(this.data.vx),n.vy=a.clone(this.data.vy),r.set(\"data\",n),this.mget(\"select_every_mousemove\")?(e=null!=(s=t.srcEvent.shiftKey)?s:!1,this._select(this.data.vx,this.data.vy,!1,e)):void 0},e.prototype._pan_end=function(t){var e,i;return this._clear_overlay(),e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e)},e.prototype._clear_overlay=function(){return this.mget(\"overlay\").set(\"data\",null)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"LassoSelectTool\",e.prototype.tool_name=\"Lasso Select\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=12,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model({line_width:2})),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{select_every_mousemove:!0})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],237:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),\n",
+       "        n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._pan_start=function(t){var e,i,n,r,s,o;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,i=this.plot_view.frame,s=e.sx_to_vx(t.bokeh.sx),o=e.sy_to_vy(t.bokeh.sy),i.contains(s,o)||(n=i.get(\"h_range\"),r=i.get(\"v_range\"),(s<n.get(\"start\")||s>n.get(\"end\"))&&(this.v_axis_only=!0),(o<r.get(\"start\")||o>r.get(\"end\"))&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){return this.h_axis_only=!1,this.v_axis_only=!1},e.prototype._update=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A;r=this.plot_view.frame,u=t-this.last_dx,h=e-this.last_dy,s=o.clone(r.get(\"h_range\")),x=s.get(\"start\")-u,w=s.get(\"end\")-u,T=o.clone(r.get(\"v_range\")),D=T.get(\"start\")-h,C=T.get(\"end\")-h,i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!this.v_axis_only?(y=x,b=w,m=-u):(y=s.get(\"start\"),b=s.get(\"end\"),m=0),i.indexOf(\"height\")>-1&&!this.h_axis_only?(k=D,M=C,_=h):(k=T.get(\"start\"),M=T.get(\"end\"),_=0),this.last_dx=t,this.last_dy=e,S={},p=r.get(\"x_mappers\");for(l in p)a=p[l],d=a.v_map_from_target([y,b],!0),v=d[0],n=d[1],S[l]={start:v,end:n};A={},f=r.get(\"y_mappers\");for(l in f)a=f[l],g=a.v_map_from_target([k,M],!0),v=g[0],n=g[1],A[l]={start:v,end:n};return c={xrs:S,yrs:A,sdx:m,sdy:_},this.plot_view.update_range(c),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"PanTool\",e.prototype.tool_name=\"Pan\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=10,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(\"Pan\",this._check_dims(this.get(\"dimensions\"),\"pan tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"])},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],238:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_data()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_data():void 0},e.prototype._doubletap=function(t){var e,i;return e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e),this._clear_data()},e.prototype._clear_data=function(){return this.data=null,this.mget(\"overlay\").set(\"data\",null)},e.prototype._tap=function(t){var e,i,n,r,s;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),null==this.data?(this.data={vx:[r],vy:[s]},null):(this.data.vx.push(r),this.data.vy.push(s),n=this.mget(\"overlay\"),i={},i.vx=a.clone(this.data.vx),i.vy=a.clone(this.data.vy),n.set(\"data\",i))},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"PolySelectTool\",e.prototype.tool_name=\"Poly Select\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"tap\",e.prototype.default_order=11,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],239:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.className=\"bk-resize-popup\",e.prototype.initialize=function(t){var i;return e.__super__.initialize.call(this,t),i=this.plot_view.$el.find(\"div.bk-canvas-wrapper\"),this.$el.appendTo(i),this.$el.hide(),this.active=!1,null},e.prototype.activate=function(){return this.active=!0,this.render(),null},e.prototype.deactivate=function(){return this.active=!1,this.render(),null},e.prototype.render=function(t){var e,i,n,r;return this.active?(e=this.plot_view.canvas,i=this.plot_view.frame,n=e.vx_to_sx(i.get(\"h_range\").get(\"end\")-40),r=e.vy_to_sy(i.get(\"v_range\").get(\"start\")+40),this.$el.attr(\"style\",\"position:absolute; top:\"+r+\"px; left:\"+n+\"px;\"),this.$el.show()):this.$el.hide(),this},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this.ch=e.get(\"height\"),this.cw=e.get(\"width\"),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._pan=function(t){return this._update(t.deltaX,t.deltaY),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._update=function(t,e){var i;return this.plot_view.pause(),i=this.plot_view.canvas,i._set_dims([this.cw+t,this.ch+e]),this.plot_view.unpause(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ResizeTool\",e.prototype.tool_name=\"Resize\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=40,e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{level:\"overlay\",data:{}})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],240:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"../../common/logging\").logger,n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._keyup=function(t){var e,i,n,r,s,o,a;if(27===t.keyCode){for(s=this.mget(\"renderers\"),o=[],i=0,n=s.length;n>i;i++)r=s[i],e=r.get(\"data_source\"),a=e.get(\"selection_manager\"),o.push(a.clear());return o}},e.prototype._save_geometry=function(t,e,i){var n,r,s,l,u,h,c,p;if(n=o.clone(t),c=this.plot_view.frame.get(\"x_mappers\")[\"default\"],p=this.plot_view.frame.get(\"y_mappers\")[\"default\"],\"point\"===n.type)n.x=c.map_from_target(n.vx),n.y=p.map_from_target(n.vy);else if(\"rect\"===n.type)n.x0=c.map_from_target(n.vx0),n.y0=p.map_from_target(n.vy0),n.x1=c.map_from_target(n.vx1),n.y1=p.map_from_target(n.vy1);else if(\"poly\"===n.type)for(n.x=new Array(n.vx.length),n.y=new Array(n.vy.length),s=l=0,u=n.vx.length;u>=0?u>l:l>u;s=u>=0?++l:--l)n.x[s]=c.map_from_target(n.vx[s]),n.y[s]=p.map_from_target(n.vy[s]);else a.debug(\"Unrecognized selection geometry type: '\"+n.type+\"'\");return e&&(h=this.plot_model.get(\"tool_events\"),i?(r=h.get(\"geometries\"),r.push(n)):r=[n],h.set(\"geometries\",r),h.save()),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,l,u;for(e.__super__.initialize.call(this,t,i),o=this.get(\"names\"),u=this.get(\"renderers\"),0===u.length&&(n=this.get(\"plot\").get(\"renderers\"),u=function(){var t,e,i;for(i=[],t=0,e=n.length;e>t;t++)l=n[t],\"GlyphRenderer\"===l.type&&i.push(l);return i}()),o.length>0&&(u=function(){var t,e,i;for(i=[],t=0,e=u.length;e>t;t++)l=u[t],o.indexOf(l.get(\"name\"))>=0&&i.push(l);return i}()),this.set(\"renderers\",u),a.debug(\"setting \"+u.length+\" renderers for \"+this.type+\" \"+this.id),r=0,s=u.length;s>r;r++)l=u[r],a.debug(\" - \"+l.type+\" \"+l.id);return null},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{renderers:[],names:[],multi_select_modifier:\"shift\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/logging\":119,\"./gesture_tool\":235,underscore:92}],241:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./select_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._tap=function(t){var e,i,n,r,s;return i=this.plot_view.canvas,r=i.sx_to_vx(t.bokeh.sx),s=i.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)?n:!1,this._select(r,s,!0,e)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(o={type:\"point\",vx:t,vy:e},r=this.mget(\"callback\"),h=this.mget(\"renderers\"),a=0,l=h.length;l>a;a++)u=h[a],s=u.get(\"data_source\"),c=s.get(\"selection_manager\"),c.select(this,this.plot_view.renderers[u.id],o,i,n),null!=r&&r.execute(s);return this._save_geometry(o,i,n),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"TapTool\",e.prototype.tool_name=\"Tap\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"tap\",e.prototype.default_order=10,e}(n.Model),e.exports={Model:r,View:s}},{\"./select_tool\":240,underscore:92}],242:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),(\"undefined\"==typeof a||null===a)&&(a={}),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E;s=this.plot_model.get(\"frame\"),a=s.get(\"h_range\"),x=s.get(\"v_range\"),k=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),D=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),(k<a.get(\"start\")||k>a.get(\"end\"))&&(w=!0),(D<x.get(\"start\")||D>x.get(\"end\"))&&(o=!0),u=navigator.userAgent.toLowerCase().indexOf(\"firefox\")>-1?20:1,e=null!=(null!=(c=t.originalEvent)?c.deltaY:void 0)?-t.originalEvent.deltaY*u:t.bokeh.delta,r=this.mget(\"speed\")*e,r>.9?r=.9:-.9>r&&(r=-.9),C=a.get(\"start\"),M=a.get(\"end\"),S=x.get(\"start\"),T=x.get(\"end\"),i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!w?(_=C-(C-k)*r,v=M-(M-k)*r):(_=C,v=M),i.indexOf(\"height\")>-1&&!o?(y=S-(S-D)*r,b=T-(T-D)*r):(y=S,b=T),A={},p=s.get(\"x_mappers\");for(h in p)l=p[h],d=l.v_map_from_target([_,v],!0),m=d[0],n=d[1],A[h]={start:m,end:n};P={},f=s.get(\"y_mappers\");for(h in f)l=f[h],g=l.v_map_from_target([y,b],!0),m=g[0],n=g[1],P[h]={start:m,end:n};return E={xrs:A,yrs:P,factor:r},this.plot_view.update_range(E),this.plot_view.interactive_timestamp=Date.now(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"WheelZoomTool\",e.prototype.tool_name=\"Wheel 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this._inspect(s,o);i=this.mget(\"ttmodels\");for(n in i)r=i[n],r.clear()}},e.prototype._move_exit=function(){var t,e,i,n;t=this.mget(\"ttmodels\"),e=[];for(i in t)n=t[i],e.push(n.clear());return e},e.prototype._inspect=function(t,e,i){var n,r,s,o,a,l,u,h;for(n={type:\"point\",vx:t,vy:e},\"mouse\"===this.mget(\"mode\")?n.type=\"point\":(n.type=\"span\",\"vline\"===this.mget(\"mode\")?n.direction=\"h\":n.direction=\"v\"),r=[],s=[],u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],h=l.get(\"data_source\").get(\"selection_manager\"),h.inspect(this,this.plot_view.renderers[l.id],n,{geometry:n});null!=this.mget(\"callback\")&&this._emit_callback(n)},e.prototype._update=function(t,e,i,n,r){var s,o,a,l,u,h,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H,B,W,q,Y,V,$,U,G;if(m=r.geometry,B=null!=(M=this.mget(\"ttmodels\")[i.model.id])?M:null,null!=B&&(B.clear(),C=[t[\"1d\"].indices,t[\"2d\"].indices],v=C[0],y=C[1],t[\"0d\"].flag!==!1||0!==v.length||0!==y.length)){for(q=m.vx,Y=m.vy,s=this.plot_model.get(\"canvas\"),g=this.plot_model.get(\"frame\"),L=s.vx_to_sx(q),H=s.vy_to_sy(Y),$=g.get(\"x_mappers\")[i.mget(\"x_range_name\")],G=g.get(\"y_mappers\")[i.mget(\"y_range_name\")],V=$.map_from_target(q),U=G.map_from_target(Y),T=t[\"0d\"].indices,b=0,x=T.length;x>b;b++)_=T[b],h=i.glyph.x[_+1],p=i.glyph.y[_+1],\"interp\"===this.mget(\"line_policy\")?(S=i.glyph.get_interpolation_hit(_,m),h=S[0],p=S[1],z=$.map_to_target(h),j=G.map_to_target(p)):\"prev\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_]),j=s.sy_to_vy(i.glyph.sy[_])):\"next\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_+1]),j=s.sy_to_vy(i.glyph.sy[_+1])):\"nearest\"===this.mget(\"line_policy\")?(o=i.glyph.sx[_],a=i.glyph.sy[_],d=c.dist_2_pts(o,a,L,H),l=i.glyph.sx[_+1],u=i.glyph.sy[_+1],f=c.dist_2_pts(l,u,L,H),f>d?(A=[o,a],O=A[0],F=A[1]):(P=[l,u],O=P[0],F=P[1],_+=1),h=i.glyph.x[_],p=i.glyph.y[_],z=s.sx_to_vx(O),j=s.sy_to_vy(F)):(E=[q,Y],z=E[0],j=E[1]),W={index:_,x:V,y:U,vx:q,vy:Y,sx:L,sy:H,data_x:h,data_y:p,rx:z,ry:j},B.add(z,j,this._render_tooltips(n,_,W));for(I=t[\"1d\"].indices,w=0,k=I.length;k>w;w++)_=I[w],h=null!=(N=i.glyph.x)?N[_]:void 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n(\"<div>\").html(l.replace_placeholders(k,t,e,i));for(w=n(\"<table></table>\"),c=0,d=k.length;d>c;c++){if(m=k[c],p=m[0],M=m[1],v=n(\"<tr></tr>\"),v.append(n(\"<td class='bk-tooltip-row-label'>\").text(p+\": \")),x=n(\"<td class='bk-tooltip-row-value'></td>\"),M.indexOf(\"$color\")>=0){if(_=M.match(/\\$color(\\[.*\\])?:(\\w*)/),f=_[0],g=_[1],r=_[2],o=t.get_column(r),null==o){y=n(\"<span>\").text(r+\" unknown\"),x.append(y);continue}if(a=(null!=g?g.indexOf(\"hex\"):void 0)>=0,b=(null!=g?g.indexOf(\"swatch\"):void 0)>=0,s=o[e],null==s){y=n(\"<span>(null)</span>\"),x.append(y);continue}a&&(s=h(s)),y=n(\"<span>\").text(s),x.append(y),b&&(y=n(\"<span class='bk-tooltip-color-block'> </span>\"),y.css({backgroundColor:s})),x.append(y)}else M=M.replace(\"$~\",\"$data_\"),M=l.replace_placeholders(M,t,e,i),x.append(n(\"<span>\").html(M));v.append(x),w.append(v)}return w},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}var i;return p(e,t),e.prototype.default_view=s,e.prototype.type=\"HoverTool\",e.prototype.tool_name=\"Hover Tool\",i=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA8ElEQVQ4T42T0Q2CMBCGaQjPxgmMG/jelIQN3ECZQEfADRwBJzBuQCC81wlkBHxvqP8lmhTsUfpSWvp/vfvvKiJn1HVdpml6dPdC38I90DSNxVobYzKMPiSm/z5AZK3t4zjOpJQ6BPECfiKAcqRUzkFmASQEhHzJOUgQ8BWyviwFsL4sBnC+LAE84YMWQnSAVCixdkvMAiB6Q7TCfJtrLq4PHkmSnHHbi0LHvOYa6w/g3kitjSgOYFyUUoWvlCPA9C1gvQfgDmiHNLZBgO8A3geZt+G6chQBA7hi/0QVQBrZ9EwQ0LbtbhgGghQAVFPAB25HmRH8b2/nAAAAAElFTkSuQmCC\",e.prototype.initialize=function(t,i){var n,r,s,o,l,h,c,p;if(e.__super__.initialize.call(this,t,i),p={},l=this.get(\"plot\").get(\"renderers\"),c=this.get(\"tooltips\"))for(o=this.get(\"renderers\"),n=0,r=o.length;r>n;n++)s=o[n],h=new a.Model,h.set(\"custom\",u.isString(c)),p[s.id]=h,l.push(h);this.set(\"ttmodels\",p),this.get(\"plot\").set(\"renderers\",l)},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{tooltips:[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"canvas (x, y)\",\"($sx, $sy)\"]],mode:\"mouse\",point_policy:\"snap_to_data\",line_policy:\"prev\"})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../renderer/annotation/tooltip\":150,\"../../util/util\":250,\"./inspect_tool\":245,jquery:18,underscore:92}],245:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;l=t(\"underscore\"),n=t(\"backbone\"),h=t(\"../../common/logging\").logger,a=t(\"../tool\"),u=t(\"./inspect_tool_list_item_template\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.className=\"bk-toolbar-inspector\",e.prototype.template=u,e.prototype.events={'click 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uniform\")}h=this.UTYPEMAP[e],this.activate(),this._gl[h](c,i)},n.prototype.set_attribute=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f,g,m,_;if(n=void 0===n?null:n,!this._linked)throw h=new Error(\"RuntimeError:Cannot set attribute when program has no code\"),h.name=\"RuntimeError\",h;if(d=\"function\"==typeof(s=this._handles).get?s.get(t,-1):s[t]||-1,0>d){if(((o=this._known_invalid).indexOf?o:Object.keys(o)).indexOf(t)>=0)return;if(d=this._gl.getAttribLocation(this._handle,t),((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=d,0>d){if((this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),i&&0!=i[0]&&i[2]>0)return;return void console.log(\"Variable \"+t+\" is not an active attribute\")}}this.activate(),null===i?(c=this.ATYPEMAP[e],this._attributes[t]=[0,d,c,n]):(l=i,_=l[0],m=l[1],f=l[2],u=this.ATYPEINFO[e],g=u[0],p=u[1],c=\"vertexAttribPointer\",r=[g,p,this._gl.FALSE,m,f],this._attributes[t]=[_._handle,d,c,r])},n.prototype._pre_draw=function(){var t,e,i,n,r,s,o,a,l,u,h,c;this.activate(),n=this._samplers;for(c in n)n.hasOwnProperty(c)&&(c=n[c],i=c,l=i[0],a=i[1],u=i[2],this._gl.activeTexture(this._gl.TEXTURE0+u),this._gl.bindTexture(l,a));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],r=c,h=r[0],e=r[1],o=r[2],t=r[3],h?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))));this._validated||(this._validated=!0,this._validate())},n.prototype._validate=function(){var t;if(this._unset_variables.length&&console.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this._handle),!this._gl.getProgramParameter(this._handle,this._gl.VALIDATE_STATUS))throw console.log(this._gl.getProgramInfoLog(this._handle)),t=new Error(\"RuntimeError:Program validation error\"),t.name=\"RuntimeError\",t},n.prototype.draw=function(t,e){var n,r,s,a,l,u;if(!this._linked)throw a=new Error(\"RuntimeError:Cannot draw program if code has not been set\"),a.name=\"RuntimeError\",a;o(this._gl,\"before draw\"),e instanceof i?(this._pre_draw(),e.activate(),n=e._buffer_size/2,u=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,u,0),e.deactivate()):(r=e,l=r[0],n=r[1],n&&(this._pre_draw(),this._gl.drawArrays(t,l,n))),s=this._gl.getError(),o(this._gl,\"after draw\")},t=function(){this.__init__&&this.__init__.apply(this,arguments)},t.prototype=Object.create(e.prototype),t.prototype._base_class=e.prototype,t.prototype._target=null,t.prototype._usage=35048,t.prototype._create=function(){this._handle=this._gl.createBuffer(),this._buffer_size=0},t.prototype[\"delete\"]=function(){this._gl.deleteBuffer(this._handle)},t.prototype.activate=function(){this._gl.bindBuffer(this._target,this._handle)},t.prototype.deactivate=function(){this._gl.bindBuffer(this._target,null)},t.prototype.set_size=function(t){t!=this._buffer_size&&(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t)},t.prototype.set_data=function(t,e){var i;this.activate(),i=e.length*e.BYTES_PER_ELEMENT,this._gl.bufferSubData(this._target,t,e)},s=function(){this.__init__&&this.__init__.apply(this,arguments)},s.prototype=Object.create(t.prototype),s.prototype._base_class=t.prototype,s.prototype._target=34962,i=function(){this.__init__&&this.__init__.apply(this,arguments)},i.prototype=Object.create(t.prototype),i.prototype._base_class=t.prototype,i.prototype._target=34963,r=function(){this.__init__&&this.__init__.apply(this,arguments)},r.prototype=Object.create(e.prototype),r.prototype._base_class=e.prototype,r.prototype._target=3553,r.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Int32Array:5125,Float32Array:5126},r.prototype._create=function(){this._handle=this._gl.createTexture(),this._shape_format=null},r.prototype[\"delete\"]=function(){this._gl.deleteTexture(this._handle)},r.prototype.activate=function(){this._gl.bindTexture(this._target,this._handle)},r.prototype.deactivate=function(){this._gl.bindTexture(this._target,0)},r.prototype._get_alignment=function(t){var e,i,n,r,s;for(i=[4,8,2,1],n=i,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),s=n.length,r=0;s>r;r+=1)if(e=n[r],t%e==0)return e},r.prototype.set_wrapping=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e)},r.prototype.set_interpolation=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e)},r.prototype.set_size=function(t,e){var i,n,r;i=t,n=i[0],r=i[1],[n,r,e]!=this._shape_format&&(this._shape_format=[n,r,e],this.activate(),this._gl.texImage2D(this._target,0,e,r,n,0,e,this._gl.UNSIGNED_BYTE,null))},r.prototype.set_data=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(this.activate(),l=this._shape_format[2],r=e,h=r[0],c=r[1],s=t,d=s[0],p=s[1],u=\"function\"==typeof(o=this._types).get?o.get(i.constructor.name,null):o[i.constructor.name]||null,null===u)throw a=new Error(\"ValueError:\"+(\"Type \"+i.constructor.name+\" not allowed for texture\")),a.name=\"ValueError\",a;n=this._get_alignment(e[e.length-2]*e[e.length-1]),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,n),this._gl.texSubImage2D(this._target,0,p,d,c,h,l,u,i),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4)},{Buffer:t,GlooObject:e,IndexBuffer:i,Program:n,Texture2D:r,VertexBuffer:s,check_error:o}})},{}],299:[function(t,e,i){var n=t(\"jquery\");t(\"./jQRangeSlider\"),e.exports=n.widget(\"ui.dateRangeSlider\",n.ui.rangeSlider,{options:{bounds:{min:new Date(2010,0,1).valueOf(),max:new Date(2012,0,1).valueOf()},defaultValues:{min:new Date(2010,1,11).valueOf(),max:new Date(2011,1,11).valueOf()}},_create:function(){n.ui.rangeSlider.prototype._create.apply(this),this.element.addClass(\"bk-ui-dateRangeSlider\")},destroy:function(){this.element.removeClass(\"bk-ui-dateRangeSlider\"),n.ui.rangeSlider.prototype.destroy.apply(this)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min.valueOf(),max:this.options.defaultValues.max.valueOf()}},_setRulerParameters:function(){this.ruler.ruler({min:new Date(this.options.bounds.min),max:new Date(this.options.bounds.max),scales:this.options.scales})},_setOption:function(t,e){(\"defaultValues\"===t||\"bounds\"===t)&&\"undefined\"!=typeof e&&null!==e&&this._isValidDate(e.min)&&this._isValidDate(e.max)?n.ui.rangeSlider.prototype._setOption.apply(this,[t,{min:e.min.valueOf(),max:e.max.valueOf()}]):n.ui.rangeSlider.prototype._setOption.apply(this,this._toArray(arguments))},_handleType:function(){return\"dateRangeSliderHandle\"},option:function(t){if(\"bounds\"===t||\"defaultValues\"===t){var e=n.ui.rangeSlider.prototype.option.apply(this,arguments);return{min:new Date(e.min),max:new Date(e.max)}}return n.ui.rangeSlider.prototype.option.apply(this,this._toArray(arguments))},_defaultFormatter:function(t){var e=t.getMonth()+1,i=t.getDate();return\"\"+t.getFullYear()+\"-\"+(10>e?\"0\"+e:e)+\"-\"+(10>i?\"0\"+i:i)},_getFormatter:function(){var t=this.options.formatter;return(this.options.formatter===!1||null===this.options.formatter)&&(t=this._defaultFormatter),function(t){return function(e){return t(new Date(e))}}(t)},values:function(t,e){var i=null;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.values.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.values.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},min:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.min.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.min.apply(this))},max:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.max.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.max.apply(this))},bounds:function(t,e){var i;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.bounds.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.bounds.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},_isValidDate:function(t){return\"undefined\"!=typeof t&&t instanceof Date},_toArray:function(t){return Array.prototype.slice.call(t)}})},{\"./jQRangeSlider\":300,jquery:18}],300:[function(t,e,i){var n=t(\"jquery\");t(\"jquery-ui/core\"),t(\"jquery-ui/widget\"),t(\"jquery-ui/mouse\"),t(\"jquery-mousewheel\"),e.exports=n.widget(\"ui.rangeSlider\",{options:{bounds:{min:0,max:100},defaultValues:{min:20,max:50},wheelMode:null,wheelSpeed:4,arrows:!0,valueLabels:\"show\",formatter:null,durationIn:0,durationOut:400,delayOut:200,range:{min:!1,max:!1},step:!1,scales:!1,enabled:!0,symmetricPositionning:!1},_values:null,_valuesChanged:!1,_initialized:!1,bar:null,leftHandle:null,rightHandle:null,innerBar:null,container:null,arrows:null,labels:null,changing:{min:!1,max:!1},changed:{min:!1,max:!1},ruler:null,_create:function(){this._setDefaultValues(),this.labels={left:null,right:null,leftDisplayed:!0,rightDisplayed:!0},this.arrows={left:null,right:null},this.changing={min:!1,max:!1},this.changed={min:!1,max:!1},this._createElements(),this._bindResize(),setTimeout(n.proxy(this.resize,this),1),setTimeout(n.proxy(this._initValues,this),1)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min,max:this.options.defaultValues.max}},_bindResize:function(){var t=this;this._resizeProxy=function(e){t.resize(e)},n(window).resize(this._resizeProxy)},_initWidth:function(){this.container.css(\"width\",this.element.width()-this.container.outerWidth(!0)+this.container.width()),this.innerBar.css(\"width\",this.container.width()-this.innerBar.outerWidth(!0)+this.innerBar.width())},_initValues:function(){this._initialized=!0,this.values(this._values.min,this._values.max)},_setOption:function(t,e){this._setWheelOption(t,e),this._setArrowsOption(t,e),this._setLabelsOption(t,e),this._setLabelsDurations(t,e),this._setFormatterOption(t,e),this._setBoundsOption(t,e),this._setRangeOption(t,e),this._setStepOption(t,e),this._setScalesOption(t,e),this._setEnabledOption(t,e),this._setPositionningOption(t,e)},_validProperty:function(t,e,i){return null===t||\"undefined\"==typeof t[e]?i:t[e]},_setStepOption:function(t,e){\"step\"===t&&(this.options.step=e,this._leftHandle(\"option\",\"step\",e),this._rightHandle(\"option\",\"step\",e),this._changed(!0))},_setScalesOption:function(t,e){\"scales\"===t&&(e===!1||null===e?(this.options.scales=!1,this._destroyRuler()):e instanceof Array&&(this.options.scales=e,this._updateRuler()))},_setRangeOption:function(t,e){\"range\"===t&&(this._bar(\"option\",\"range\",e),this.options.range=this._bar(\"option\",\"range\"),this._changed(!0))},_setBoundsOption:function(t,e){\"bounds\"===t&&\"undefined\"!=typeof e.min&&\"undefined\"!=typeof e.max&&this.bounds(e.min,e.max)},_setWheelOption:function(t,e){(\"wheelMode\"===t||\"wheelSpeed\"===t)&&(this._bar(\"option\",t,e),this.options[t]=this._bar(\"option\",t))},_setLabelsOption:function(t,e){if(\"valueLabels\"===t){if(\"hide\"!==e&&\"show\"!==e&&\"change\"!==e)return;this.options.valueLabels=e,\"hide\"!==e?(this._createLabels(),this._leftLabel(\"update\"),this._rightLabel(\"update\")):this._destroyLabels()}},_setFormatterOption:function(t,e){\"formatter\"===t&&null!==e&&\"function\"==typeof e&&\"hide\"!==this.options.valueLabels&&(this._leftLabel(\"option\",\"formatter\",e),this.options.formatter=this._rightLabel(\"option\",\"formatter\",e))},_setArrowsOption:function(t,e){\"arrows\"!==t||e!==!0&&e!==!1||e===this.options.arrows||(e===!0?(this.element.removeClass(\"bk-ui-rangeSlider-noArrow\").addClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"block\"),this.arrows.right.css(\"display\",\"block\"),this.options.arrows=!0):e===!1&&(this.element.addClass(\"bk-ui-rangeSlider-noArrow\").removeClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.options.arrows=!1),this._initWidth())},_setLabelsDurations:function(t,e){if(\"durationIn\"===t||\"durationOut\"===t||\"delayOut\"===t){if(parseInt(e,10)!==e)return;null!==this.labels.left&&this._leftLabel(\"option\",t,e),null!==this.labels.right&&this._rightLabel(\"option\",t,e),this.options[t]=e}},_setEnabledOption:function(t,e){\"enabled\"===t&&this.toggle(e)},_setPositionningOption:function(t,e){\"symmetricPositionning\"===t&&(this._rightHandle(\"option\",t,e),this.options[t]=this._leftHandle(\"option\",t,e))},_createElements:function(){\"absolute\"!==this.element.css(\"position\")&&this.element.css(\"position\",\"relative\"),this.element.addClass(\"bk-ui-rangeSlider\"),this.container=n(\"<div class='bk-ui-rangeSlider-container' />\").css(\"position\",\"absolute\").appendTo(this.element),this.innerBar=n(\"<div class='bk-ui-rangeSlider-innerBar' />\").css(\"position\",\"absolute\").css(\"top\",0).css(\"left\",0),this._createHandles(),this._createBar(),this.container.prepend(this.innerBar),this._createArrows(),\"hide\"!==this.options.valueLabels?this._createLabels():this._destroyLabels(),this._updateRuler(),this.options.enabled||this._toggle(this.options.enabled)},_createHandle:function(t){return n(\"<div />\")[this._handleType()](t).bind(\"sliderDrag\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this))},_createHandles:function(){this.leftHandle=this._createHandle({isLeft:!0,bounds:this.options.bounds,value:this._values.min,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container),this.rightHandle=this._createHandle({isLeft:!1,bounds:this.options.bounds,value:this._values.max,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container)},_createBar:function(){this.bar=n(\"<div />\").prependTo(this.container).bind(\"sliderDrag scroll zoom\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this)),this._bar({leftHandle:this.leftHandle,rightHandle:this.rightHandle,values:{min:this._values.min,max:this._values.max},type:this._handleType(),range:this.options.range,wheelMode:this.options.wheelMode,wheelSpeed:this.options.wheelSpeed}),this.options.range=this._bar(\"option\",\"range\"),this.options.wheelMode=this._bar(\"option\",\"wheelMode\"),this.options.wheelSpeed=this._bar(\"option\",\"wheelSpeed\")},_createArrows:function(){this.arrows.left=this._createArrow(\"left\"),this.arrows.right=this._createArrow(\"right\"),this.options.arrows?this.element.addClass(\"bk-ui-rangeSlider-withArrows\"):(this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.element.addClass(\"bk-ui-rangeSlider-noArrow\"))},_createArrow:function(t){var e,i=n(\"<div class='bk-ui-rangeSlider-arrow' />\").append(\"<div class='bk-ui-rangeSlider-arrow-inner' />\").addClass(\"bk-ui-rangeSlider-\"+t+\"Arrow\").css(\"position\",\"absolute\").css(t,0).appendTo(this.element);return e=\"right\"===t?n.proxy(this._scrollRightClick,this):n.proxy(this._scrollLeftClick,this),i.bind(\"mousedown touchstart\",e),i},_proxy:function(t,e,i){var n=Array.prototype.slice.call(i);return t&&t[e]?t[e].apply(t,n):null},_handleType:function(){return\"rangeSliderHandle\"},_barType:function(){return\"rangeSliderBar\"},_bar:function(){return this._proxy(this.bar,this._barType(),arguments)},_labelType:function(){return\"rangeSliderLabel\"},_leftLabel:function(){return this._proxy(this.labels.left,this._labelType(),arguments)},_rightLabel:function(){return this._proxy(this.labels.right,this._labelType(),arguments)},_leftHandle:function(){return this._proxy(this.leftHandle,this._handleType(),arguments)},_rightHandle:function(){return this._proxy(this.rightHandle,this._handleType(),arguments)},_getValue:function(t,e){return e===this.rightHandle&&(t-=e.outerWidth()),t*(this.options.bounds.max-this.options.bounds.min)/(this.container.innerWidth()-e.outerWidth(!0))+this.options.bounds.min},_trigger:function(t){var e=this;setTimeout(function(){e.element.trigger(t,{label:e.element,values:e.values()})},1)},_changing:function(){this._updateValues()&&(this._trigger(\"valuesChanging\"),this._valuesChanged=!0)},_deactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"hide\"),this._rightLabel(\"option\",\"show\",\"hide\"))},_reactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"change\"),this._rightLabel(\"option\",\"show\",\"change\"))},_changed:function(t){t===!0&&this._deactivateLabels(),(this._updateValues()||this._valuesChanged)&&(this._trigger(\"valuesChanged\"),t!==!0&&this._trigger(\"userValuesChanged\"),this._valuesChanged=!1),t===!0&&this._reactivateLabels()},_updateValues:function(){var t=this._leftHandle(\"value\"),e=this._rightHandle(\"value\"),i=this._min(t,e),n=this._max(t,e),r=i!==this._values.min||n!==this._values.max;return this._values.min=this._min(t,e),this._values.max=this._max(t,e),r},_min:function(t,e){return Math.min(t,e)},_max:function(t,e){return Math.max(t,e)},_createLabel:function(t,e){var i;return null===t?(i=this._getLabelConstructorParameters(t,e),t=n(\"<div />\").appendTo(this.element)[this._labelType()](i)):(i=this._getLabelRefreshParameters(t,e),t[this._labelType()](i)),t},_getLabelConstructorParameters:function(t,e){return{handle:e,handleType:this._handleType(),formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getLabelRefreshParameters:function(){return{formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getFormatter:function(){return this.options.formatter===!1||null===this.options.formatter?this._defaultFormatter:this.options.formatter},_defaultFormatter:function(t){return Math.round(t)},_destroyLabel:function(t){return null!==t&&(t[this._labelType()](\"destroy\"),t.remove(),t=null),t},_createLabels:function(){this.labels.left=this._createLabel(this.labels.left,this.leftHandle),this.labels.right=this._createLabel(this.labels.right,this.rightHandle),this._leftLabel(\"pair\",this.labels.right)},_destroyLabels:function(){this.labels.left=this._destroyLabel(this.labels.left),this.labels.right=this._destroyLabel(this.labels.right)},_stepRatio:function(){return this._leftHandle(\"stepRatio\")},_scrollRightClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollRight\",4*this._stepRatio(),1)):!1},_continueScrolling:function(t,e,i,n){if(!this.options.enabled)return!1;this._bar(t,i),n=n||5,n--;var r=this,s=16,o=Math.max(1,4/this._stepRatio());this._scrollTimeout=setTimeout(function(){0===n&&(e>s?e=Math.max(s,e/1.5):i=Math.min(o,2*i),n=5),r._continueScrolling(t,e,i,n)},e)},_scrollLeftClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollLeft\",4*this._stepRatio(),1)):!1},_bindStopScroll:function(){var t=this;this._stopScrollHandle=function(e){e.preventDefault(),t._stopScroll()},n(document).bind(\"mouseup touchend\",this._stopScrollHandle)},_stopScroll:function(){n(document).unbind(\"mouseup touchend\",this._stopScrollHandle),this._stopScrollHandle=null,this._bar(\"stopScroll\"),clearTimeout(this._scrollTimeout)},_createRuler:function(){this.ruler=n(\"<div class='bk-ui-rangeSlider-ruler' />\").appendTo(this.innerBar)},_setRulerParameters:function(){this.ruler.ruler({min:this.options.bounds.min,max:this.options.bounds.max,scales:this.options.scales})},_destroyRuler:function(){null!==this.ruler&&n.fn.ruler&&(this.ruler.ruler(\"destroy\"),this.ruler.remove(),this.ruler=null)},_updateRuler:function(){this._destroyRuler(),this.options.scales!==!1&&n.fn.ruler&&(this._createRuler(),this._setRulerParameters())},values:function(t,e){var i;if(\"undefined\"!=typeof t&&\"undefined\"!=typeof e){if(!this._initialized)return this._values.min=t,this._values.max=e,this._values;this._deactivateLabels(),i=this._bar(\"values\",t,e),this._changed(!0),this._reactivateLabels()}else i=this._bar(\"values\",t,e);return i},min:function(t){return this._values.min=this.values(t,this._values.max).min,this._values.min},max:function(t){return this._values.max=this.values(this._values.min,t).max,this._values.max},bounds:function(t,e){return this._isValidValue(t)&&this._isValidValue(e)&&e>t&&(this._setBounds(t,e),this._updateRuler(),this._changed(!0)),this.options.bounds},_isValidValue:function(t){return\"undefined\"!=typeof t&&parseFloat(t)===t},_setBounds:function(t,e){this.options.bounds={min:t,max:e},this._leftHandle(\"option\",\"bounds\",this.options.bounds),this._rightHandle(\"option\",\"bounds\",this.options.bounds),this._bar(\"option\",\"bounds\",this.options.bounds)},zoomIn:function(t){this._bar(\"zoomIn\",t)},zoomOut:function(t){this._bar(\"zoomOut\",t)},scrollLeft:function(t){this._bar(\"startScroll\"),this._bar(\"scrollLeft\",t),this._bar(\"stopScroll\")},scrollRight:function(t){this._bar(\"startScroll\"),this._bar(\"scrollRight\",t),this._bar(\"stopScroll\")},resize:function(){this._initWidth(),this._leftHandle(\"update\"),this._rightHandle(\"update\"),this._bar(\"update\")},enable:function(){this.toggle(!0)},disable:function(){this.toggle(!1)},toggle:function(t){void 0===t&&(t=!this.options.enabled),this.options.enabled!==t&&this._toggle(t)},_toggle:function(t){this.options.enabled=t,this.element.toggleClass(\"bk-ui-rangeSlider-disabled\",!t);var e=t?\"enable\":\"disable\";this._bar(e),this._leftHandle(e),this._rightHandle(e),this._leftLabel(e),this._rightLabel(e)},destroy:function(){this.element.removeClass(\"bk-ui-rangeSlider-withArrows bk-ui-rangeSlider-noArrow 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e,i=t.data;if(!(0!=t.which&&i.which>0&&t.which!=i.which)&&!n(t.target).is(i.not)&&(!i.handle||n(t.target).closest(i.handle,t.currentTarget).length)&&(o.touched=\"touchstart\"==t.type?this:null,i.propagates=1,i.mousedown=this,i.interactions=[o.interaction(this,i)],i.target=t.target,i.pageX=t.pageX,i.pageY=t.pageY,i.dragging=null,e=o.hijack(t,\"draginit\",i),i.propagates))return e=o.flatten(e),e&&e.length&&(i.interactions=[],n.each(e,function(){i.interactions.push(o.interaction(this,i))})),i.propagates=i.interactions.length,i.drop!==!1&&s.drop&&s.drop.handler(t,i),o.textselect(!1),o.touched?r.add(o.touched,\"touchmove touchend\",o.handler,i):r.add(document,\"mousemove mouseup\",o.handler,i),!o.touched||i.live?!1:void 0}},interaction:function(t,e){var i=n(t)[e.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:t,callback:new o.callback,droppable:[],offset:i}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&\"touchmove\":t.preventDefault();case!e.dragging&&\"mousemove\":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,o.hijack(t,\"dragstart\",e),e.propagates&&(e.dragging=!0);case\"touchmove\":t.preventDefault();case\"mousemove\":if(e.dragging){if(o.hijack(t,\"drag\",e),e.propagates){e.drop!==!1&&s.drop&&s.drop.handler(t,e);break}t.type=\"mouseup\"}case\"touchend\":case\"mouseup\":default:o.touched?r.remove(o.touched,\"touchmove touchend\",o.handler):r.remove(document,\"mousemove mouseup\",o.handler),e.dragging&&(e.drop!==!1&&s.drop&&s.drop.handler(t,e),o.hijack(t,\"dragend\",e)),o.textselect(!0),e.click===!1&&e.dragging&&n.data(e.mousedown,\"suppress.click\",(new Date).getTime()+5),e.dragging=o.touched=!1}},hijack:function(t,e,i,s,a){if(i){var l,u,h,c={event:t.originalEvent,type:t.type},p=e.indexOf(\"drop\")?\"drag\":\"drop\",d=s||0,f=isNaN(s)?i.interactions.length:s;t.type=e,t.originalEvent=null,i.results=[];do if(u=i.interactions[d]){if(\"dragend\"!==e&&u.cancelled)continue;h=o.properties(t,i,u),\n",
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n.drag=i.drag,n.proxy=i.proxy||i.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=i.offset.left,n.originalY=i.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=o.flatten((i.drop||[]).slice()),n.available=o.flatten((i.droppable||[]).slice()),n},element:function(t){return t&&(t.jquery||1==t.nodeType)?t:void 0},flatten:function(t){return n.map(t,function(t){return t&&t.jquery?n.makeArray(t):t&&t.length?o.flatten(t):t})},textselect:function(t){n(document)[t?\"unbind\":\"bind\"](\"selectstart\",o.dontstart).css(\"MozUserSelect\",t?\"\":\"none\"),document.unselectable=t?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};o.callback.prototype={update:function(){s.drop&&this.available.length&&n.each(this.available,function(t){s.drop.locate(this,t)})}};var a=r.dispatch;r.dispatch=function(t){return n.data(this,\"suppress.\"+t.type)-(new Date).getTime()>0?void n.removeData(this,\"suppress.\"+t.type):a.apply(this,arguments)};var l=r.fixHooks.touchstart=r.fixHooks.touchmove=r.fixHooks.touchend=r.fixHooks.touchcancel={props:\"clientX clientY pageX pageY screenX screenY\".split(\" \"),filter:function(t,e){if(e){var i=e.touches&&e.touches[0]||e.changedTouches&&e.changedTouches[0]||null;i&&n.each(l.props,function(e,n){t[n]=i[n]})}return t}};s.draginit=s.dragstart=s.dragend=o},{jquery:18}],302:[function(t,e,i){var n=t(\"jquery\");t(\"jquery_event_drag\");n.fn.drop=function(t,e,i){var r=\"string\"==typeof t?t:\"\",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)},n.drop=function(t){t=t||{},o.multi=t.multi===!0?1/0:t.multi===!1?1:isNaN(t.multi)?o.multi:t.multi,o.delay=t.delay||o.delay,o.tolerance=n.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:o.tolerance,o.mode=t.mode||o.mode||\"intersect\"};var 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t=n.data(this,o.datakey);t.active=[],t.anyactive=0,t.winner=0}),e.droppable=i,s.drag.hijack(t,\"dropinit\",e);break;case\"mousemove\":case\"touchmove\":o.event=t,o.timer||o.tolerate(e);break;case\"mouseup\":case\"touchend\":o.timer=clearTimeout(o.timer),e.propagates&&(s.drag.hijack(t,\"drop\",e),s.drag.hijack(t,\"dropend\",e))}},locate:function(t,e){var i=n.data(t,o.datakey),r=n(t),s=r.offset()||{},a=r.outerHeight(),l=r.outerWidth(),u={elem:t,width:l,height:a,top:s.top,left:s.left,right:s.left+l,bottom:s.top+a};return i&&(i.location=u,i.index=e,i.elem=t),u},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,i){return this.contains(i,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,i){return Math.max(0,Math.min(i.bottom,e.bottom)-Math.max(i.top,e.top))*Math.max(0,Math.min(i.right,e.right)-Math.max(i.left,e.left))},fit:function(t,e,i){return this.contains(i,e)?1:0},middle:function(t,e,i){return this.contains(i,[e.left+.5*e.width,e.top+.5*e.height])?1:0}},sort:function(t,e){return e.winner-t.winner||t.index-e.index},tolerate:function(t){var e,i,r,a,l,u,h,c,p=0,d=t.interactions.length,f=[o.event.pageX,o.event.pageY],g=o.tolerance||o.modes[o.mode];do if(c=t.interactions[p]){if(!c)return;c.drop=[],l=[],u=c.droppable.length,g&&(r=o.locate(c.proxy)),e=0;do if(h=c.droppable[e]){if(a=n.data(h,o.datakey),i=a.location,!i)continue;a.winner=g?g.call(o,o.event,r,i):o.contains(i,f)?1:0,l.push(a)}while(++e<u);l.sort(o.sort),e=0;do(a=l[e])&&(a.winner&&c.drop.length<o.multi?(a.active[p]||a.anyactive||(s.drag.hijack(o.event,\"dropstart\",t,p,a.elem)[0]!==!1?(a.active[p]=1,a.anyactive+=1):a.winner=0),a.winner&&c.drop.push(a.elem)):a.active[p]&&1==a.anyactive&&(s.drag.hijack(o.event,\"dropend\",t,p,a.elem),a.active[p]=0,a.anyactive-=1));while(++e<u)}while(++p<d);o.last&&f[0]==o.last.pageX&&f[1]==o.last.pageY?delete 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n=this._compare,r=e(i,n);this._array=t.setIntersection(this._array,r,n)},n.prototype.differenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setDifference(this._array,r,n)},n.prototype.symmetricDifferenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setSymmetricDifference(this._array,r,n)},n}(t.ArrayBase);t.UniqueArray=i}(n||(n={}));var s;!function(t){!function(t){t[t.Le=0]=\"Le\",t[t.Ge=1]=\"Ge\",t[t.Eq=2]=\"Eq\"}(t.Operator||(t.Operator={}));var e=(t.Operator,function(){function e(e,n,r){\"undefined\"==typeof r&&(r=t.Strength.required),this._id=i++,this._operator=n,this._expression=e,this._strength=t.Strength.clip(r)}return e.Compare=function(t,e){return t.id()-e.id()},e.prototype.id=function(){return this._id},e.prototype.expression=function(){return this._expression},e.prototype.op=function(){return this._operator},e.prototype.strength=function(){return this._strength},e}());t.Constraint=e;var i=0}(s||(s={}));var s;!function(t){function e(t){return 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Math.max(0,Math.min(t.required,e))}t.create=e,t.required=e(1e3,1e3,1e3),t.strong=e(1,0,0),t.medium=e(0,1,0),t.weak=e(0,0,1),t.clip=i}(t.Strength||(t.Strength={}));t.Strength}(s||(s={}));var s;!function(t){function e(t){var e=1e-8;return 0>t?e>-t:e>t}function i(){return t.createMap(t.Constraint.Compare)}function n(){return t.createMap(l.Compare)}function r(){return t.createMap(t.Variable.Compare)}function s(){return t.createMap(t.Variable.Compare)}var o=function(){function o(){this._cnMap=i(),this._rowMap=n(),this._varMap=r(),this._editMap=s(),this._infeasibleRows=[],this._objective=new h,this._artificial=null,this._idTick=0}return o.prototype.addConstraint=function(t){var i=this._cnMap.find(t);if(void 0!==i)throw new Error(\"duplicate constraint\");var n=this._createRow(t),r=n.row,s=n.tag,o=this._chooseSubject(r,s);if(0===o.type()&&r.allDummies()){if(!e(r.constant()))throw new Error(\"unsatifiable constraint\");o=s.marker}if(0===o.type()){if(!this._addWithArtificialVariable(r))throw new Error(\"unsatisfiable constraint\")}else r.solveFor(o),this._substitute(o,r),this._rowMap.insert(o,r);this._cnMap.insert(t,s),this._optimize(this._objective)},o.prototype.removeConstraint=function(t){var e=this._cnMap.erase(t);if(void 0===e)throw new Error(\"unknown constraint\");this._removeConstraintEffects(t,e.second);var i=e.second.marker,n=this._rowMap.erase(i);if(void 0===n){var r=this._getMarkerLeavingSymbol(i);if(0===r.type())throw new Error(\"failed to find leaving row\");n=this._rowMap.erase(r),n.second.solveForEx(r,i),this._substitute(i,n.second)}this._optimize(this._objective)},o.prototype.hasConstraint=function(t){return this._cnMap.contains(t)},o.prototype.addEditVariable=function(e,i){var n=this._editMap.find(e);if(void 0!==n)throw new Error(\"duplicate edit variable\");if(i=t.Strength.clip(i),i===t.Strength.required)throw new Error(\"bad required strength\");var r=new t.Expression(e),s=new t.Constraint(r,2,i);this.addConstraint(s);var o=this._cnMap.find(s).second,a={tag:o,constraint:s,constant:0};this._editMap.insert(e,a)},o.prototype.removeEditVariable=function(t){var e=this._editMap.erase(t);if(void 0===e)throw new Error(\"unknown edit variable\");this.removeConstraint(e.second.constraint)},o.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},o.prototype.suggestValue=function(t,e){var i=this._editMap.find(t);if(void 0===i)throw new Error(\"unknown edit variable\");var n=this._rowMap,r=i.second,s=e-r.constant;r.constant=e;var o=r.tag.marker,a=n.find(o);if(void 0!==a)return a.second.add(-s)<0&&this._infeasibleRows.push(o),void this._dualOptimize();var l=r.tag.other,a=n.find(l);if(void 0!==a)return a.second.add(s)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,h=n.size();h>u;++u){var a=n.itemAt(u),c=a.second,p=c.coefficientFor(o);0!==p&&c.add(s*p)<0&&1!==a.first.type()&&this._infeasibleRows.push(a.first)}this._dualOptimize()},o.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,i=0,n=t.size();n>i;++i){var r=t.itemAt(i),s=e.find(r.second);void 0!==s?r.first.setValue(s.second.constant()):r.first.setValue(0)}},o.prototype._getVarSymbol=function(t){var e=this,i=function(){return e._makeSymbol(1)};return this._varMap.setDefault(t,i).second},o.prototype._createRow=function(i){for(var n=i.expression(),r=new h(n.constant()),s=n.terms(),o=0,a=s.size();a>o;++o){var l=s.itemAt(o);if(!e(l.second)){var c=this._getVarSymbol(l.first),p=this._rowMap.find(c);void 0!==p?r.insertRow(p.second,l.second):r.insertSymbol(c,l.second)}}var d=this._objective,f=i.strength(),g={marker:u,other:u};switch(i.op()){case 0:case 1:var m=0===i.op()?1:-1,_=this._makeSymbol(2);if(g.marker=_,r.insertSymbol(_,m),f<t.Strength.required){var v=this._makeSymbol(3);g.other=v,r.insertSymbol(v,-m),d.insertSymbol(v,f)}break;case 2:if(f<t.Strength.required){var y=this._makeSymbol(3),b=this._makeSymbol(3);g.marker=y,g.other=b,r.insertSymbol(y,-1),r.insertSymbol(b,1),d.insertSymbol(y,f),d.insertSymbol(b,f)}else{var w=this._makeSymbol(4);g.marker=w,r.insertSymbol(w)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:g}},o.prototype._chooseSubject=function(t,e){for(var i=t.cells(),n=0,r=i.size();r>n;++n){var s=i.itemAt(n);if(1===s.first.type())return s.first}var o=e.marker.type();return(2===o||3===o)&&t.coefficientFor(e.marker)<0?e.marker:(o=e.other.type(),(2===o||3===o)&&t.coefficientFor(e.other)<0?e.other:u)},o.prototype._addWithArtificialVariable=function(t){var i=this._makeSymbol(2);this._rowMap.insert(i,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var n=e(this._artificial.constant());this._artificial=null;var r=this._rowMap.erase(i);if(void 0!==r){var s=r.second;if(s.isConstant())return n;var o=this._anyPivotableSymbol(s);if(0===o.type())return!1;s.solveForEx(i,o),this._substitute(o,s),this._rowMap.insert(o,s)}for(var a=this._rowMap,l=0,u=a.size();u>l;++l)a.itemAt(l).second.removeSymbol(i);return this._objective.removeSymbol(i),n},o.prototype._substitute=function(t,e){for(var i=this._rowMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);s.second.substitute(t,e),s.second.constant()<0&&1!==s.first.type()&&this._infeasibleRows.push(s.first)}this._objective.substitute(t,e),this._artificial&&this._artificial.substitute(t,e)},o.prototype._optimize=function(t){for(;;){var e=this._getEnteringSymbol(t);if(0===e.type())return;var i=this._getLeavingSymbol(e);if(0===i.type())throw new Error(\"the objective is unbounded\");var n=this._rowMap.erase(i).second;n.solveForEx(i,e),this._substitute(e,n),this._rowMap.insert(e,n)}},o.prototype._dualOptimize=function(){for(var t=this._rowMap,e=this._infeasibleRows;0!==e.length;){var i=e.pop(),n=t.find(i);if(void 0!==n&&n.second.constant()<0){var r=this._getDualEnteringSymbol(n.second);if(0===r.type())throw new Error(\"dual optimize failed\");var s=n.second;t.erase(i),s.solveForEx(i,r),this._substitute(r,s),t.insert(r,s)}}},o.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first;if(r.second<0&&4!==s.type())return s}return u},o.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=t.cells(),r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first,l=o.second;if(l>0&&4!==a.type()){var h=this._objective.coefficientFor(a),c=h/l;e>c&&(e=c,i=a)}}return i},o.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=this._rowMap,r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first;if(1!==a.type()){var l=o.second,h=l.coefficientFor(t);if(0>h){var c=-l.constant()/h;e>c&&(e=c,i=a)}}}return i},o.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=e,n=e,r=u,s=r,o=r,a=r,l=this._rowMap,h=0,c=l.size();c>h;++h){var p=l.itemAt(h),d=p.second,f=d.coefficientFor(t);if(0!==f){var g=p.first;if(1===g.type())a=g;else if(0>f){var m=-d.constant()/f;i>m&&(i=m,s=g)}else{var m=d.constant()/f;n>m&&(n=m,o=g)}}}return s!==r?s:o!==r?o:a},o.prototype._removeConstraintEffects=function(t,e){3===e.marker.type()&&this._removeMarkerEffects(e.marker,t.strength()),3===e.other.type()&&this._removeMarkerEffects(e.other,t.strength())},o.prototype._removeMarkerEffects=function(t,e){var i=this._rowMap.find(t);void 0!==i?this._objective.insertRow(i.second,-e):this._objective.insertSymbol(t,-e)},o.prototype._anyPivotableSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first.type();if(2===s||3===s)return r.first}return u},o.prototype._makeSymbol=function(t){return new l(t,this._idTick++)},o}();t.Solver=o;var a;!function(t){t[t.Invalid=0]=\"Invalid\",t[t.External=1]=\"External\",t[t.Slack=2]=\"Slack\",t[t.Error=3]=\"Error\",t[t.Dummy=4]=\"Dummy\"}(a||(a={}));var l=function(){function t(t,e){this._id=e,this._type=t}return t.Compare=function(t,e){return t.id()-e.id()},t.prototype.id=function(){return this._id},t.prototype.type=function(){return this._type},t}(),u=new l(0,-1),h=function(){function i(e){\"undefined\"==typeof e&&(e=0),this._cellMap=t.createMap(l.Compare),this._constant=e}return i.prototype.cells=function(){return this._cellMap},i.prototype.constant=function(){return this._constant},i.prototype.isConstant=function(){return this._cellMap.empty()},i.prototype.allDummies=function(){for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);if(4!==n.first.type())return!1}return!0},i.prototype.copy=function(){var t=new i(this._constant);return t._cellMap=this._cellMap.copy(),t},i.prototype.add=function(t){return this._constant+=t},i.prototype.insertSymbol=function(t,i){\"undefined\"==typeof i&&(i=1);var n=this._cellMap.setDefault(t,function(){return 0});e(n.second+=i)&&this._cellMap.erase(t)},i.prototype.insertRow=function(t,e){\"undefined\"==typeof e&&(e=1),this._constant+=t._constant*e;for(var i=t._cellMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);this.insertSymbol(s.first,s.second*e)}},i.prototype.removeSymbol=function(t){this._cellMap.erase(t)},i.prototype.reverseSign=function(){this._constant=-this._constant;for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);n.second=-n.second}},i.prototype.solveFor=function(t){var e=this._cellMap,i=e.erase(t),n=-1/i.second;this._constant*=n;for(var r=0,s=e.size();s>r;++r)e.itemAt(r).second*=n},i.prototype.solveForEx=function(t,e){this.insertSymbol(t,-1),this.solveFor(e)},i.prototype.coefficientFor=function(t){var e=this._cellMap.find(t);return void 0!==e?e.second:0},i.prototype.substitute=function(t,e){var i=this._cellMap.erase(t);void 0!==i&&this.insertRow(e,i.second)},i}()}(s||(s={})),e.exports=s},{}],304:[function(t,e,i){function n(t,e,i,n){var r,s,o=Math.pow(10,e);return s=(i(t*o)/o).toFixed(e),n&&(r=new RegExp(\"0{1,\"+n+\"}$\"),s=s.replace(r,\"\")),s}function r(t,e,i,n){var r;return 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style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewport=$(\"<div class='bk-slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,viewportW=parseFloat($.css($container[0],\"width\",!0)),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.bind(\"selectstart.ui\",function(t){return $(t.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.bind(\"resize.bk-slickgrid\",resizeCanvas),$viewport.bind(\"scroll\",handleScroll),$headerScroller.bind(\"contextmenu\",handleHeaderContextMenu).bind(\"click\",handleHeaderClick).delegate(\".bk-slick-header-column\",\"mouseenter\",handleHeaderMouseEnter).delegate(\".bk-slick-header-column\",\"mouseleave\",handleHeaderMouseLeave),$headerRowScroller.bind(\"scroll\",handleHeaderRowScroll),$focusSink.add($focusSink2).bind(\"keydown\",handleKeyDown),$canvas.bind(\"keydown\",handleKeyDown).bind(\"click\",handleClick).bind(\"dblclick\",handleDblClick).bind(\"contextmenu\",handleContextMenu).bind(\"draginit\",handleDragInit).bind(\"dragstart\",{distance:3},handleDragStart).bind(\"drag\",handleDrag).bind(\"dragend\",handleDragEnd).delegate(\".bk-slick-cell\",\"mouseenter\",handleMouseEnter).delegate(\".bk-slick-cell\",\"mouseleave\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.bind(\"mousewheel\",handleMouseWheel))}function registerPlugin(t){plugins.unshift(t),t.init(self)}function unregisterPlugin(t){for(var e=plugins.length;e>=0;e--)if(plugins[e]===t){plugins[e].destroy&&plugins[e].destroy(),plugins.splice(e,1);break}}function setSelectionModel(t){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=t,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var t=$(\"<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>\").appendTo(\"body\"),e={width:t.width()-t[0].clientWidth,height:t.height()-t[0].clientHeight};return t.remove(),e}function getHeadersWidth(){for(var t=0,e=0,i=columns.length;i>e;e++){var n=columns[e].width;t+=n}return t+=scrollbarDimensions.width,Math.max(t,viewportW)+1e3}function getCanvasWidth(){for(var t=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,e=0,i=columns.length;i--;)e+=columns[i].width;return options.fullWidthRows?Math.max(e,t):e}function updateCanvasWidth(t){var e=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=e&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacer.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),(canvasWidth!=e||t)&&applyColumnWidths()}function disableSelection(t){t&&t.jquery&&t.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").bind(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var t=1e6,e=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,i=$(\"<div style='display:none' />\").appendTo(document.body);;){var n=2*t;if(i.css(\"height\",n),n>e||i.height()!==n)break;t=n}return i.remove(),t}function bindAncestorScrollEvents(){for(var t=$canvas[0];(t=t.parentNode)!=document.body&&null!=t;)if(t==$viewport[0]||t.scrollWidth!=t.clientWidth||t.scrollHeight!=t.clientHeight){var e=$(t);$boundAncestors=$boundAncestors?$boundAncestors.add(e):e,e.bind(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.unbind(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(t,e,i){if(initialized){var n=getColumnIndex(t);if(null!=n){var r=columns[n],s=$headers.children().eq(n);s&&(void 0!==e&&(columns[n].name=e),void 0!==i&&(columns[n].toolTip=i),trigger(self.onBeforeHeaderCellDestroy,{node:s[0],column:r}),s.attr(\"title\",i||\"\").children().eq(0).html(e),trigger(self.onHeaderCellRendered,{node:s[0],column:r}))}}}function getHeaderRow(){return $headerRow[0]}function getHeaderRowColumn(t){var e=getColumnIndex(t),i=$headerRow.children().eq(e);return i&&i[0]}function createColumnHeaders(){function t(){$(this).addClass(\"bk-ui-state-hover\")}function e(){$(this).removeClass(\"bk-ui-state-hover\")}$headers.find(\".bk-slick-header-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:t})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".bk-slick-headerrow-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:t})}),$headerRow.empty();for(var i=0;i<columns.length;i++){var n=columns[i],r=$(\"<div class='bk-ui-state-default bk-slick-header-column' />\").html(\"<span class='bk-slick-column-name'>\"+n.name+\"</span>\").width(n.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+n.id).attr(\"title\",n.toolTip||\"\").data(\"column\",n).addClass(n.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||n.sortable)&&r.on(\"mouseenter\",t).on(\"mouseleave\",e),n.sortable&&(r.addClass(\"bk-slick-header-sortable\"),r.append(\"<span class='bk-slick-sort-indicator' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:n}),options.showHeaderRow){var s=$(\"<div class='bk-ui-state-default bk-slick-headerrow-column l\"+i+\" r\"+i+\"'></div>\").data(\"column\",n).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&setupColumnReorder()}function setupColumnSort(){$headers.click(function(t){if(t.metaKey=t.metaKey||t.ctrlKey,!$(t.target).hasClass(\"bk-slick-resizable-handle\")){var e=$(t.target).closest(\".bk-slick-header-column\");if(e.length){var i=e.data(\"column\");if(i.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==i.id){n=sortColumns[r],n.sortAsc=!n.sortAsc;break}t.metaKey&&options.multiColumnSort?n&&sortColumns.splice(r,1):((t.shiftKey||t.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0==sortColumns.length&&sortColumns.push(n):(n={columnId:i.id,sortAsc:i.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(t){return{sortCol:columns[getColumnIndex(t.columnId)],sortAsc:t.sortAsc}})},t):trigger(self.onSort,{multiColumnSort:!1,sortCol:i,sortAsc:n.sortAsc},t)}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"bk-slick-sortable-placeholder bk-ui-state-default bk-slick-header-column\",start:function(t,e){e.placeholder.width(e.helper.outerWidth()-headerColumnWidthDiff),$(e.helper).addClass(\"bk-slick-header-column-active\")},beforeStop:function(t,e){$(e.helper).removeClass(\"bk-slick-header-column-active\")},stop:function(t){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable(\"cancel\");for(var e=$headers.sortable(\"toArray\"),i=[],n=0;n<e.length;n++)i.push(columns[getColumnIndex(e[n].replace(uid,\"\"))]);setColumns(i),trigger(self.onColumnsReordered,{}),t.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var t,e,i,n,r,s,o,a,l;r=$headers.children(),r.find(\".bk-slick-resizable-handle\").remove(),r.each(function(t,e){columns[t].resizable&&(void 0===a&&(a=t),l=t)}),void 0!==a&&r.each(function(u,h){a>u||options.forceFitColumns&&u>=l||(t=$(h),$(\"<div class='bk-slick-resizable-handle' />\").appendTo(h).bind(\"dragstart\",function(t,a){if(!getEditorLock().commitCurrentEdit())return!1;n=t.pageX,$(this).parent().addClass(\"bk-slick-header-column-active\");var l=null,h=null;if(r.each(function(t,e){columns[t].previousWidth=$(e).outerWidth()}),options.forceFitColumns)for(l=0,h=0,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(null!==h&&(i.maxWidth?h+=i.maxWidth-i.previousWidth:h=null),l+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));var c=0,p=0;for(e=0;u>=e;e++)i=columns[e],i.resizable&&(null!==p&&(i.maxWidth?p+=i.maxWidth-i.previousWidth:p=null),c+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));null===l&&(l=1e5),null===c&&(c=1e5),null===h&&(h=1e5),null===p&&(p=1e5),o=n+Math.min(l,p),s=n-Math.min(c,h)}).bind(\"drag\",function(t,a){var l,h,c=Math.min(o,Math.max(s,t.pageX))-n;if(0>c){for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0))}else{for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).bind(\"dragend\",function(t,n){var s;for($(this).parent().removeClass(\"bk-slick-header-column-active\"),e=0;e<r.length;e++)i=columns[e],s=$(r[e]).outerWidth(),i.previousWidth!==s&&i.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{})}))})}function getVBoxDelta(t){var e=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],i=0;return $.each(e,function(e,n){i+=parseFloat(t.css(n))||0}),i}function measureCellPaddingAndBorder(){var t,e=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],i=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"];t=$(\"<div class='bk-ui-state-default bk-slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){headerColumnWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){headerColumnHeightDiff+=parseFloat(t.css(i))||0})),t.remove();var n=$(\"<div class='bk-slick-row' />\").appendTo($canvas);t=$(\"<div class='bk-slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(n),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){cellWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){cellHeightDiff+=parseFloat(t.css(i))||0})),n.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var t=options.rowHeight-cellHeightDiff,e=[\".\"+uid+\" .bk-slick-header-column { left: 1000px; }\",\".\"+uid+\" .bk-slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .bk-slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .bk-slick-cell { height:\"+t+\"px; }\",\".\"+uid+\" .bk-slick-row { height:\"+options.rowHeight+\"px; }\"],i=0;i<columns.length;i++)e.push(\".\"+uid+\" .l\"+i+\" { }\"),e.push(\".\"+uid+\" .r\"+i+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=e.join(\" \"):$style[0].appendChild(document.createTextNode(e.join(\" \")))}function getColumnCssRules(t){if(!stylesheet){for(var e=document.styleSheets,i=0;i<e.length;i++)if((e[i].ownerNode||e[i].owningElement)==$style[0]){stylesheet=e[i];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];for(var n,r,s=stylesheet.cssRules||stylesheet.rules,i=0;i<s.length;i++){var o=s[i].selectorText;(n=/\\.l\\d+/.exec(o))?(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[r]=s[i]):(n=/\\.r\\d+/.exec(o))&&(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[r]=s[i])}}return{left:columnCssRulesL[t],right:columnCssRulesR[t]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var t=plugins.length;t--;)unregisterPlugin(plugins[t]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.unbind(\".bk-slickgrid\"),removeCssRules(),$canvas.unbind(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(t,e,i){return i=i||new Slick.EventData,e=e||{},e.grid=self,t.notify(e,i,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(t){return columnsById[t]}function autosizeColumns(){var t,e,i,n=[],r=0,s=0,o=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(t=0;t<columns.length;t++)e=columns[t],n.push(e.width),s+=e.width,e.resizable&&(r+=e.width-Math.max(e.minWidth,absoluteColumnMinWidth));for(i=s;s>o&&r;){var a=(s-o)/r;for(t=0;t<columns.length&&s>o;t++){e=columns[t];var l=n[t];if(!(!e.resizable||l<=e.minWidth||absoluteColumnMinWidth>=l)){var u=Math.max(e.minWidth,absoluteColumnMinWidth),h=Math.floor(a*(l-u))||1;h=Math.min(h,l-u),s-=h,r-=h,n[t]-=h}}if(s>=i)break;i=s}for(i=s;o>s;){var c=o/s;for(t=0;t<columns.length&&o>s;t++){e=columns[t];var p,d=n[t];p=!e.resizable||e.maxWidth<=d?0:Math.min(Math.floor(c*d)-d,e.maxWidth-d||1e6)||1,s+=p,n[t]+=p}if(i>=s)break;i=s}var f=!1;for(t=0;t<columns.length;t++)columns[t].rerenderOnResize&&columns[t].width!=n[t]&&(f=!0),columns[t].width=n[t];applyColumnHeaderWidths(),updateCanvasWidth(!0),f&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var t,e=0,i=$headers.children(),n=i.length;n>e;e++)t=$(i[e]),t.width()!==columns[e].width-headerColumnWidthDiff&&t.width(columns[e].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var t,e,i=0,n=0;n<columns.length;n++)t=columns[n].width,e=getColumnCssRules(n),e.left.style.left=i+\"px\",e.right.style.right=canvasWidth-i-t+\"px\",i+=columns[n].width}function setSortColumn(t,e){setSortColumns([{columnId:t,sortAsc:e}])}function setSortColumns(t){sortColumns=t;var e=$headers.children();e.removeClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").removeClass(\"bk-slick-sort-indicator-asc bk-slick-sort-indicator-desc\"),$.each(sortColumns,function(t,i){null==i.sortAsc&&(i.sortAsc=!0);var n=getColumnIndex(i.columnId);null!=n&&e.eq(n).addClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").addClass(i.sortAsc?\"bk-slick-sort-indicator-asc\":\"bk-slick-sort-indicator-desc\")})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(t,e){selectedRows=[];for(var i={},n=0;n<e.length;n++)for(var r=e[n].fromRow;r<=e[n].toRow;r++){i[r]||(selectedRows.push(r),i[r]={});for(var s=e[n].fromCell;s<=e[n].toCell;s++)canCellBeSelected(r,s)&&(i[r][columns[s].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,i),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},t)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var t=0,e=0,i=columns.length;i>e;e++)columnPosLeft[e]=t,columnPosRight[e]=t+columns[e].width,t+=columns[e].width}function setColumns(t){columns=t,columnsById={};for(var e=0;e<columns.length;e++){var i=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[i.id]=e,i.minWidth&&i.width<i.minWidth&&(i.width=i.minWidth),i.maxWidth&&i.width>i.maxWidth&&(i.width=i.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==t.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,t),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(t,e){data=t,invalidateAllRows(),updateRowCount(),e&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow?1:0)}function getDataItem(t){return data.getItem?data.getItem(t):data[t]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(t){options.showTopPanel!=t&&(options.showTopPanel=t,t?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(t){options.showHeaderRow!=t&&(options.showHeaderRow=t,t?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(t){return options.rowHeight*t-offset}function getRowFromPosition(t){return Math.floor((t+offset)/options.rowHeight)}function scrollTo(t){t=Math.max(t,0),t=Math.min(t,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var e=offset;page=Math.min(n-1,Math.floor(t/ph)),offset=Math.round(page*cj);var i=t-offset;if(offset!=e){var r=getVisibleRange(i);cleanupRows(r),updateRowPositions()}prevScrollTop!=i&&(vScrollDir=i+offset>prevScrollTop+e?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=i,trigger(self.onViewportChanged,{}))}function defaultFormatter(t,e,i,n,r){return null==i?\"\":(i+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(t,e){function i(t,e,i,n,r){return o.format(t,e,i,n,r)}var n=data.getItemMetadata&&data.getItemMetadata(t),r=n&&n.columns&&(n.columns[e.id]||n.columns[getColumnIndex(e.id)]),s=r&&r.formatter||n&&n.formatter||e.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(e)||options.defaultFormatter;if(void 0!==s.format){var o=s;s=i}return s}function getEditor(t,e){var i,n=columns[e],r=data.getItemMetadata&&data.getItemMetadata(t),s=r&&r.columns;return i=s&&s[n.id]&&void 0!==s[n.id].editor?s[n.id].editor:s&&s[e]&&void 0!==s[e].editor?s[e].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n),void 0!==i.default_view&&(i=i.default_view),i}function getDataItemValueForColumn(t,e){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(t,e):t[e.field]}function appendRowHtml(t,e,i,n){var r=getDataItem(e),s=n>e&&!r,o=\"bk-slick-row\"+(s?\" loading\":\"\")+(e===activeRow?\" active\":\"\")+(e%2==1?\" odd\":\" even\");r||(o+=\" \"+options.addNewRowCssClass);var a=data.getItemMetadata&&data.getItemMetadata(e);a&&a.cssClasses&&(o+=\" \"+a.cssClasses),t.push(\"<div class='bk-ui-widget-content \"+o+\"' style='top:\"+getRowTop(e)+\"px'>\");for(var l,u,h=0,c=columns.length;c>h;h++){if(u=columns[h],l=1,a&&a.columns){var p=a.columns[u.id]||a.columns[h];l=p&&p.colspan||1,\"*\"===l&&(l=c-h)}if(columnPosRight[Math.min(c-1,h+l-1)]>i.leftPx){if(columnPosLeft[h]>i.rightPx)break;appendCellHtml(t,e,h,l,r)}l>1&&(h+=l-1)}t.push(\"</div>\")}function appendCellHtml(t,e,i,n,r){var s=columns[i],o=\"bk-slick-cell l\"+i+\" r\"+Math.min(columns.length-1,i+n-1)+(s.cssClass?\" \"+s.cssClass:\"\");e===activeRow&&i===activeCell&&(o+=\" active\");for(var a in cellCssClasses)cellCssClasses[a][e]&&cellCssClasses[a][e][s.id]&&(o+=\" \"+cellCssClasses[a][e][s.id]);if(t.push(\"<div class='\"+o+\"'>\"),r){var l=getDataItemValueForColumn(r,s);t.push(getFormatter(e,s)(e,i,l,s,r))}t.push(\"</div>\"),rowsCache[e].cellRenderQueue.push(i),rowsCache[e].cellColSpans[i]=n}function cleanupRows(t){for(var e in rowsCache)(e=parseInt(e,10))!==activeRow&&(e<t.top||e>t.bottom)&&removeRowFromCache(e)}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var t in rowsCache)removeRowFromCache(t)}function removeRowFromCache(t){var e=rowsCache[t];e&&(rowNodeFromLastMouseWheelEvent==e.rowNode?(e.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent):$canvas[0].removeChild(e.rowNode),delete rowsCache[t],delete postProcessedRows[t],renderedRows--,counter_rows_removed++)}function invalidateRows(t){var e,i;if(t&&t.length)for(vScrollDir=0,e=0,i=t.length;i>e;e++)currentEditor&&activeRow===t[e]&&makeActiveCellNormal(),rowsCache[t[e]]&&removeRowFromCache(t[e])}function invalidateRow(t){invalidateRows([t])}function updateCell(t,e){var i=getCellNode(t,e);if(i){var n=columns[e],r=getDataItem(t);currentEditor&&activeRow===t&&activeCell===e?currentEditor.loadValue(r):(i.innerHTML=r?getFormatter(t,n)(t,e,getDataItemValueForColumn(r,n),n,r):\"\",invalidatePostProcessingResults(t))}}function updateRow(t){var e=rowsCache[t];if(e){ensureCellNodesInRowsCache(t);var i=getDataItem(t);for(var n in e.cellNodesByColumnIdx)if(e.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n],s=e.cellNodesByColumnIdx[n];t===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(i):i?s.innerHTML=getFormatter(t,r)(t,n,getDataItemValueForColumn(i,r),r,i):s.innerHTML=\"\"}invalidatePostProcessingResults(t)}}function getViewportHeight(){return parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-parseFloat($.css($headerScroller[0],\"height\"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],\"width\",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updateRowCount(){if(initialized){var t=getDataLengthIncludingAddNew(),e=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),i=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&e*options.rowHeight>viewportH,makeActiveCellNormal();var r=t-1;for(var s in rowsCache)s>=r&&removeRowFromCache(s);activeCellNode&&activeRow>r&&resetActiveCell();var o=h;th=Math.max(options.rowHeight*e,viewportH-scrollbarDimensions.height),maxSupportedCssHeight>th?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==o&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=th-viewportH>=scrollTop+offset;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=o&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(t,e){return null==t&&(t=scrollTop),null==e&&(e=scrollLeft),{top:getRowFromPosition(t),bottom:getRowFromPosition(t+viewportH)+1,leftPx:e,rightPx:e+viewportW}}function getRenderedRange(t,e){var i=getVisibleRange(t,e),n=Math.round(viewportH/options.rowHeight),r=3;return-1==vScrollDir?(i.top-=n,i.bottom+=r):1==vScrollDir?(i.top-=r,i.bottom+=n):(i.top-=r,i.bottom+=r),i.top=Math.max(0,i.top),i.bottom=Math.min(getDataLengthIncludingAddNew()-1,i.bottom),i.leftPx-=viewportW,i.rightPx+=viewportW,i.leftPx=Math.max(0,i.leftPx),i.rightPx=Math.min(canvasWidth,i.rightPx),i}function ensureCellNodesInRowsCache(t){var e=rowsCache[t];if(e&&e.cellRenderQueue.length)for(var i=e.rowNode.lastChild;e.cellRenderQueue.length;){var n=e.cellRenderQueue.pop();e.cellNodesByColumnIdx[n]=i,i=i.previousSibling}}function cleanUpCells(t,e){var i=0,n=rowsCache[e],r=[];for(var s in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(s)){s=0|s;var o=n.cellColSpans[s];(columnPosLeft[s]>t.rightPx||columnPosRight[Math.min(columns.length-1,s+o-1)]<t.leftPx)&&(e!=activeRow||s!=activeCell)&&r.push(s)}for(var a;null!=(a=r.pop());)n.rowNode.removeChild(n.cellNodesByColumnIdx[a]),delete n.cellColSpans[a],delete n.cellNodesByColumnIdx[a],postProcessedRows[e]&&delete postProcessedRows[e][a],i++}function cleanUpAndRenderCells(t){for(var e,i,n,r=[],s=[],o=0,a=t.top,l=t.bottom;l>=a;a++)if(e=rowsCache[a]){ensureCellNodesInRowsCache(a),cleanUpCells(t,a),i=0;var u=data.getItemMetadata&&data.getItemMetadata(a);u=u&&u.columns;for(var h=getDataItem(a),c=0,p=columns.length;p>c&&!(columnPosLeft[c]>t.rightPx);c++)if(null==(n=e.cellColSpans[c])){if(n=1,u){var d=u[columns[c].id]||u[c];n=d&&d.colspan||1,\"*\"===n&&(n=p-c)}columnPosRight[Math.min(p-1,c+n-1)]>t.leftPx&&(appendCellHtml(r,a,c,n,h),i++),c+=n>1?n-1:0}else c+=n>1?n-1:0;i&&(o+=i,s.push(a))}if(r.length){var f=document.createElement(\"div\");f.innerHTML=r.join(\"\");for(var g,m;null!=(g=s.pop());){e=rowsCache[g];for(var _;null!=(_=e.cellRenderQueue.pop());)m=f.lastChild,e.rowNode.appendChild(m),e.cellNodesByColumnIdx[_]=m}}}function renderRows(t){for(var e=$canvas[0],i=[],n=[],r=!1,s=getDataLength(),o=t.top,a=t.bottom;a>=o;o++)rowsCache[o]||(renderedRows++,n.push(o),rowsCache[o]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(i,o,t,s),activeCellNode&&activeRow===o&&(r=!0),counter_rows_rendered++);if(n.length){var l=document.createElement(\"div\");l.innerHTML=i.join(\"\");for(var o=0,a=n.length;a>o;o++)rowsCache[n[o]].rowNode=e.appendChild(l.firstChild);\n",
+       "        r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function invalidatePostProcessingResults(t){delete postProcessedRows[t],postProcessFromRow=Math.min(postProcessFromRow,t),postProcessToRow=Math.max(postProcessToRow,t),startPostProcessing()}function updateRowPositions(){for(var t in rowsCache)rowsCache[t].rowNode.style.top=getRowTop(t)+\"px\"}function render(){if(initialized){var t=getVisibleRange(),e=getRenderedRange();cleanupRows(e),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(e),renderRows(e),postProcessFromRow=t.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var t=$headerRowScroller[0].scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var t=Math.abs(scrollTop-prevScrollTop),e=Math.abs(scrollLeft-prevScrollLeft);if(e&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft),t)if(vScrollDir=scrollTop>prevScrollTop?1:-1,prevScrollTop=scrollTop,viewportH>t)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),i!=offset&&invalidateAllRows()}(e||t)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function asyncPostProcessRows(){for(var t=getDataLength();postProcessToRow>=postProcessFromRow;){var e=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,i=rowsCache[e];if(i&&!(e>=t)){postProcessedRows[e]||(postProcessedRows[e]={}),ensureCellNodesInRowsCache(e);for(var n in i.cellNodesByColumnIdx)if(i.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n];if(r.asyncPostRender&&!postProcessedRows[e][n]){var s=i.cellNodesByColumnIdx[n];s&&r.asyncPostRender(s,e,getDataItem(e),r),postProcessedRows[e][n]=!0}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function updateCellCssStylesOnRenderedRows(t,e){var i,n,r,s;for(var o in rowsCache){if(s=e&&e[o],r=t&&t[o],s)for(n in s)r&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).removeClass(s[n]));if(r)for(n in r)s&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).addClass(r[n]))}}function addCellCssStyles(t,e){if(cellCssClasses[t])throw\"addCellCssStyles: cell CSS hash with key '\"+t+\"' already exists.\";cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,null),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function removeCellCssStyles(t){cellCssClasses[t]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[t]),delete cellCssClasses[t],trigger(self.onCellCssStylesChanged,{key:t,hash:null}))}function setCellCssStyles(t,e){var i=cellCssClasses[t];cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,i),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function getCellCssStyles(t){return cellCssClasses[t]}function flashCell(t,e,i){function n(t){t&&setTimeout(function(){r.queue(function(){r.toggleClass(options.cellFlashingCssClass).dequeue(),n(t-1)})},i)}if(i=i||100,rowsCache[t]){var r=$(getCellNode(t,e));n(4)}}function handleMouseWheel(t){var e=$(t.target).closest(\".bk-slick-row\")[0];e!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=e&&($canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null),rowNodeFromLastMouseWheelEvent=e)}function handleDragInit(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragInit,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDragStart(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragStart,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDrag(t,e){return trigger(self.onDrag,e,t)}function handleDragEnd(t,e){trigger(self.onDragEnd,e,t)}function handleKeyDown(t){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},t);var e=t.isImmediatePropagationStopped();if(!e)if(t.shiftKey||t.altKey||t.ctrlKey)9!=t.which||!t.shiftKey||t.ctrlKey||t.altKey||(e=navigatePrev());else if(27==t.which){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else 34==t.which?(navigatePageDown(),e=!0):33==t.which?(navigatePageUp(),e=!0):37==t.which?e=navigateLeft():39==t.which?e=navigateRight():38==t.which?e=navigateUp():40==t.which?e=navigateDown():9==t.which?e=navigateNext():13==t.which&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),e=!0);if(e){t.stopPropagation(),t.preventDefault();try{t.originalEvent.keyCode=0}catch(i){}}}function handleClick(t){currentEditor||(t.target!=document.activeElement||$(t.target).hasClass(\"bk-slick-cell\"))&&setFocus();var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||activeCell==e.cell&&activeRow==e.row||!canCellBeActive(e.row,e.cell)||(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit())&&(scrollRowIntoView(e.row,!1),setActiveCellInternal(getCellNode(e.row,e.cell))))}function handleContextMenu(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);0!==e.length&&(activeCellNode!==e[0]||null===currentEditor)&&trigger(self.onContextMenu,{},t)}function handleDblClick(t){var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onDblClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||options.editable&&gotoCell(e.row,e.cell,!0))}function handleHeaderMouseEnter(t){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\")},t)}function handleHeaderMouseLeave(t){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\")},t)}function handleHeaderContextMenu(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");trigger(self.onHeaderContextMenu,{column:i},t)}function handleHeaderClick(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");i&&trigger(self.onHeaderClick,{column:i},t)}function handleMouseEnter(t){trigger(self.onMouseEnter,{},t)}function handleMouseLeave(t){trigger(self.onMouseLeave,{},t)}function cellExists(t,e){return!(0>t||t>=getDataLength()||0>e||e>=columns.length)}function getCellFromPoint(t,e){for(var i=getRowFromPosition(e),n=0,r=0,s=0;s<columns.length&&t>r;s++)r+=columns[s].width,n++;return 0>n&&(n=0),{row:i,cell:n-1}}function getCellFromNode(t){var e=/l\\d+/.exec(t.className);if(!e)throw\"getCellFromNode: cannot get cell - \"+t.className;return parseInt(e[0].substr(1,e[0].length-1),10)}function getRowFromNode(t){for(var e in rowsCache)if(rowsCache[e].rowNode===t)return 0|e;return null}function getCellFromEvent(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);if(!e.length)return null;var i=getRowFromNode(e[0].parentNode),n=getCellFromNode(e[0]);return null==i||null==n?null:{row:i,cell:n}}function getCellNodeBox(t,e){if(!cellExists(t,e))return null;for(var i=getRowTop(t),n=i+options.rowHeight-1,r=0,s=0;e>s;s++)r+=columns[s].width;var o=r+columns[e].width;return{top:i,left:r,bottom:n,right:o}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(t,e,i){scrollRowIntoView(t,i);var n=getColspan(t,e),r=columnPosLeft[e],s=columnPosRight[e+(n>1?n-1:0)],o=scrollLeft+viewportW;scrollLeft>r?($viewport.scrollLeft(r),handleScroll(),render()):s>o&&($viewport.scrollLeft(Math.min(r,s-$viewport[0].clientWidth)),handleScroll(),render())}function setActiveCellInternal(t,e){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));var i=activeCellNode!==t;activeCellNode=t,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==e&&(e=activeRow==getDataLength()||options.autoEdit),$(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\"),options.editable&&e&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable()},options.asyncEditorLoadDelay):makeActiveCellEditable())):activeRow=activeCell=null,i&&trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(t){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(t,e){var i=getDataLength();return i>t&&!getDataItem(t)?!1:columns[e].cannotTriggerInsert&&t>=i?!1:getEditor(t,e)?!0:!1}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var t=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),t){var e=columns[activeCell],i=getFormatter(activeRow,e);activeCellNode.innerHTML=i(activeRow,activeCell,getDataItemValueForColumn(t,e),e,t),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(t){if(activeCellNode){if(!options.editable)throw\"Grid : makeActiveCellEditable : should never get called when options.editable is false\";if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var e=columns[activeCell],i=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:i,column:e})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\"),t||(activeCellNode.innerHTML=\"\"),currentEditor=new(t||getEditor(activeRow,activeCell))({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:e,item:i||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),i&&currentEditor.loadValue(i),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(t){var e={top:t.offsetTop,left:t.offsetLeft,bottom:0,right:0,width:$(t).outerWidth(),height:$(t).outerHeight(),visible:!0};e.bottom=e.top+e.height,e.right=e.left+e.width;for(var i=t.offsetParent;(t=t.parentNode)!=document.body;)e.visible&&t.scrollHeight!=t.offsetHeight&&\"visible\"!=$(t).css(\"overflowY\")&&(e.visible=e.bottom>t.scrollTop&&e.top<t.scrollTop+t.clientHeight),e.visible&&t.scrollWidth!=t.offsetWidth&&\"visible\"!=$(t).css(\"overflowX\")&&(e.visible=e.right>t.scrollLeft&&e.left<t.scrollLeft+t.clientWidth),e.left-=t.scrollLeft,e.top-=t.scrollTop,t===i&&(e.left+=t.offsetLeft,e.top+=t.offsetTop,i=t.offsetParent),e.bottom=e.top+e.height,e.right=e.left+e.width;return e}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var t=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(t.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(t)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(t,e){var i=t*options.rowHeight,n=(t+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(t+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(e?i:n),render()):t*options.rowHeight<scrollTop+offset&&(scrollTo(e?n:i),render())}function scrollRowToTop(t){scrollTo(t*options.rowHeight),render()}function scrollPage(t){var e=t*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+e)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var i=activeRow+e,n=getDataLengthIncludingAddNew();i>=n&&(i=n-1),0>i&&(i=0);for(var r=0,s=null,o=activePosX;activePosX>=r;)canCellBeActive(i,r)&&(s=r),r+=getColspan(i,r);null!==s?(setActiveCellInternal(getCellNode(i,s)),activePosX=o):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(t,e){var i=data.getItemMetadata&&data.getItemMetadata(t);if(!i||!i.columns)return 1;var n=i.columns[columns[e].id]||i.columns[e],r=n&&n.colspan;return r=\"*\"===r?columns.length-e:r||1}function findFirstFocusableCell(t){for(var e=0;e<columns.length;){if(canCellBeActive(t,e))return e;e+=getColspan(t,e)}return null}function findLastFocusableCell(t){for(var e=0,i=null;e<columns.length;)canCellBeActive(t,e)&&(i=e),e+=getColspan(t,e);return i}function gotoRight(t,e,i){if(e>=columns.length)return null;do e+=getColspan(t,e);while(e<columns.length&&!canCellBeActive(t,e));return e<columns.length?{row:t,cell:e,posX:e}:null}function gotoLeft(t,e,i){if(0>=e)return null;var n=findFirstFocusableCell(t);if(null===n||n>=e)return null;for(var r,s={row:t,cell:n,posX:n};;){if(r=gotoRight(s.row,s.cell,s.posX),!r)return null;if(r.cell>=e)return s;s=r}}function gotoDown(t,e,i){for(var n,r=getDataLengthIncludingAddNew();;){if(++t>=r)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoUp(t,e,i){for(var n;;){if(--t<0)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoNext(t,e,i){if(null==t&&null==e&&(t=e=i=0,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};var n=gotoRight(t,e,i);if(n)return n;for(var r=null,s=getDataLengthIncludingAddNew();++t<s;)if(r=findFirstFocusableCell(t),null!==r)return{row:t,cell:r,posX:r};return null}function gotoPrev(t,e,i){if(null==t&&null==e&&(t=getDataLengthIncludingAddNew()-1,e=i=columns.length-1,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};for(var n,r;!n&&!(n=gotoLeft(t,e,i));){if(--t<0)return null;e=0,r=findLastFocusableCell(t),null!==r&&(n={row:t,cell:r,posX:r})}return n}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function navigate(t){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=t&&\"next\"!=t)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var e={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=e[t];var i={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},n=i[t],r=n(activeRow,activeCell,activePosX);if(r){var s=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!s),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(t,e){return rowsCache[t]?(ensureCellNodesInRowsCache(t),rowsCache[t].cellNodesByColumnIdx[e]):null}function setActiveCell(t,e){initialized&&(t>getDataLength()||0>t||e>=columns.length||0>e||options.enableCellNavigation&&(scrollCellIntoView(t,e,!1),setActiveCellInternal(getCellNode(t,e),!1)))}function canCellBeActive(t,e){if(!options.enableCellNavigation||t>=getDataLengthIncludingAddNew()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.focusable)return i.focusable;var n=i&&i.columns;return n&&n[columns[e].id]&&\"boolean\"==typeof n[columns[e].id].focusable?n[columns[e].id].focusable:n&&n[e]&&\"boolean\"==typeof n[e].focusable?n[e].focusable:columns[e].focusable}function canCellBeSelected(t,e){if(t>=getDataLength()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.selectable)return i.selectable;var n=i&&i.columns&&(i.columns[columns[e].id]||i.columns[e]);return n&&\"boolean\"==typeof n.selectable?n.selectable:columns[e].selectable}function gotoCell(t,e,i){if(initialized&&canCellBeActive(t,e)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(t,e,!1);var n=getCellNode(t,e);setActiveCellInternal(n,i||t===getDataLength()||options.autoEdit),currentEditor||setFocus()}}function commitCurrentEdit(){var t=getDataItem(activeRow),e=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var i=currentEditor.validate();if(i.valid){if(activeRow<getDataLength()){var n={row:activeRow,cell:activeCell,editor:currentEditor,serializedValue:currentEditor.serializeValue(),prevSerializedValue:serializedEditorValue,execute:function(){this.editor.applyValue(t,this.serializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})},undo:function(){this.editor.applyValue(t,this.prevSerializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})}};options.editCommandHandler?(makeActiveCellNormal(),options.editCommandHandler(t,e,n)):(n.execute(),makeActiveCellNormal())}else{var r={};currentEditor.applyValue(r,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:r,column:e})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:i,row:activeRow,cell:activeCell,column:e}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(t){for(var e=[],i=columns.length-1,n=0;n<t.length;n++)e.push(new Slick.Range(t[n],0,t[n],i));return e}function getSelectedRows(){if(!selectionModel)throw\"Selection model is not set\";return selectedRows}function setSelectedRows(t){if(!selectionModel)throw\"Selection model is not set\";selectionModel.setSelectedRanges(rowsToRanges(t))}var defaults={explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\"},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,absoluteColumnMinWidth,tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],h_editorLoader=null,h_render=null,h_postrender=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent;this.debug=function(){var t=\"\";t+=\"\\ncounter_rows_rendered:  \"+counter_rows_rendered,t+=\"\\ncounter_rows_removed:  \"+counter_rows_removed,t+=\"\\nrenderedRows:  \"+renderedRows,t+=\"\\nnumVisibleRows:  \"+numVisibleRows,t+=\"\\nmaxSupportedCssHeight:  \"+maxSupportedCssHeight,t+=\"\\nn(umber of pages):  \"+n,t+=\"\\n(current) page:  \"+page,t+=\"\\npage height (ph):  \"+ph,t+=\"\\nvScrollDir:  \"+vScrollDir,alert(t)},this.eval=function(expr){return eval(expr)},$.extend(this,{slickGridVersion:\"2.1\",onScroll:new Slick.Event,onSort:new Slick.Event,onHeaderMouseEnter:new Slick.Event,onHeaderMouseLeave:new Slick.Event,onHeaderContextMenu:new Slick.Event,onHeaderClick:new Slick.Event,onHeaderCellRendered:new Slick.Event,onBeforeHeaderCellDestroy:new Slick.Event,onHeaderRowCellRendered:new Slick.Event,onBeforeHeaderRowCellDestroy:new Slick.Event,onMouseEnter:new Slick.Event,onMouseLeave:new Slick.Event,onClick:new Slick.Event,onDblClick:new Slick.Event,onContextMenu:new Slick.Event,onKeyDown:new Slick.Event,onAddNewRow:new Slick.Event,onValidationError:new Slick.Event,onViewportChanged:new Slick.Event,onColumnsReordered:new Slick.Event,onColumnsResized:new Slick.Event,onCellChange:new Slick.Event,onBeforeEditCell:new Slick.Event,onBeforeCellEditorDestroy:new Slick.Event,onBeforeDestroy:new Slick.Event,onActiveCellChanged:new Slick.Event,onActiveCellPositionChanged:new Slick.Event,onDragInit:new Slick.Event,onDragStart:new Slick.Event,onDrag:new Slick.Event,onDragEnd:new Slick.Event,onSelectedRowsChanged:new Slick.Event,onCellCssStylesChanged:new 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+       "</script>\n",
+       "    \n",
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J0Zy0khwij3Bgy+bQWFF4AT/Agm/ayPwY2bn3XWmPTxkXU6LiYeOvlztU69VkSoyrbzPJypdpq0hZ52VtW9Ep8w02sp+rVAIWwUVHnMHdqQ5N6k6b/A15EjUn07glWIK3zAVhod1BDNDbHizgpTRTMIqNl4btI6QXwJxXl03zbxkY2dDD0la6wJT6zhkcM5CpqYkOAY6DFvPslyeHmWmGcmx0QMtPG5omMOEIje0RvwDeI57XLXp1H8Qk4hA6oRdVSuN8SoKAPXq9Bzk9Uuo/IOJHWMd3FsJI7KWiGnsb3TgDkbDRIEqfboKAO71ZoTc1WdB+uXmxzc48CIMSCpRO4UO/In+U1QpsLkLFasZokU+ArKl0WMeqTYd+Ag+kjCEtUe2yf+jNwoZga+H1cPoLn3wQemsA6Jw0h1Kmv6KRGVzIqQs2QjkR9qbCD0GBygWIHHD05sIhcDbiVW4lCUQPnAkPV+LzQvQcMtX05RBU260YmbWx/RUgTbpxLx3FhAXYNnH7kGYNwCRj8UaNOQZo8tqC1mK0yEEDSGrlXjBHRoN4ZReaE7EAgEQS/4piWTWm6q2l40PcBdCpI6asK9wn00sHxQQ0nJVY8lL75PYx3iiH3No4+E803AW9kzcsGDDgjm/9U3nxvFgXyS+SGkb/eJUOvYhGGkx5JX0XhRpiK53kXWcKSWtr6UEXkRmpt5iFKJCd62ClDcXDQ6K2xnySbZyBKvoN7lBK0nsxQunxgWtCZM82RE1X7mbgNcI5df5+0p/lrIYoA7xWSdv+gs7zdhO5mA5sIanVkk/0vFVaTd9bHdhADbI5/loRIfQhIwBg+/zLdbWI7mtvi7Rhq++la0sXhcnnDidrG0AJ26vgynJJGW+y2oeM091AbAIHBxZmCFLr2VGGzFYVQbFZvmCnt4eq6FjFyBMuqqvhGI9GLiYpky2DdWfFp97s3BKH2mQxROGwiDSPgzQRKJRF5FphLN7wYw2qVXbN7+fLdVT7QFEIsYghKlEEasYn7rmmRH9wQr6LPkEmqr31S5NE0S9wkS50DF6U0tGzErTdqw688HAhvaZvhNpSG0UIfiYKL+xOCe6R9MjHviVf0iYbikY4i2XS10d4GIGSRkykmRBmM+5IYWLLDECf5W3m53BGZ8/hzTRxHCKQiS309BlQzNiBmk40XlMP4BKAOy0AcwiYylhsu+oImucPc21kXAVL2VZiITw8oJUsnBaG/GnTFBXFfDLyi4hBUG4h9pIf9FIgGmvUEYDalgXQgRKh6cHqEWnmfCbJBx4jJ44xzeMgX1QTI4CohczncxQe5LkqLGimL+0xOHbAso8LBkMjGFgVbu7zGAvkmyo0Hp70bwriRJ8UwDgGIO2xuiM9GqA8yh3t9zU7EgluTFoI4hIokkWcNhxxAEkyRZYhxHfMwaFJwZE3zh8Wn4HKy8CSeHkpJXfLVKYoh6IymApD6N1CiTRCSBmXtW8ywOsQPxIU0SQ3JjhuatWfOD7LQLzhgFpaL4zI5UWZJkXnNb1QdACgmcWXvPGwQZPnhF1AMIhovCHaseXn8Q8BMUN8UDgxDcTUudhYFd/vpvmqOKIPn1ATB5oi0GVquXlOuHxZujBrYYnIEmhIlVY8ChhHX4MtB3QtR8t+X8yrrNan/UVTvqjSzHWFEsPQ4YKi9jkk7dDs/XNHIYvPh2T2zrFhx+keCY9y6SznMNgPiPQzZEQEZIzDxAHsgjaPNvtD6q2SEPz4xvaJIQKwhmpWLekXRmDk2N0Meju5h5eQhD3mnLGi5AWDjKYODN4eB2ISUoGmdiQOJVtUfgAvRf044+3pm/g+Joiu7lrcMVzguhzs03IMB8pnowPKDF9bE4zpfuya/9sOkfi0lvjJ0qpLrEqIm0JCd/ggA6pNBQ2Krxx+BmdIYQHQvLMd+o8jkhPEUG2qMkTqXHirSVXjQfmbRcGxG6CSmv1GHRoL/SQ234jqtEEE5+5UfJx4WiBNQoUhXnh34nFABeiBSQdinehv8wF3wVVmLOQuL7op4H/nzRpSjrA6UxQGylaxzEbTD4BoOhO8Spo2TQiP00tRusREotwRRwbfOUFxIflljjeNVtO2VXOMWnjzFA6hKbAyxNO496AIG6I7vWQt3WE+k9ISjFxoH9MHK+J7WZAouw9gjFHWxDeQDsQyRWflq+CE2KPqvfoNWeBJeQGQhRPlHT0urSHCzEVfi+YQC4G9hkQMyHSerBwITFjQ2g40KAhb8CAME67OKpmg+JsMmyFbaXWikMguDjfBkW/SsOYCEWSSoO8mKJEuwa8G9KLUWtZrpmgSc4SXkI//KBMu8guVyjORZUSO+/GXZOtt7CckknTDhlLVFfyVvTiqW2rJL5vynwETKYYxtbVeukDMKUBcwju8d9a061LMzKPJihDIGw+CygW1JIPgyNSw8ttpO4ZUZjsGbYi9xdCI18KyZSwZZrS3casYeJrHr1u7XVDN9mwCwDRLSbu73Fnc4Im/bYrF46YCYm6nHVrdx0VaMkqfhmDCCuLREDN9pmYx0I4fWnT4YgxkhPG6MbjX0WdXRoCH3tQ6jGo4JsqbY1uR7s5dsV50jWZztrrlRFfAdThWBFzqETI6DxdayRPeINmso/SXoFuFHLX7BF+W4JfRCfgZftuC9xZuPgRJhqLAxemyDHZ7Fs3q54189vFHPY56Pcts5ve6aFeeaaKg4z2pHZ2Xzctxk8dYdYi1JdxlcfkoKuFoEZ5CvKEQwy4TMcX6AttgLSr71w0D8XaAKM7H4DlHAqaDzwbsZZLgmsQFmnQYDGcBgi3g71+inVEATgLfukCaOQdAxuvlJlHgRvwIFkCYzOfTeX1822zE8AEbQjaksRw2EM3MucSzViTLKKIz0kJD5yRqWdRlHdBFEaJ0lcJHL36vHUumGvh9uFChTCb1zhy3rN1bODRMRgTvpsuR9Md6qXrejYGAVY3KYA429m6a8sM0llxxmBx4hgZHBzuizxsq96xT6IOzQqR48JU7wq1RcwiarW+d8dCsRRIEptVYfyP7tpWTYqEXQzJq0QizqcaGlJwl/yAQeYTZuFibJmWC4t0fopc5AUF2hhHf/obDY3gAtAltwu2/VvNAE0LdBjviKhCQC7iIWifvPCCImUpJvh4324V+zgstI8er4WDltGlOqKLgVlsUndviOKKH2LVlOpExtfckEcPrvrKjOc/rrVmcv2iokZFvJjyAl0VARoLa8WcHY7yRIVXQtOyCjhwK/s2u622G7r7SuXwA/8nyFRqAkTOphT9wAIqzjTaqe6dYDncodB0ZqqfGlBhGfxmaEwASlV4/XScqZsviCMq8ExRVysAmh0coJHGn6FMEBXVLJ5CGTpbsFRdCXVPlOAY2JGLLJHja7wVeO482AtQuonSu+viot+ZZnuSEPDk1F4N3F+flmPuSMB2xMvSEBzZaOv4eYQVDx+7dLiEg8DwgK5PuSjyQsthqVOSfUzKQOuo2DAQL0gPQiDYHmtb5AvgMBOEV+dwUhFPABoEaz9YslKwGjgjvCskI0IG83nvNXoJA2altX3o8uZgOjzGWCtIRuJeAn4XHXBzOXkquG02VSGDU462fGTN83sJGZVsrtQGMOHY4SPK8InChjaPomsc0rUcvBCniKl3aHVEyWps0ZJFprE+lYkuStbOgh5ICLmwbAFJWaDiBjBBY6YQ4lN2IIpADDU6xgM+jbpTeBBjBGAUlJSE3bVfNSazoGsXpkYI4ioEO1gU3dQYw+ShkeQyZoDMEjq66DlGEKNPuHAEuHivGbme8YTwBpgpaLyEmsJcRWwuKUf4Az8Uw+BAt6gH5tJOA4BgRIgWG6Kqym3IEFocBEkPzxSD/kpoK8Iul6McB4NR4eDACvZco8/lz12xe9SI8IqqY6EYJQz5fQpoR4hrJEYw4zJhm++f1vo4MiPiCDXIXGB0ZEnwkTtUd4V6GOWqQ8vNwQu8NxdZ2wLLKS9ziVFkg3Gls7bFI+HWuv8szkhlMqdezK3HSXgj6epAIK+5rEYvP8tmdBIIIeEPrpOpZV/lPRkRYljESdsEcuz3UFLDXExiyKBG3wZ6RM5rTtBGThpAukhwFgcXtiq0aZ7AeUNdH2pVcEUj5Tgzmh/zKG4QuJk/HgJlRIvvd8NrYBmUUUo1bt01IBuNNS4mMtzicQQh4Z+4aM8gMzsYoJ32R4QW0aQkLtXopzW8ANDovGI9mY4JNC7VOhIsyoT4zyHAygZMRsGF0EFOlkhGqQ5yEMEdDwCCQAF1ICrsQAB2iN69B4A9wp9eKJSYrhATH3JdnyvO1RH8ZHweuXhw/HqM00xftZDN6HEdLRCBLzLidKHoRant2khxFD8rc6vBNTf22HjdtiK5lci0has+AI4XQstyKPBSTOepboO4juAKqiUiJBrTiIy1HDx0d2znabUK5L0qXVAoOZ4R1SRzLLbfhOc7sV/+c89HVUEOhb6EedVfrz7KZ90+mHaLs5ncgmSwnn5eMtNf2jb2rjm46V1RbqhwoHHROIsNAZL4fg+YAPwCn4BNIBcgkPQDQ3TAyzCeaejf0doipxCfz2OuxyHAWwOvhNmyIou+QqCAItXNXDasgQ0/oHXCof1pBlwnlwu1LfXtULothTUJjQULwmyq4IwsZQtMWk7O1TEVU/t69EAoW4QbCAEBLbXVJThwgI/ncgLMb1k8iAgQQEx8hxUM/uha/NinM1KQvkwjQBCmTVFsftRYoqMAFohvcLY8LUmoAOt3QACBEGOmegJNkvFkHV42Ke/ulqjzNdQUVow3kCboNjlFqW7ElCeLA5vlDcpR3V0o+rALH2cENAPw+Ev2BGQ7nQEgPkWKnEPbjJLmiImT2MWzapmtO3q0/JWGS6gmS9No/BLmh/hoPAW7YCJZ43AJpkEbkxGUSE1bPi9Fo/F2Jb4b3osHkeWxKPFqVJmJEusTgzUEuYY0rQ+YpPCKxozix/SkqJEOQTrp3hi5TLM+YpNUjr6gZeFSmr/nFQn/soJDqAyxByqE9ho8RIu3kydF/ZtaZEHa3ngyqD9WSESe9kBHRRICwLU2yJhfFiPuxCABIjodpp0RsGzGIpJYYCwTKsljCHIMtycVu6WmO4lvPt8VNwezz1MCOG/c5INjwZP8R9zL4HY5c1ViIJ8YbuAz5olmEjIeQQJQ45Ifqkgg+3EoSFO1lxINY2AZd/Rw+yrc4tH5x7UbH5Fkd0jn2UjRZQUjqKU00xd994N8rSW9eC8xlXJItODkM29SOEBEaHiPJnioqUHCAqoT6Fz3go7hHtYNcYMG92awUEhxplkI/D/oCEkys5KbERgeMBGAjLGDwwCCrQbyzmSpJB/yh8mUPp2rmMaR9MYT/TNmhyL4ZG6ppCcharjrGKg3k8E31koRzn1SYYlclOi5VQZxBlqm02WKYpu+wMVY8+hI9ilfdA6e9aZzIzbJzLEqCuo0FxQ2hNkoFLbVPeYPX9svJsWFaQca1VQqR/uLwBUQ8eTjMGWcjtNI6JLo8iV9HICwoajQhDYHgORwDeo2pnIcwBREZuWEHRQK+H5+JTUtcOEKGrDJPOJ+C6RTdTfZmPoZxu+Wg6O6E7Yg9iX7FSSx4V/KPxNdZWQkzFIQnZa4HrD/u0SVESG9t9ZpVMmAmd5blIqXN4zIngKKG+B5xMjrS3TCeLBIUBBUkiF649wqTslonFBNM0+hAUJ5mn/Om0Q2bS6I4EbMcKhhqpLyR44RZ1IoaqsGmreVNdyNWmhZmRpGiJHxAsBocEXr8lPSSIfE/C11uLCDi0fHEDHqSODoahE9KfzD0ZJyIWRpelAd+tqrCFUhNILm+Uf3kz4/o0JR9Iaqft2fx15ufx4Mx+CratIyNumgg5xAP06wC/EPAhO9OsIx0oVPcncNEMwceEpi1odRIyGQHPadOVzxUo5EhAsNWQS23wePvcWCmCAGMQFFi5RJWq2F4ITYAWS5jjAWjGYfQEZOrjtj4IZgugDlWeq7H+NeN0Efe8cLuvpaRQBJwpvqYCi1ct3AIDTYss4Y2mpseAhxe0WcATFimS4biMWyxkJdyiGuamuXCIZOVuEWR19Er/W4xzbyh/F6gjixYRlJFnKspEIk8wNM0D1tRmlkfOHQ+XN6h+r2dQo3ZRtUPqU6gXe6fDrlTGvUc4kSs3KMIsfMFLD0jq1U8luprp+PxpBjKjVNpuo8eXh5rJBuYhXX1uAvcvfm0Mn78Tah1XSCaKC4ifHo+GXWRRiPJkMMWoFW6xoL6fPpEmZkkp6agIfnGGYzlzpSST893yxFbFK1UNqHXOcz8M/SDmQdO553qi4lU/Olad6OK2lH4/1fhAOlweBcLae/RMKbnKJLJ9Zk2652Y2KupRUyGEijhXtCHxGFyDotXlideDg1K5EDDwIHHhunfUVtSepWGEhjVtgQnHCH4IDzNSWvoZ+bQrwhyWTc4Q8cJAnpQhLaULxxVyJAE9EazAwzIhh/HwDDkFMpefSQegDhii3VqII3ZHakiHgw7BIfiYgXi6rmNrqBp703yAkAbvw8bAGqHaajvdxcWEGENdcwYNCgSEIsi4CrbEIQB3BC/WuVT0BRscF8xVDUM+aPVrndV17he2Qaznvp9leGX6fEJh7rdXjTFj7v3PPEGAHLRPhgin0TUrzJKBV/AvFVT9gLfTwKa1rAx0pQc4Qde20miQEoCBQuDvRPqyln3K6oPNj4Dk3XGTa0xkP8HBSSpIQfaYR0KmUDNsm/46rDAyMlgIu77mSmnN577NceLJhF+PJ0zIwOayV6kvIxF0APoXaMLR6Ac5Tv57NyumXc/ISJJfi3hOLFDDLsjYRhGxEJigHWhBzcn70ch+qmDNWEY+zM42iNR4kCydI/oNh0PMSEtf+eCUZxuW3XEC6hVTvYJ1aNkVtx1TSS6WSLeX49ql58A/iTgholPa7R4Dr7HiKTgqifq6gLpWXZCxcbpj2I2Wu6VLMwoYQNaY1skxboIyEM1rTU5gwFWj2NGWSNzfgMmAPTuKGFRxiF9Drj149KermkhnVqX2zxv1p4JKnQ2MuZJJPeCGJypc4uPDAZJOw0+3kpGMQHIwBj4/f9gbAtx+CIHFBPhYFmQ2EOG83YXdNmk7JWrQac55gFPoZoievfxks0mKS1czeTbAnHj+h/AjchlJhZ00q1YmLrCNKdy2sNu8vsZSMjKUFs2ZSFLpri0pqSRyZVR1ckmhlRs6yN1uwJq7a+pUn4Mr0eBnWJEZdYQqV8cMq0iVBNXZOOFO5gcrRrhMoYDxja5KJNkbkk6JI04DitkDU5EIslgT4BQQibIrMMyix7Er9AY0TISVmqPvrh/q1xFLhQoX/PpSf8BKELrwg03YZ4PZdtR/V0JjZOhO6VzNDAPEAeL9PnTkI7k+EewqL9YvAGHq2ootwqj68g/uaY5tNgFdjJo2s3SMIoBpH67dMAOipImfsEf411h6BJ/5Xze3DCdmvZPqryAvVGEzXnO+MUMzNpZRQAlwMZLRSjpeMEja0OLcOI3wrBuNfa5jCfk0XUtJHjAwNVrDYtVy2MtdAwHuSWexpQ7L0GMS83ap3afIgM9bYPepa2jUPVMrUxwLtwb+zC5aMmFgTZirVkiUeedv5qy05gjAzPQfwAcG+Ar4eWeI885xRaWL5y8KiBdQhIu8wkz08zJqE8uaQ2f5mSyAzGnc/6TrUUZ3GxLNzymP7qZz4jBrgf/R8FN5/a+Fg6HHjhQg3Qo7Z9hwZUPjoeA3Xuq9EnkToVkU+XVnRCw+/P4fSg+psVcf0IaX04JQXFBHoTHxoV9AbsP+C3yByI2trKOAtYRwuQjLaTSukPyc6pGB3EqM6sdyFIFKYijgK0EdwSZOplzLJuzPM4gFLO7JVnqCwf8sTXKjLlCpZoLH9VpGY6m4AFMoJYxEANjRP4GhUEKC5SaSEXb8M8Cp6Ru9kwy6o6eNkGZxqfKsPwgKBoI9oUXFjnQfdKYCbIVM4YlG54+A9zMG5AnviUR+hul9pgUvEXCGxmNhAaxiHUEg1KDNDiqSituocFlhWCO5ybD06U5k6jACGAURUAOcV8zMEgxySc3RdtyQk/HxMQ6UCTC+qUOlvi3XsnSJsfZGigMa4xg0U5nKA5VGdykWc3LKfIv2bgfNiLaAXjJG3gJTIEyiqGrjmM6wZTDMk6H6h4KhIM6IZj1U9IQsdKR6qWzDEsq0cAcJQ+VootaczbgM8R4lDK/UT6lBGFWgihM10u7b2ZgITmnaSFVYeljzLoOYIz0XJI3/8b9SPGKSqsAbvmwO7EcEAOkpLMic02LDuNtoLFbCyItVjg81vkeZLLWPEeZUawEgyBfRIcvNMd2DEs/FKh8mUcTg5oedlnxLxSal6yRcV8eitCmBw0ZoDhKUV7hng1YIty+Jw7qay4ve3SGMUzPALScH2KI3lxfN35mKB7NOW7kERn/9HXn10YtwlhFIgMWm1xYu8gSrVPyaxdkZssI/TSmcBCMbuaLsA+BQamQfq/QIEsMSD9EPanEBANNUcO5ZGwmtwhAH0L0fDutrCsMEoD2m6/VgEJRqShpijUnC8GyUguU0Dv6ktM4/8MYuKMg/sgwzNAqAQTcRFGdYfkwM7Y9FNVYr51E672y2EYRYxTLQP/0gZmMiexZxGxdLuUgn8JlqESZ+cq1a4fcyhImoqi0LYD7/RR2kYEHHYQgsmLbQB3b6EvrVA8veoZe65nRiOxo3DwY/1Ei+kFpkJtbxFabGDUR6QATqVmZIedUVBKffF9pFXCgwXxX/tADCSbG9p409SpulC+FrVSk9YQ7gOI4ooO3IN7ERxZRo8VrmUnld7Kh4KhHNUw4j5wpFiioiCoCN43KSwi4FQCxbwKEnNHQIcI7ZFK9bZxJpD7nXBtqfZ6inZrhFru+v3NwqKXZtLPPVtuQcF4t52NpEGtRSAKQALtVdTr3SAXMFul8quUrXpWW72c4AwOvDGReYv3BmP6NBZf0Y2MiavqyHPh2UQ3JC1R4pHOlHl4i8qYRyTQkkfZR46gxKPpOcXODNKPUCCpkLMY7VI70o2DqdKPc0RZRoN4hKPIecWJhdKN3Cxp96GwDJR4+3ibG2YmkAGksc4Fk8w+ZF5wSDC7rCNAFcP2cDDU3voblgvAElxT9+y+6bgeIIQAIveCbKZTZLwAtLqEIh8CzWKMnAqlliDComgIN2+WnB2lE5ZORvMdplsEUVzCxJ0gLEZDXWVMzxYSvi2N69qULAW/2fmCLdMtSy7rx3fJYePW23QEQb+GlIrB89AeQytb3MSF/MBKEgKhydMdC3mDcFJWY6CLtTxyspsnshmHvDgFZc9SbX668T7xUTJzZQ29mwZzZ2Efm5sUdSWwwy1iJQEXFouibF7PIW8t8aiL1IUWW73VQAFoFOmZKCY6gNOG5gy+aRJpuiO+7facRx5L5WrncMYjXCaE2B7u0OM6o2TQa/3klf/bPor/05emgxC7RJQITLaL9AwA2GCI/RHhIcWx2GvBRsWIrmMTfIUd1y6KZC+3lLjLnaFEJKIoyDSNgBnSqNDy92T9IwcbrjiiDBoypxGCkHCHarXdLdejlMxy/kRfYa3XBxFpNNXr96GjscsBHDGM4maiFjjjUIhPDaYKi+2ew7dwwB0l0W83gfjCgKAvHChy3hwVeZfYSptMkQGAm1c7uUYSCUk0Sc7M1AYn+yDKObzOIoAINvQ5tU3pRC4mmJ0cowAiIXwbwEEy9pN74/prcO6tJ1iCnyk/Zksjb9KkJb6BS6Fp7FRZQ/GpPIoxN8U5osWhzH92iqPnKYjEbaCXeu3yE35ti0kdGj0+V07iwnjePbjGVsMCrTKRy5ElgDb6ZGL5mpzGEC11zC+IpzgRWq562G4h3sNCJMHMDRMRCszMcMEScIW4vgVp3UOBdf3CS5h5HX2ZXCNqhyEZARZu/Lz4yo1oiKYPTzD2MdwlHg9HoWngyvh8TCUSFREoC0TTA3WSwU3ggFlJsyV4HwpeBGztQOQgx9w0wNTYL+EnGF+uDNeXeONATLkTym/JuaFx1y7wZvEnndOnsq/mCFyuzQKaFPuWFXVKYABD4b9A4iEOiJznwTC7o3HHXyZB89QBp0lXERqCcHjom9auXAww6v7c2tGIoYEHIgDoxpzFmAwkjVFJFirsWWlPFuE+QwXBjnUjjftA0oPsEluDRhf/gDeHY23ZyFp0DbDIiQAqv4WPqHKlkQBhNZMGZsyC7VdemmDX5Sicu/ANM6Z6/IYa737AbAaayearlRp3/009naphGfjzZ4B2DRzEoOw93Wk7ppFEP89kaiCS7gJGSxH6YAaXuK4+naMaOakamfxZNRmJiuEYMrq4Md9WwQy+DAGxGARjOXhoEzhaKLJXKV+EfyPWfIq4gDeu8WBLiDuVG01E42t/caKf4vAmdrtNpI04WWlwI75FR6/hl1S8eGjI8tXmbmLT4VQmFcMWolP+jfV/lJe2lkzWvylo+MABj/hoYHRZHpUA+0hkn/Q+nYxgWBER6rQEnJrYkKsGpxNDSuG9tgQJH/BkmboHEaOqFprGIn6D6BPg+eKuGo2PNdGOwN1qsWaob2fhFOYlPwaRwmCF2GBcywGmdReSJ3c3cHt09MF7lQlY9gzyMyuYAaZ/f+9BdbRUF01Oe74De/VHOI9bi/hYQdAoxRUBQV/1HIvumqogU5Ih4pojAaQjtkwGeTLV67LLZn77TNHp4Eos3U98b/pK94AvZMjsXv4JZ4d8em3Z7YSxHXzbaiEsG5x8WpQvGazirlXc+OhYWsostPw7EuPUpwdwAfQUFv66TA9nxNxmRhv7pG0YpIwiV3OeVLCP3e39r0QAB8YkzmWDoqgyiryWMwyjgc2v4qc1XZVRRVZMkh5JwJq9tU270bCIP2Dlp7TckC414ehqKkQ8Fl5bVkynpGX3QuGNyq8h29wvOPTwU1bIVCy1iZ7KQmTiu13Z5aPhm2pVpkLMZWJhzDk/Yns0vwt9Nbk68rDMfjXMZ8wvIn8YWr3rdV/UB3c0x5JYFIxCRlJyDk5aFCMlAULSNUowuBJnXDlRNz7FD1FB1685gN4Gm+uJDX+L8YGbne72NSh6sayRqXgYRtoDLyy05MCBsEsB7el5Jqt563Q9AOcXWVxbEao4HwTOIHTHtJg+HkXTcqpYKkWllsWBqRLhSwwZSV1nCYG8qbTK2GYrbbF5MSsHcz0T10XwaGXXInB48L4NA91ANlXAlA+HIe9slSJfF4N72cXHMpCVXqQP0jh0hMs+jerijgxJcWbf+a7Rke6lTQ7aJI7+DdpnQfJxVdzmHKAEFCdzcqzSvOYfQzxD9QxQ7ZroO7LXE7k/Ifej0JwUDAeh9ulusow4RvaFXqKSYOKa3sC8ZvhoeURe//0H2ShG5ThC0X5fsimjaWmDTEBHsiS0UxlxZXAazNvU641CQELpgDnCei8KQ1YhaO0I8M6LEqc36cw9VKTyVjnXQIfNlkkW0j9TtgWziWAxFqGN16WXap3AwVCU59WuKvM46mqUhoJQqFMRiSyOA0LJfqE1jv+T2JpwZfBjBOcZUKo2pqDuwhrYCAOPjRDHEjnygAvFU8sAF7rDjbudEcHobpf9MnbTdPfQbnccKue2qrKH6nVqRdpGn9jwaH/AMFl4neB5OntVWZvjDojkEiy5FTJDhIMeAqhExElXLcvDl7oZPMosCkoAhLOAjzb6XKByg3IRFe659h0M15hNrxOVFxByAaWQufa5NWGqNJqkWz4KKxLZOEtwzDnHOQiw05E2GvERcOQ+vV8Zs/dtq8ATSCcyKXkgnX+ld8gxfxvnTE/wXieqRtNB6/6wGV0qL//zQ2N+PNFM0FWKcisi1n/dZhFqfHRrpYby4Rhh5EE8IDf7g3AEEciDh0rKOYQv9WlYghkykqFjXA70M4AxgIB0M3cMBIlrp15fBRYkZQL01m6p1ZyuxoLYN43XOQldHBdbjIdYin284S1mYDYDZHVLe5Nhz/lp1wEzWjnVEu+zaGkeajEvC6ErtKXhcyBJkON2ES62KeFxjeeW1x5dWJJYFC2YTSEjfsDlPEUpAEJeJEY8k1ToGhykgBGaDSm18heSz62a5HRIM2iMXSqCEq3PRPDfsETihhuyXzMgAat1Q+s4biNWsttxKsg5hC/nYhfy3yaoivisIbC3HZ8d+0/Rlavc7ZX4BgYYkRtnZYgupuu7A4AHyrjzNJQdsYJC4CptMEqQ+1E9k6okaICZJjjaNE7EffwSBdcCUbqvbKVGoSPFwAWLp+/O1YlWQWQyBXcGKjdSBqwbbldIY67QeAAWzQCPT20KYKUzyibFGECH67Gml/OruwHhkvamwqIJuDN9ePRWBlPDO8mv6xBcgDOqIgHYKt4MeFpl1J70d1gSrfOq+v+M169/BT9m4osDrwbdAnYaJKtfG5RBjtAiHOCEcZNIJvIexZXv/BZRytrjeCUHE0V1kaGD0JAOw3gkEqyG6yHvGN4+Q25nxSvZBYwlPJVRnqKitCKaxJQseql+ArpiTd6COAbAARf+MjrwM/gPwIQ6qyaHOKwC90thEgjXYCBKAsKqAKFp9rI0oB1YNgG0RNQv0Ri1BoxauGDOWt3wK7VuHq4i3zr1QeLK+0IqmpLfcP63+YSAmCoS6QQTmGa+DYZSZQrhOEmmTPGgzyPk9c/hXngaLHfh0ZAVqSUoSRvUQwTmAjFTZ0+nYCg7MEyfXGbIAf9cFwKfrPADFducXUorl9xMSKYGQ660bYFQ1DU+0201Q7kWi5MkwPKcC4ixNdu0IXPTSce86bCW/isDCNn5MpcXp6NUmA0sb30kDaFf//YCWNB/8iJFEIZYO4oR9fZ4tHukHSoBgba2eNnxSLZAxiMJIKN3Qkvu21XM/2Ao3801FGOTEDAF6zkZ6HH+BZ05bA/mCF4mUwPrDhL/APmhCuqW9v3kE6v3k4VVnf4QFJMWY8EDn66QmoT8LBY5TEGClcx7CsivVwSBf8ozNh6vmk42lSuf19j77SrZX037qhc1Ur6lbkUj4NFLHby2I3Zp+DMg2xze/7KK3sBMOYIfB0IbkN580eFyYxSrN9XEeFuSllwWu+WTkJNCmnz/sSAIWQMp0iVOMuc35zM4QzAN2hOIXpQR6gBKQmWBeWm2CE/fvIHWXcqgAq1ATlGaZgkZglKFXGpDvbYQVYOZAbqkd8K+OWTIfOwBXgZVYvv+aNlw+CS8/BWSr+S0D1KUYW4sG8JAOSVd/8reZ5cGdy4MbdHk3xzjYyUkLjpgpf5FkVPhp2MOmVKKfq1Dea4gHXBijVY73FPB5S4DfstCYd8BSvpO93MCw8P7AN6vSitKXI4GoeopRZNwqeMIywHqJbBRaWod9Niw42U4XiHPTAnHrrmZ0KNPLmAcEoXtHTNKEAqCVpQ6zdg+JQt0dZGjC+UpI0YUeCPaMKHDMtGwr6HjFtgD6xkTmtWeIcAJdJBDtmCu+pbmz+xA/mvFCwzQgPJ/BUaDQOQGsgSuDJWwXGS4RPQ1jhxKQYNxjwkr6ZlhCBVTCUCp9g+O4hL4lW4k2JfAzxvRgQG2X+mRCT6jwQk2OVQlMNSDCS/anM4CkX7OTj8GxjiLsBmhlU1ZMNCUQHCwlfH0AcaQq+ieWb0fyW5QxkN4b06Whvo+3Lqt8EaPPihu2WMsncJJmxYRDfpbllMgLLhO5RhJ7Dknyu3pEEcwkx+GzaDxZ6FMmfDBYgMjEnmhWgZxOkIKz//Ak0NGoSemDcaXt8cQVIlpKAdsL3ZFxNV4hye4WQz426v1KAYfKyF3HJh0YjjRYSsTeScaDoaxGwKtDAv6bto0wEkVNDBQtduaDPd1ziPcXo0wdylII74B3kzPTUPFogIL5tOQEPZlSihcrIB9ubW2t3Ea4/0xk7cMVFkM5rfcMQ2nBkXyKYSCRJ5h8ij3SBSHwuL1D9gBiMmAcmvhvs4DJxk59XfJizLx2PTNnCsZaBzCcTciMf0DpD7fTd9DiAJxD3qC4/MDAp9BUaZsIOH+UcM7UyInAy6BfZR387PdKCnnObMO3sIfaLugtj8BDiWj9qOLmfIt+01opnlRT7v3pb42w+dTtnBs27mcFUili+KYA2P/kHU0OQJ6sav+IpBhA2uxePC3aVCfPWrrOvU6ThLFjD/UBVuGB86SgGkH7YSGVMBG2s1DO2E3DZr915mhmKWWtA75XWY903vzjmOEEeUqa4j4OO9v9mwkGFYU8DSU+H757lG9RLeWnr5guMRHYhg73eQDARWSuiINCwrZBI5wyY3/7XDfZZuiqKTsrLfNEqkbLE44nKCGWU2crOIZlzGBK8iukVtMg8Ht3tptJHq7qXBilgQTKSqN/PfmwM89lbUsOjwbxHmwCm3c1RzG1VhA4b0AbtzewvlOf56NlhyQIjE0+ytw3NryijNCARwm7XgfZwIJIW0vQImulImZ5JMDhmdoF/DVQt66BG4xquVt5tqTk+19CIKJyEA6cPtxrSgLWd9JZH9/NTAMAPni4UAAMHKCRj9pyFYq2Qbpr3O1o45TtEiGf+5cOIHjTJJEmgsQIzINBYtf5oEYSSkC2+kMzCgXCRmQPEBkwDYqdLgQzKbAApiektg9mzhhiAXds6HDxbu5IOwaYP86M5qDQJa+I/e82g3QgLV4gLBZxFjQGPd3BD7Ggxk+r/OO+fF30zctYwCOrg3N+FAwDQsPunmcw7FoLaakBcqzkpkvFA50JSKt8e8AT1f9Z5WeSMpFNYM4dWkmlILapX+BJ0aZLTLc7iOsNqicML7sk0mciB11ZCVsZ9rRCSnlRE8/8eoUHu4JxEJRl4HUbyP0dClIqMPv/Baix/2HZB7VQLL4WV/QvKhZy3wQ5omKYZsAIdwd2K1QLInBHnw/C3jews1sFa0PISgC0OAlma+RcHcITJYVtxpi6M+XEJ3Bm1o29UDRNB7KlJjccgH3Cp82QvW3b+ws5aAwvASgrrqbl+o5lYQCiOAmTr0To6qoJA5FI8ue7YBOwYuSf8D/6nD7LpLqT33IAHoG3okj46V+tEh3nwmJKOSk/lBL3q246Oo2uWRMGT8DV4QO+7RyDse9KJuKCPNwFmD0gBL0RVLkwejuALYMIwWWXeMN7DnFhQLmA8Qbh6yHQykF3N/FRGFgCoBfF4lpYQowAdwmGMvF9h2cAL2V+LUuvUCh5RJTQRwhfJuBAeau7QyHwu1EGvfoLQCIJRSHBAAgl4PjxmkY9EeCKaQJFVE2M+FFdF6gARhrnGmB0hBCLoGWQAY8Qpwe75o7UF3qHOVkVZSTQagEMz8XeSzzMLC2DHnhrubuunSH8u+ydOiBaML+S2NbOjF70yagV66pHQ9YgxYeBGE/6xQpDb0WBjS+ruik2w8PL81X5JVZvkrah9JgyxKVZk3uiLGqeD5rw6LvLh83LlAtlQ2U6dMn/PFnULv+j6mCCgWU7Ua+jjbkNGATgi0zbGsexq740R/jLHga5NZk2YXT9l1sxKCJJrS78HaoaphpyCnKigimgayejnImnywR8JEZRef440IwddL8LLH6zIpsVcMg3KvCsFmpY7xC0fJB91mYct9vCIMlx6aQtWmeAmwvmkGW0p/W2xFJzvww5j6UBMSK8++LWBXCQ4g7XbwZ551CJFyKGZ0udzwhHaOtjXJ6ozkbCLAnhXLmCia5j07wnTppSmriNRs7T9YTK7z7F+PdNQZrSugfResQs52oEsdPf71CYWnCuSXRCRW5aqocCyjkmBfy1wT86kE9UVuQ4hRSd6XulfsI1RJ1GliUia9ALJDVJVtr7akl1aieqwoxDWgP5MEiJAu4aOYX+kBJoJdJBmr1W7aNIMnga3GwPPwZHD8S6+IbO41q/XaMh4pxaYGRffx3CSaDT1e8htB0FJ7X3o1rGCn6lGWAodtqicULkMgKEiqMSG4WTgl0oJGR1B+ZLJTF+xhKnlr1NnXPombuCWRifPxh78tgxztPFJsWmSOEN4tTyHwgvnvV7dZVtK1BhS50GdHCrx4uo+fACLEgOuMNghSFaoXZWFWs5fhFs67BuJv/QanIiiU01IZkai5umnZ2IrhM3JzzCdeMhSwItT8Y2Gb7jUv5yHIMnIk08weANmL72QQ3O0+TIyY0PKOWW7E6WK7R1pD4B4paIYxLezfjM7BkxUQl/3L5wjHXEZ/MY10wn3Ra0LOTG4jBPeSG9AoGkCGcckceSCDv64gTyc8CugqekDJNJnymB0yZfxAw1rjx43mOmEGoQ4ACj2U0W7wSSdV2O8W6enyv0aN5Ea0a3BisJUu00Gy8r+hRJIAoTy6d0BAzW4x8FvY7yRjn0U5jc0cSo/JPoBEK6dHDGt4sPa+PHtNxc6kJgndx0OB4SLHUmvIyXTzqJ7ybFGemxlDrIAi9C1IzISfhJo/VoPgd3qtWWJrnts8fmZdhWmo0Ol7ASwsdV3dIUdNrHq4BM5LoUGZtwFigoVflwfwHG2Q+egh3Ga2FhBsC/BpokllnfZGM77pIE8BTcGvgOlItLVJ+D5PbaPCwnloPj7mCjL7I+FPCBHBwXn8O76BWLbAN9t++zhQUc8/RTlpebXMeABEdKDkxge5Zyj5ivJEAyUpRDvYjgYZuw8sPttRT2ht7y7uwBCDc0R2KyAD0SflycuUQUZ2erpIxMgIiuirG1jGe2mqsCRjjHpYpKikV3SWsYx0bQHkghIEzQtgZEAiALaXaSvOXcWRw8rIGikDfYA2RJgIBez5x1GLSDj+KVcLUfha6ieOPqboC5PGnM3KmMlJDLfmj2pgBIajW54BIsZuE4GnTQv1nZKYgxDVYCob+TOpMR5wGZJ+932Pph3I8mD4wDKaYBJqJ7a7ZE4rogco1gHdxX7IG4JVI48Qw1EPm5tFMh8imXRBUIgUTi15pRYnkFlravelaZtg6p+6xiNNAo25Vjev1deGMK63uEi8oyTsoy0ryBzzHY44Wjl1eUMJoi/eWtKPl6VS6FoJq8RFcVaszEouNmYfrKeSBzpMS/+AUSeHVwnAAAS9UBkIAo0MzwYALYfiKAjeB47JAsl/wBL1oyMge+MpkeXdYkCX7AQ/unwj46WEqK0YnYnFh+AQDBg+gVEmsDIXgETnSfiudDcQSmDZvniLUeCFJkmlO9SH3DnRB1Snjb0LK7QmXacJDgT0BUB78srqj4ElL3kg+z7Twhh9X2ajoeXhU0nHmdDIUxZJwkBHJCHhQxyLOHRaR9dAkwn49+8q9CAymy/iUE6SQRTbBkJlzCJhZaEtOmhT1lWXJCluVAL56PeNoKfmRk2xacnjlzqdINnQZmvbV0UQLENPBJsTln0Hk+J7BkE9sgFRBcQSx2VOtnYIswJBp+kN2eCY1A+GM2pdiX7GVBbyUCgN+CzYlXcabicy4EY5BkQmx2NMx1rDrJqRUCkRsFG4eK4mCu/8ybqoj8Wlp5CmuOxJ7GTVjnYepIptyFUot7rtq8WyWz5qtywAXHMqPFm5gn5q5TL/60mZUJN6OujrkJHigZyBzkqNhVHn3oSuYMNbbKeWwMLC9M4AbGmomC/Wa2WfNFD13SCC+eNlkkHslRfYiowmA1wye4B2CpkWZa9e6C35zwYO6OQZs7gN/ciNFInQc5DI6LUCNRPYfN48g91VbAaUw5aS5iF8jJ2pHiOtra//KBFA9DFAkhhNEoJ9Fz8nh3wuFEy+LKeTkByq6Jz//Kol9zeRKRUB8VdQtOrgSPDhDg46EZDeWoc/qFC4PfBCmR2Q9QAurVfuxAGoqWcO/cLZs8l31G+xr6cV2zeMXCcX2s9Wh/RlT3NPAE2828gKWkBaf2CE4PZO/HEA+Tfj2NX7w1LbBd0BaJkD6GuGYJa6IWnbLNeW4LaUxamOKUqBEtWUap36pDIYp7Bs8mexkGcFkMSwJwxlRzcXbEa5mCwOaaGSQGlMACZGCYPLzBW6QFK4xrU2g7p2jRCwmixgt58aFFGR+BOwI++rt2UlE40o0cncGhecssr5iPgXIcNkQUOY65wOV267n1ufOkHZmwdCI1B5sy6f8Bpf3vpn2BIPfbfhZxwKhlbPdxWGVHss+Cz1G8YwDHP8FMMhwcIggtTwP6uOgZ/PB2f94IKHljoLa63OKH58cFMsOOk63BsEIJZqx+Q5vc0SCkFssr/EbAOg6tcMXqYhxX87jNLuE0yWzX1eJRodzQVUVWPmEiqV6uV3Q73Npfl2x48AAPRtIAuMXjAndqOJeNQe5xyxFCNnWjJYFjOi3ydCHXjNYIWP2os+HgE2U48QBjCrfcnwqRwcuurhJ/RAoGvNK5F6vl10lV9u8PtZ7B0nMvt/CtS8CUbVOtBjo+q35EdWPXqcw5/8YY6jV8HKI8Mg0m9LAKGkKaTmEfWDfqN5ejS3tze5V3ZixJ2qsVGWxGQI61rXxifDxqvepOF1IPWHNQXHMLYiC1jLYEosvKqD7bID4Rhnskxyc9qiAtlloq+E0k/yVnoa3uj6p4KODgEaTxwka/qPsUn8Bi/fZLfCxahvFkMqcklPUCeRcTPkj8TynK7F7GBV9vEaHWNpiykfwLLpxK4WBseAm1in0Tpy/xtNOZCkx+ArlPC99ah8TIVE9mGNCgbCX9yxG4c7CiP3LbXWRvrni+pnxlEbIWEt8LxkIi6GYykjzF5FjM1QDaR1WAC1WXaWstYijGC1iFXXxwiUoIvENWAGpVW05cLx3wZ6eE4JsihE78nl4xnEP+F+GdC8qux1atSbEvnv+j9ECtkYH7QiTAJJB6+eNm60VHlcxSQJiSS+8xpSIQ+51N4CqM6SD8VkGEdUaN5aHYA5yh2aIZsKiCzWBaPGWRMCm1bgAQpguNos4HttpiN6R4/vOHpqA0PM8ANX/IVb1X/yprvgAOsI+khdQGk7V45ASyqBGbpG6xugalRHyHLJHYQjsKIjQub6JST//dJG4002pqXSLeliaJDQzq/2lVxYGoFiIMSLk/N+WgWIgv4poSBItMVnFd7RkeIShLDJSpiFL0QtQu3RV78K6Ylnlb4RKvhQQo8M1hGF8U6xxgAg8SNDmT+4AFtA9EiHFpNyga5kT98AlidTARXTYCcvsF0v5BGRcusLLqSmgt6w+vrg+EokMmiEHlFArGX7PzwQv2IBgEE6s4AYSUKCg+GDhbFneCbL4jHqYss9/TStyV4gKDzvYHY1Bv4TRQf75gVeBwCEA6kfTke55xSVQE9lk7qzZQxwxKQgiiUi7gZ3rPw+lmzuZq1DaofYyK1Oz1FmJkO5ii4njFiMIpisHOKFQSz7PC4FApRoC1uYtx3MNQrf8CgGdJwRCgarPT9Nyit/scCBhiERr9pWkRpJWwRzOoQFMnhaUugXox6OazkG+BqhkMzd36qEVuAeXTOQgV09niKSaxXZ7PG6QQ/2NhwaXJUkfNYLMedi1snB+DEMVbx+Mwlz0ejM5/5uNOq+XgE9rY8+ywztCVXQYZRyyzRbIMePcDusf52AJhITSi6CtdpriZCsb0Zsw3ZwIVqQTxlYupoqfpouTRIAp0QRw2HMyzCnSG0/og44udnKzze6SreuiOYpG0jEADoROP4k1EDsxYuQes1MyUb9U+mFZblmYsxByxSoVKhoFYJv5Hn/N3UxlC6dA4UCCUDCEsc5pQA+HIstyjlaqVpIU9aIOg+8Mab0rlHbaVmnwMnfVB2yKaqshRKboe1fKTT6VFaHmwjsxERGYyOXV6Fnpo5ws99wml6hL3ZBa2IbULaA9pQLXItzEyiPvwJQLBgM+7zC6QRmTuEbIlep3IBIJ9Bt9CuittyAieUkEWy74JmLNJqwAr/AC/vnxhhy5EQu09Ekoni0hCukmDdoLKaMCoCNmbSTF/iNJKl/Ut0f6jmATyOaZv+3wd4L3oOMzvPouoy1WXVgR4v3OUrKnf/A8z1QP6gShKxGeHkHQw8U6wASAOQW5bBwsIOgMIPp49da1+jDTRp7zSV1Wq3FILj56wrq4CZ2uHLPpTvs4mTsGfFJrHW0Ai0AQLEXoed/PH1K5bkaeUxHvQK5qDzjAf3mbPfwy5Kl3dY9TtWoQJsyoSJP5Jb0M+t/4NpkECK+MPxbMpOu6DNYwBEhcXPCSIHzSS4mvd7r/MBeXy/hdbiI7aB9xOCFVYQfKhZ24IQ0thJfTwUiWWXH8z9iUGnS1NCQT4ONZKmyFg/jzHFIfovt1adZPUeACLhgR2DJ+PHlHrE9ZkJfeIiGiOfOcHgCF1oqObTKNtSnviY5l1cEU+SCff12Lsft68vMXEo58UWu58e7y5DI5HQRcKL3Qw1AvYiKWCi87JdSW1goe0vWM3AGXULvtPM8MTrdJpkFYKBmtT+lmPwoyBj0nV4D1LLJ5OL4ut8qpxdKPY6C0VK+yEL5Oj+WDLp/npQ9HkU616YiMlcVyyFr1tai8j/hFE7kM9FMzozOg1TLWhv5fOA2UdMistnBjj1J/ta/iGvS0N+fZ++aFCwfunzkMp8E+2M+FuRCLGQ/2lqhgvhfPJpXTQscgwGN4DyGrWJc1zryMX1eAEF59JC3UASJPtDOhdP5VVBT6a/SzTMyF/UCDoTTg+O9IEZBikBy4/gxECzovG62Sy7Ggzr9faELmvgdHQhNo8WbR03w80SOU87T7H0kgi7gGcT17f/yOrfdCiUVnL3zDY/TzF13ENdHhI004v65MymeZexbNFLIP1XIO9roAcNkUx4vBrSwyICD6zqIF8iIzQ0k2t1zFg6eQkqSUW83X7Ir7lx5lsSYYaRA9ATVycEX9xW3utgjOOjQHlxz3ghjtSIH6/TxqIRyjYpHo8aX9JAUKG8+LFuGLTgIAH3rtrBmjlwXxhw0XzFJTEeUGQOhFMWlUmyeCGRHGWkhJ1xn2gZ8BGOXCXQKyVnxBNRqQ/GqEjPk1wkSuN6B/BQxyOgSfnFCUngjcpkhvLo1EFnsJNx8Oy9rKSi5t3POJrOAq00SrJ36RBWGLi+ZCOP/eM7IyUS9ra2v1xUo4Jzt21hwZ+H3zP8iJsyrda3BbgzsNm/WmIMjUmDGiZqW7lWlSCJABa52+KORS2BjhLhn5g2IyeN/c6xSiRIRbJXMQ58zTniks0GUVNLvvzRis4OjoW7ajXlJY/C2JYZJafI+y046IH/BsZxIgRkAxCQpgrtzU8UPgahTBXxgyLAfm84J72+Ot2Mq7fZ5YFmYHdMpeHqobclvkLlDllMRGWAOkANf7/uquXyuIMeZgenq8uSirU4/paXm0ivLDFtJx13ZpjNoCwI91ePgrCMkgb8kkBvL0g6AiJVslZwzs+gxPG8SvsIHiGGLWYXW5GeL0sRGAa1JivROyYWV7SIVGWYeOx1AfBUITLlAOgL7IpHtBUEBCzxMAF4lgaY8UUSAwxpCRYCgBKMWKgoSjRobm0LnyxSNdN4yjihMfsCSBBnYB5pivGAKVad4niVdJQ4NkEZsBKuAwlGwf6aLACDoyCGQRQpAq42hgHHp9NBoQwtGYQEucGgHw/xKCEA2eIuafBiR6anfL40r+JH4HbmQGArnbpeLVQsSxQx6Rser/BhYRl1r2NBuJ10Sy0GhkLt0RiIoGnsne8SrUZcwlSxVMFpZxttGK9ZVSbER11PmuKH5q7l5lAQeJ0WeBgSRmey4VMFh5aMc+0cSeTbtrRwt+smG4vkvj50pY75JM2KhJpgwsRzuR5ljCWNRlJt9ybmLhb1jjql0nAcxoBYZScD2K9RmIBXP9jJax6Oi0qjmQJmppJLR0rirBEFp8kqcd39/cgiFDcBWNa718lnHC5whC7ZlpsUFhmuwduhRXIINjUk9qWkz1mW/PerKP7Y3CSoD9wTbcwBlq1eZX1FVTXXIUqUw2P5Mz7D/FJZC0OJbKH3u7OELvI8yyg6sw+rqNCBoq1FhxPJYPlF9EiLxhoO82okHB8RyMAeUiRaeE5MSiIm9qsY9O9qIDe2MSE1xEjsi4uBoDgoBEdBZxi0euuhFkSbTVmGOJJskzlAienW+4NHwfEW4PAw6RHJaQeUQJs451ooNoDpsnREQjsESsLPa7kMYRhfUAR3MazMARf51rISBm4B/6SAMJaRGs+DlHU3y9tjK9CVLVTxGZKTHU0NNes+wUMIyOOPhUdHrFHXCE4WKvcjXlL0iAwKIy6YZFKYsUe4wcO0h8JQeUZFLH3v9coiyTOZCQFM1o188N2E15FhXBKeDEVMNDja7sUW56Oo0+I3YrlTNsUBqncKwRndLGdojF50X2FRsRjx001FvR30vkUfn7l1wmsFwYZeUZEOT6LljxFti9rsy/qL8eD1I8NtNsCkCJrRYCnoGFsBC+Jcla4Dei9qY9mA8oZ0MwXBmQW575ugt8Sa0CFQxMBNaa8K3hvKVbVBi83JMWQnjG0vckEDEh6YHb/HFLDFoHxM6UAzywJqf3NvvgZMEgTKQKOaViSTjmcAuAcrzIyyGY7QRNNdyEBheaTvDgOMEC+MbS+AqQPBz7tgk8UxI803r55o2+/wEMBiCSp7qP/TIbX6DMcIfAmPfLVmxCoWc+2sXuxjj566lyUDhAwykg7dx6xx7CEAcdWCU+kQSORBl24izhIKJVCslc9JNPYF0EPbflDXHeBC1SsOHOEE6tUb4boPgr5fCAtlLNJKjnbAFzQ2AD/XjGG//CRYay3/ccPCkJOJqEe/6Kn6IzYhRdogkwrI1Ri/lJi8F3w6MmwMRgUI9OHEBiA+yPdhF+ThSn2bbkewIggyGvq3TBhGODMP2CbYYQpCl+TSuuB+Q2BevrKtBsPY0s3c0F+Y6oB69/D8KWYsVM9bFMQxddgA0BP+OQMJ7oCId0wgBSJKNuY2/ZeZQWYHiEiQiGx2KtYlj1MyUrW2riyGIsQ6WS4878umMGO4kpK3y9DnBhLOf2C2Cyx+ZgX2zcscFyQQF8p3tDrBhwapH1O3SKFBBRCAHdmAoDlIbRYyGS/yrNo9IIjG7koNy2PsHpbrkB5E5lMUQ+HYVa17SDXB35PHcoBhn6ILQloJDdf8KszbrwDoKI7E/4N38z79zbDdB3RipTYT4wurLCxO3sAvhT8PI9wDgRqBlPFkOQGJBNfbG5zbkL3xwxTIkMlqAZWOFnR2OiCeQHXjwBlHstCZPtyDF3EMdZFpHZWq/v/OayiJZYjADx0qr+3R5ZLTAW6OoOL4QUJtlgtVcms6zhPFv5ejmFyuc+uB30YO8MM7vauMsuAheiJMkAMZIBZsinG8DSJAEZCcKv3a4fBQA6wsgVgJzQESsAmOWCqNoCCBQ/s8X9U2/EU/8/eUgHDupe1kBxTFrU3IRzybEVsID46KL9FbuAmoJgAn7L8UMj0MPn8R8OkSwwOpT0kF3s/SVMoi3kiPmQBSnYN3+FPfIzC33aGIIQmxapZV7NdsRB+70h+a/V+UH9JcPvtSRH56EbUlE/0Jm0VeEm1slDhJtR4PTZ81QjsWEptFbhGKICQeMxtO+WW++NA2BHhdgZxuGx0ruQaAOlRTYD1UR3QS3VbiHvAuDiAECe1Lh4aHL4LGQO6mEqoBMUigSXAZY/Uu0NddmKBZk8fyaYpZFDDpYmvjXTjT+ep29WHO482OcokCF8HSpit5GS4KvsWkBGTjB+6dkoqQjTX7mo6B4mGXm65o7mUYxDzYW7U0ue1yyiKA7pLgSFAIZdtnePMxAQNlRYKv4ZL8dRnEcjikJZq4Kt7NOCbT2zz2CUVZA1qKYTB5sI/vAxgmFLwPHA9+9SFb6LSfjm+CBtx7MUMjA0KDEovJ3GCggNHDFqIfvYZKfAS84UgqeQKefjKPQqe8ZhlFmldYRi4G9tEW2AsdsAiKn3T69ChmLTIQKMG3iNisOYFiE02R9qLzZN5ChloUyzkRJmhwWGCIObBiLSmzoFZqkkQeC+WbYxvEiKxV+hPynKkL1COn4Qco6QX2UcCAaoxSGJ7pIxiM6AKdJ74KBfLOJITnwVI6QNpEnNAaQtSsT0er7p9XooIPjOpR0HKAyasgWZUnFTPaqOh6rYd8dHXeZxGc4DMEtmIdMWiZVzgNhAuabHKbs52kFAJrmucZFcTM9zAMtGEnlxkk/40uCniylAx0EF+xSb9+9+ASCwQ5/O+SwhBu/uwDGoTBoBbmJz5N87hdg/LjbqAKYxSOzn4xTIUB9OkJdhby1k9gAmQtfDtgtUBYhFsJOlv1yQi1AJ+MAFruKdBMGJqtQGuXE6f6wimrc1+e3IuDR3c9sELbBGcxl6zMMFqQvsPaQxx7AuwNSS2Rv8lVYD10OWOaUXnAtLj2g/DVjRcYBZujzeSp9iBOeeR3K7DohKUbZML8pb1wG+qTuxJSZ2ItIVwpTXnFGceQ/f47+yzMFcTw1VgUZ0DbTghKRB/Kl4JMZ4qO4X38e5+22LfwN/zguumkKE/gwGCsU/gTK8ZALBNkD5AMGGwlk4na9vwk2AM5MRyj7ZaDgl/93fufTKCQeQIHeu6rtq9ZEwdE4qQeBAcVl3ALbAg6a0EGwcjPZuINQDWvcuJgVYKRiPKwfDocViOaGmKoEJAC/iNTlCT1aPx3jlaP2xNG6OkjISRRx8I2I7ioQQbLGtrd/7NcftTFJPHs29S0nnu8acjZAHEOH/2Ba3No9G7KiDwjRRgXno2ZXthuSu4pnMdZJcIu43N86k0BHXODg3O4yIbFQYRJYCuzci0W3QGyiiEVnzFgHUoB1AezCDYAaoiIyQffPssbhRevuWiqb/mdajjg0vMoXKkLK+q7ZLNsHV9H7ORQV3hXi3SuDq9fcGHEYKbY09MFw1tlk05oBdEKKUD+WKDrWAC3YIW9iprYXTj/AgMIpI19kxQr+5Q3x91WjTC9Y7OFCz7r8Dg1fF2piepQ0OZ5ydZmMZa7nU+nwqUIvRgdMhDG+iLCSFpuQZoI+zyyAmIq6KTGhUPPkfeMqHtk3NnDXaXvHqLVKbI1opAMIBacmoYLyIJp4KajnRjSnhPVmfbjzOur8vUdPaGU5lAJ2cJO4A00+ESXPIl7CxKgC+Q4caErgIoimj+bnKENRJE6GqS1BYpo124uMg4JLfZIS+zOp80Bi/sC425xx8oduVD6aCQuocDA+WFEEjmNpZK9miK4rCBhr3id0q2Yqa29XSLkeWXQW/NYIDQU9s80gr51YULFi+fRLpqV3wNDTTSrDljXSPsWRdDp8BflMtcKpgmmqITfuo8zK1qOLkuAmPcnYjA2gjH7mxuG8N9CF1sU2mcwUh2HCRAuaObLnpTYIuyYM+hS57CBKgoN7KBxIM0VndDPBZlSdjwPIaHSipG/HEQQwzfagmkYKDCEjuiYqdbuXauHYkQRbsvKkOBcma5zgn8fQYymLDrFncpnUVicQvV8VOHU8uRSYIfM2hj3WwRBJFxUec7lGwRSmFepNTYjiieBsDpQQaYcA05qhxLndIS4BA7zci3WUL5oLPMVJ+UEJoOILHksKgoPLZuPwDsmCt+TU/L732kf5pCjcsWmRNa6V2WJF0MwsBMKWmaJ4wIsUgI+b0l2uNwMiVNqU7Vr4Z3Vtd3jQ2BgeWaFKHkheDDfQmwfVq6HOzhQqwQtlpiEDB1swAdq/4BaMSk9IoKeai6kwsRbymBRjjZsOxC9/AF07RNySsLvwS1aLtPiv5d0SklwMLwPd0NjSbyqNo8kSP+XqRgJtMfIz9+J0vyu+qtaOHzWuQlF/dQEcAwz+nOQ0h3clNog3SxS74ZRcpgOVPCWAiNktIxkXEr4SgbzI0qe2tKrmwwuULI+NimHvJY1HKAv9C6Y9SIAKYzf9TWyOV6MyR4kJe23pYBg5pYQWNrHAV2DkU5RKkAxOJjx0o+ZtEQ10pktY4KVUWRFaaANgkaSXUoAJzARGhczjrve8iA0GxSvooWWJEAMGlXzBx2TMSpbtwCxfAFTlw9+GEpxyW3jPvEpX4OO5kIxES6NVxWDeFoPffcsBpCazD4pV+PMertfuUquIeWBsn8RhxskNIXT+H85AZ3OGuQQyqLxK8iV/XXa7m0A1NjJ31ehR9U0RMkmIIM4DrIN7p3JSmsams8vvbb/jRurFmrslC+QcPcGuK4fIa9I/gMb11U73JRXu3qakgjIS112SmTI+5my7KIwseDi7bxPs31RAmA2jjLcOSOVZKm//Z+k+nMIUIt+emQuZOTQ9lTQUyBcoPazz5vE9/P5SpjYwtdZObaqD2T1JVxogaFAgjg9ICmLAyXS6TyJ6YhNvYCGIxDkWULdPveJkWNZe3IAJf5lNCbYzABdvdFPvgLxhCbP2IUvqdcU7ksgXysILpqQrpp1NaOH6rYg5KyMBkuUdOnHRPd0tIITlwwOoKxBpt4Q7ibBnZuAx2zQ4LnFrw6V0/8TfVN+dbkSxE+2lYfiJDxMvpvm2hBOqdFh7piEuKifT8FPXWLTp7gzrcX2akl6bDuKRg1p8UhTDJPNZdScCMRDN33wCMRB/Y5CbtIw7L2e0v7cQIySSAxyFghOLlbMK6KQreQlm1LeYSgdAjBo+UvRBPy2beHgpFQSVmZjKVptUPvODQ+ZEQjaiQUylVOAYR3TUSrVnhUOIpJ0R6Zrozsi+6cd1p/bdnZgHR5mUldGR3q2ujwgzaa2WSmJps5uITzSQZRJcSpoBDuJB4z8hqhogEwwWm1zHIuYlAzfA6CEKvYh8ew6nXhTv6qCq8gWGpt3spcDgieZSTSFQGBvJ+NgcgyUUWqVXnWpNK0zepGKF0PFhgoZ6vPAFXXooz2Z6okTDWg6dOoHBMOg0lkJya5OkpR6QqpwYIr6BeTfHaaCD5S4joCK2sAAKmTNihJ4HAXeCxjBhWChtdT1xDST5y6KQHeHkQqW54nguJj2JWYDDE5X01huxJlEkWg265T4ST5ZjA8RmEGIxAcptlDZhWNtDPm4uJwGZTsA3MfVsa742ITobCFmXaVhI5e9Cn6GyVbaNLGWqQKfPETDiwssioQdqk2nw63VrNKtAQ0Kw8V5aI10GLDGuga9zASx2Bh/W3mVsvrhqwvZNt4XjdQKYqcRPq/cM+3LzD3ypMlM2kcOBwFebGl0Sz1k+1hpS++HB3i4TL/RJpFwK5vThTxvJ+TceCcXqmnq/VVxQRJiWrWtFYbuUXq4Z1V86r5tE9fL3XdFf7U97Rx9FAfBUJHrVYStMBGbw/ZLCBibaLQSRt++/CXmunsElvKSBZSIbCVn/YdHExd4uamYpiv2tOI35V9PQ20+X5nE0IXUPnK+yz/JhP4SPEllvryjGXMYrB7JrNQvU4QaB2GqwtCAYdD1Wbcn+XX8kfPHAyiKG8x3NoC2GL9yUnZBV0NyVd3rqScsKx/ihsALGEG0uUX6ZhNNTpzq3BppVyIoCORbknng4zajqYE3uWR4SRguAPczMpq+KrWh08YehdqdbPpFOThMh2pLlqvJ1semwm2C6sxc9pTaPZaEtSKvwHKQ6MY05FT1Blr/5Rkape/ZkwVsyFJjbwSVUZ98KbTmdhT3Fg7l9S9BTUpHHUWLA5I9YHdJsK1NY5oALlgxONzOfhhfp2jEBAM+EXOqQpSLaPo4fJ7SCT6c2vIkgUZmY4g1SzgSQmEW18jRuAwUMzKETM9lQG53jIr42Ub1Qr+3Iv3sEXQ3B0EQq/5IAgj/GZf/oByPLeihbuXrYzNMwRvIAd89z8Il6iTO9WKx7ZpsJ6TOMYd/01CrSyOBqNGTPiandSiIQSF1vfTo2RYAeGVORhEj0oExUqE2JYUWDmbH4T2OlESZ73Q/AXqjQCzafRv5NeA4XDXJ79NT/dzJk8gshM6RmZ0avZD2T3Okg2WnsymQKoNAolauVKCVQrgF7JJ0jZpatKSQQxCyPke5aU/6o0CrH+EKPI6TbQBIpZB9U+0H133FgyQf+FQGdVbxcHjVDpAWGIxZ8wMdbKD8KFi5WwoInesfotg8b+A989U7KkIdUrE0ZiKwQaIrPl5gX2Cca2hdAohi257SdDzjSuxIIiQPD0EeWsj4Vzyx4x0X0sZi3aelGClojXg5EM2LDGtPzBNhfzzBByCTnsUlFtLKDlxilWDxNo3zBXVxoQRZJir6up9utCPxXI4CUElgAHGOSSok+XMy29R8RIpossXthWaR4MPqctr84vM//WwTwGRy88jCKRyOGPgjPFZTqhiIPCwiwWZGbAyXMgLfw/cZJRrclduPaXLACliZagzNrjo4CwrX6UBPQdCSF0CkD+2OnbDu6WfOUrzWez544wPprg2Dg+ISUAFPoGIAp5n81jKt6PSDB8yCgwMzW8/RJQNqzMb0Wxv8didteASIRI6FEKHI1YivKrAN/YpE0ldJ83Ct5VtpseJfm7uDQhwhzlRfKCgRokoFje/bCY2Qpr8CY6paYt+uCuFvKx1oFCXeOLENb8Eb4FqsENxTftjjUrbjltk4TM0WSp0tq3LFIvXVDExkYCpfmInHhwx3zxVs+GM8GeNQLaJrO0R0WUX0CiZLkW3bydiFfPTpbV1sxGhCbkU6P62aG3ce/toxHYhBPZN6wY2BSFKxmt3ScxNBHrOz2odqz/uKO5d22vRCz9LSCsyuj0AViKObqSqoE6kGk3VJ4HSXV/PlLzO1HV0aG/e9wAU9uvKxC3KC4qrqgdPwPPEMLmgi4/zSHnsB+Ob2La1s+xaCyO1OtHHZJBLt5nyUPCHu8qvWi9+Ih4vD8TduQexPiwHnkBFICPpaPIVo/Bc02T7oJkjtuZJh1fRe7mTSewBIMXTud0Q/EqTjHfJtLBYYqnRFLfDAcBA7QT3xnBRgfYk/w4kiCk5qRK5I52TSvOcBMAeJJ5ilzjBA8NCWYGaaJhHkBCbduF03yLS0ekeVVm9vsHK0SwvBsM4+Je0E33EGlVJxidPLy4qSPYso96qdp2kT5FKthZkdBX9axsMFBv1BM0ATyWC1coS8SS1cq20AWOQMpOZkUf4dztRwX+q4ME+7mPJ8aRMtWsb/czpNud3xIm/PAcBZmVULbeViKn5oYnDAx62E++m2zhzkMC58vE9Qu3n3VgMeZV0G7T3nZ9Pd4x6ouhpdq0U1Ae/fkpprfc0lssPo0DADDlioshSRRNyVIXgJ3YHgUUvI9vMvy6F12y22eHuGIcLHZONLfaxdGhSxBqMTaxB5DSGyAWn6YArH4avBNkXLKWGb+4zK1nfZGPeRkzlVAAq2UoLX85C3fZGJBtL+yL4c0DrqgkTF0C7khAC+IAI41qWuBYjsuZSPaWhiTvy0tDXqpHHNKV8QkiwILWCtWLe45B3G9sLPX0nJtIY3JE+dkrXUMRGp5CYbPvfCe1EEz9iAuizwNGWb5jvYGuDYLsDw5Gi7C8s1LbxsttuOdasMAYRT6LRmPBpjRMnE+NFDe59Au2pWgJUAEQfYdT7e17wQSMvmSixpTcpPE+Qp2tajBiXg4Ui+XXbp+GOour9BveKV/rksJi8SMPnC2B4jNVgYK85caHYXidgUBB0x+33wxM8PRNoiIIgAJokSbB2D9wqpHE6l1ZrDoWMdrNF45i2kfyTJpnuyWzWnLRf5xLxob5qZPQjvBM0kyKgI75BiLRXbZYRJo1B0EnV2uikxKCo6plhXD/GpW2G8vNlVyt4WAeLOYiq9Vi0IdLEzlzetE8xvBWvw8OtFbSfJrhUL7/DWBSLdS+od9rAxFwc2N3nh/wuZscdnewLpHYLOrPLS5MRgVgsAABEmm9gnAuBf3Y2njxQNjhRbAwH9o38SUrPcBT58jlxdjHYv+J0OBG+CBYbS8WyXTfqeD2Av4kG6AKUFwjRsA512eByE8ex1yj2FIWrskKGZgeYb3/kUAYOdKJDd3gBkoo0uPhECBNAxrIBqmUlR4D3L/DxKD9HKY1xbQhSQvE9spbsN4ElHbAkg2E/zjf/Klv+pPDLNp9miJd1lCKWqRsnltkvykW3no8+MnUAUeHMBc+/dqoTzFOaoo5vkX2gRGGkhAyQbXsfIx3CmKKQhAFgZb4GPdHXhTZ68bA6c/2km8pYRGAV6BFgkBeYVdkntwL8bkiw0+dk5OR0yhChMY6FIyn8kAteijhC0CeH6rFGNh+4tJYedWwtctkdO6EwVYkLDizQRUVoFAEUZlSJouoIfkYSB9LwkG80yQo8NJKpqobSEGeQkKzWs3cUUsSwAyzr8ulEewHOLzTPBOsMgSmBVy2A8nt60c//0rDfyEAB6kASCgOJPUjxOey4PcAn84L+M0Pz5Gi4UTJ4tSKTMqpeU6Jq0D72BXebKjQHLK9wNlHIxxhDfRU/EMSIGW1KMZ34cvxcPA6BTdoOlwXzWiNOeQPCd1tfCWGK2AWn11ceBntpWyWYFEBPRak0NJQQI8WKFFhe0PUNSip51WG39uK7TN52wXpKazWKl0PKFWte6+H+Ed7ZEhlpnMGxhVFB/qMaruB0YhVjV8TvCOdtt9HKysgshEI/IncaDMUcloQC3CDQglBt0D/5DJUP9MjpmZrmWKhgcoAJDMYSdISFRd61KAiWSbCvaJS3FNz00c9QxE/IHObVBquoW9qjFAP77y5EEQw4AqD6sxRI7TItPjlTUMsrZ9koI4CPwWn1oHHcdMsZ6tHflV5w74aYN1MDU8gKQ5FOgVImNtSwPFD6ri8wjCjNT5Ev7RWLfU45xV79Ue4La2/VR13MKJmdiL87YVMjy1G/ohEVTw3sSh4UBxKCU+j7I1nQ35ImhWdGYG4TSZYIFRnI8DS3dk5dHZ+MbGSOXM62XVU/9KAQaYfNdwoYKqsWk8YOdSqTOaj2imlCeKl8PLexNqH0dr/VJDSi2nCrSTCJzVceQLkTEnqfi0mXJGOYcm2OHITt5w4bxIoFGWXgRi2ihEOn6d4j7L3ymw8r4EffzK/JeOgHQFnHa8due8o+BJgjxg61ZAN3JXl5yXht4Rp+oy9Bt6apGj3DdPfO3n0YGBtFcv0HPwt5JNdFf1NHwzh5PaM4gNNL3hMWxVUoI6CTD+nxvO1/3s4vwiwMzR5mbOyTDnhc0CHr1V2ELrLHoyBiaBC80JdZWaQeri1sCHLLtm4NU9AAY7hF3V2r7E5KlbVQb9W+O29YsOKONg5E6R5h2Ij3wSE8Eq7+UJvLZHFEkR6vZO0Vd/DSeAKWj3iftAtdrCYM2s/mClq5Ww2yT+DzPNQYuDWWDDPsgQybUkTbn2efPaLBcwwm4Bv2LxddaUdg61EsddXZ8j/4ONCLlQ6jgzk1odEL0MtB1vIC4ieAY2H74CVFgb5BwBAkFj6bt2Lqy9gSiH2ZAMrveohnKnqrQBVK7RUHvOOFTy3jlzSdAyjznTDMGHWPLmJ9qYxAUmZgTlDyNhEOZeJS/jYmZQP1Ib6ak+5YVAF/K6D9+MxGWJdTX1lTGWSAMII3OIvDZcEKIbQyoUT6NFoV1Aca9hpGHyFJNxRiu2bnn72JVKA/DTGM8MJFq8JD5oULOIS5pwiTP6zN7kd/3C8+DJkxG1OQ8K4VIPM1Fdt/6aX2ylGcoHAqZ8Vnv5IBGbWyylxyV4kVGaRyrXxYN9f4n7g3sI44PyLg2W/6UDPhSDBWCHm3qg2psEHrxZF8ymC5bT4j5pS5GULR+ilF7pRfA5EDHFSJStP0zJ2MWtCcvbEX5S0gBJ3qRHZkIUh7Lw/MMCIjYs9tuMDIJ0E5xKxeRECKgUpsBUKMWRAnAvOzf1fkK7bp5NAtkc9ramAgXpTaWco2EghL+8ZxNxRKcCcImSiYmwrFbjgnFOsVJeQSOZ8Awd03QbR5NY38wAAP8PbyhUFa5Vd2yoTqSr5bXInkb/l13JEGiqel1uyuIW2StNmhSKoM1jDeyp5XxoQS4gs+pacmp3qzZNKy1E18GcjKYLMArXU8mwyNOD0tUDGqqCA69db760ADJDPZshZ3Eq1xacL8Di2PkCMvUjFo6B1paLNsop70RczybA8QAmGpqDwPvudk/4XnV3wwUbUqBkZ5H66MhST+0ByHT8OyDLKymLaLxE2TVd5DwPGQKQ/yI0tMgFQ6CBQEIqKxGxgUGPQxjmIv3fhfJGNFcdyHSQ84SD1jFlNfZWdy6AQR5AMGklmRkYNkUE4hmWdDgq52rOmya/ZhcGYBt70ixvm9lC2gHFaJ3MQLLccOECF47+Dh4gOvi0LGzD7cjFobYG5EU2gd+0FjrpKP/J/RBKP5BUrzqitKcl/saTZME/yy3oKIV5uSCDcgntgI9zBhQF/JA1U8d4W4qkJKA5s0Rj9DFf6njJCAMdHpJDoIAkgFB7fmQ8LAyACWg4Z8A8U2LoPceHQiS058nRqOSwt5YVTMThwKVg4kDnwOqlYYKa160MoRp1nI9DgErRuwpXvD+iXZmZmcZdLwWvpTHUZrsVqgaAYBqHl5vYB6RgTuP14lISGpUQ+ZlY4eoYYGYNw9DAE9/x5FiS0TSq7VBOioG25W+zUvZlPqEw8kyMNXcKqBtHefCFK7u7qINlNzRkHJNLT6ZIJGqI/o7OSl9tcMFQKaD7XJ34fiR8Jr6A2ly9KqOuiwEvHCnQZlgIlSAhaY82esCsAT/KLkMxY8KeqQAzePq6hUqEH7uVMxZJ0ZP8UW4uCGD8I4cUZ3Y2NgHDXGjCMgx51v9dq0nhcp3DX1KH8wm94kLGLlgsCQ+kqERQqVVPokBIMPGCJHJeCqiOQJQ3k2gh1dfUP+GxSY7Ik/rveJYL3iCUG/AgdT2xqFsQdz0m40RcV51Ax2SMkQImltoztuWU9gqQ/zWV/R+aDL9k2/tlyiqGn0o8C3Tk2+gYD0HgNr1QcE80lA6Pj3XOCLaulA1BsD88BawhcAWyasEevxgRQmzvH/Xy6hcsMaRhR5G4XXe7BGSosKHiHKGaWsp2kO2y+Rqem1IEiuFVGD8feitl+AKYKmRVP+WV6Jt/hARGTB8LTYcrrByFBYjMb07CsbgabpA/ak9YYofLDHptWV4Z+liLgbwZFKzknBG7lC/PIP05fCIpbTV1YvM1IqREqRIOt4QBU4i9U6AqDQIZvoPHYag3Eg54zeKdUMqtCDzmkxDoe922Z6GdhZRlRq8mXU964+q0pQQjAqmjZoOFfSQ4uzSZS0gHOIfrVC8gvK31+FxVxqIIxWqk6VF3T2CbGYEN5ia20Nou9EyYu3hIRhwVGkHNX1TeFh5t5zqz273rdwoNf6Yq3tk2JePoYMegyrLnlXZcdHZ60mqj8ztJaEiQGk5IkGLNQlimvZnc+ZSCzT3WmMlJuAUju2ktqRSSMsfG5RfkRhO55wo4D7eropBFWYpOdLGE0vDJhBtUVFaw7tTMVuiDTN36aYNtSg1nzkUcRc4OcBBKsxBeL5iLgAIVFIVwVzDjyOo520pUSnIYv4oAjzvaXjsTlZa3SgZ8YRBGKkBEFde/pVQyzpJdPvaqEGPdYFLBMPeotQgkOaLIYPKoTwCx0YPng4gcCl6bHm2TJGtPAM1OwDqjdEchSoDGGnPjInf85J6TyoguXhqMXYPiZLDUvxHCTNPbexPbQkGbgspZe+oaAnr9VrWNAyWlJcLTLE1jruzlBaQzZ/TLQaBD0x2jjNGzZdzgy5+R3ZQ2JK4LFm3aSSCyilwgZwLFqCzQzogp7ChgccEMP8q2vKKI5Mskcbs7F5SJCyclviAHTYGNBq8CefuJpAMHASrZT8a3Q9vTyrebCNCpoObz9oqyoFjJwCLwSQZADEXgV6K+YQxynJ0TMywHGi3xUbuAhlEaPYiHoqVH8F0LLTVGh+CjtJT+AJY+zd4R8+Ye4Ds9PY2IkhNfGjUMKYV801fBMGujSGg8nJ2167fUtVA7BZvCWDz7ccv4UjhmhSdAfVW6U2h5FZpEMid5QhxwAWEqwuolMx95TO7DSQJvfeebyJYOy5+z5wQtsSWAe5g4lTwjIFyVS0hcDvEP2E/i1o8e2n34PhJhUm0oR1P4uBI9I19SQgUs51dfCJWyxjgXrdliUthNXvw7sHwxCbVSOGb6Hs1UHeRhFKtGTyaiAM+BrxVkKu8jJsEqFEjAXdEbsBtrawlIRUrA4BrBI1hNKqD9ckFUmh+cjZF+C0EWiKkfj9k2j0vhbmYs3/PdM+gqrbIWBpxyXxSlDIUsQlsmumNwRO1nIaG4IKyCZFGDVVGNqPCv4a16BTD3ChEOAOcTEoYPCl8JIzG5So459nkMHp+VrDnkxeO0osJc0nkGIo8dIqN30K7poBJIiKJiGb5UbKTN7AWQAVAkqK0/J2VXfwkdchlRprBZ8SoRxDX+UG+m94GJ/phdlYXfVF3apfd4IR2mtmp1wddwTLL/5I74nFTgdjZ8LbmwVRShLNXND0TL408+KailCCDWalfkGxjCTJ3YBfWBiGEwSBmTyNW5AqSAs04G1NqJ6JeAZU1/MNWYuYE186tgyf1kTFs+m6z9KOJNe0qDxP5/99gVkQFwHwVwKBko5mB46awRgz5IJp3LCGKUiA/oBErIKyJatz+VYqeZsVhoRVVbmikrYWqRySnQOU7U1MjHhJWsbemm2wIjxfJI5GFsJDpjsx2/SRj3ShoggKDi07wkdoBMjght3mkcft3s7Zp3wOCtwjBKmGk05/AESSZrLi+wX8TQbchw//SGR3qA+rJQJEkpzMowuFiEpbq6B4IyEjKWet4fuvK4KWiFLFgHhEtgiszlEDxjAZgUhj6007SEAd91OBRawHtwDHdJttqRDmfpe9phfkABYnARfSBP9RKo1wRmpUCopqmLx/W0gFAdOxEq6n2gqKdose4bgYA7hxgxoIyG3VmcwnUQmA/tKgA2nigNNDpcKMzFDIPkb8LACgPEpmc+bMBIM12BbAA7MkE8ZO9cI9TTCHzOuUHObCI5/oAaoxmYQOCAnsHSQ/eRH5g9/iGNvpMxAYrermrTSLs38gRMzPO0CgDofm4uHtu2jXWfPHZpe50LyWrYo6pXDroqFIlezXlgPuwjhqX+622xjBiOgoeY7HR4WLYQmlmFQoRjAu4CWVmJPQDstYZRFWR9pl2jKN3eKxE3DPA9SHZp4rHigCDEEj35sqQRDoGjP5rEQ0yEjCRDE3G2pu29f1Udo6KWErsSnGXNsoGb1ypKmee1DlzpIfFE02G1kIAF+EBlEYSrUTq8JHI1W+dLiN2tjbg55u8JU6hWCAyrgiFs4PWvJtknF8EBbl6tiJWRXrqjqbwL/MvUQbnXKN8P8TG+xpN8lYwNCEV5Ct+aJeb3K/9DgOj6JQh8SZJoguVmCoHpruLm2W+4XpkpomZmfA/QOEdBtc5goplOQW2ZsMqeZTXntOQBtHklGXAnhtUNnkWIVj6LF0qw7k4eFQkPyMeDEgMu8QjLx1Puwd6G8RMsXiK/5w47+7pTDEBhQHRhmWuVvmq9YogHDgyWxAVWPlY+0gP8CsyjMwzz5bHRLmIxETRd2ORgkh2gfoX/MkYz37+5410i2GybDXEP+gAEGMCSu5PBjK2Yug4SH5B+zJ7Ru9lK9zQU6stcMAlOzbjM1/i+gaPmWkdhMdTZfhs0EnvYQko+WJrjCLzTL9DR9BQ7MdgfMFUh8ZX1/e0QXvi+ACCbgDlPD8WhPMQCfb4pEnOeA1cnRC1mftlunqknmzIPhHFrhBF3x09DEfsWAy92ICeadA0+jxTlyLmJ6GxIIEhmZejDV9Fbi6NTDB+OPRObgVx8rd2+b9Q0egP1lqB7kkgTJER2DgAXDs51v2Zhl5u4kLl6AYVlvp5JAWKn6JsVz/DOOfpTFXUURYDEZQKUlrsgyxldV6oLhIGaTEjEaQUB+NhOARTK33cVWSMxyksYnnsqs1GvQPxWjlQ2sEHzFhRf4c9ukyFlUREf8mtxyiW3troyTlOc0y8A48uJybl2ryPdo+Z3YA5vBfgfdCjxzYxYDHHiOZOPUmU9GRJIKeBl4GILJ79qgsCxLjNANbki2MAemyntH3GRJK0AvSEvbMQEtGxOuM+Q1JR/vRQxvqQS/Fp0WI8kz3fgX+D2qRe4XiPkS/vuM3S/mw8b7lBhJBxd44DE2k7kgkHD7kCU+Ri/YcN393BUhEJ27XYF04VxI26BhhzIYhIW72CHAAHQ+goBmAIPwmOD4NaRq1Lr7gOUo3yFNZdcr4WTAb4oBnSJQgDCvWQkzuyEMZINnQzWiKURroER7teZDMGrhcAHPI+iaZOh6thQxkH7Qm/VnI7hOK27XEGN6Py4oLEcUHfV50ug9/yomIMexJAHkRXw0qU5HVScEvOpGHR8SluENCcikiNRPQBov23636X8dQkSScyS4/5wT21suSyRjwCbQ30zo6ULL9TBJhMMr2AnrYFvsN+D6GOPmmzh+/OHzZwMlJ8Zu8ZDed+ygxcsI8wwk1MQwpF3GTkrCr+1CwYyZGFK65ILPhd8YQL5AEj1CRiID3+UacnWWsBK7hUhzz31gL/F04WacYkDXTYwdatTwQswFkSTh3Wm3KaQTLHA04hNI2g2dfiuHpRRNk89GlVe6TO0vnMQL9NTiHx6i0IXNcdyxpzjLURRE55gwxJXZJg/4jr4C/1vo1D4RWwWqcJuI4F3Kp3wvdApwmkAAIQQD6pNvotAF/7XudpakH/DyGacqYRF8lgxU4RAkYkJPaf5OYFW0leCqijHN3z9MdaU7AiB71fmMryA66maIP32tVkOuNpDF80/cGBdry8Jc3Bw9vgF4fD0es0Kyun3mEO6sKmuSMXoNjFLtrUPwTMnmH/OoBuTQqN1QpagnoxOQ5lJRf/vpBHxY2hU3AABDWURFg/15CIbch3O6lENJ2A7UOt1rkDj/dfRjbsKIv4lJggxPikm+lfd118gXALDqEzFIYd2tqXSSZwFqrY9VHipaYwj/p77UDlIJtiul4h+HwiFa9Htt2ADpOwAiiNvp416Et86zJHCgdzDoTO+cBQDO1ig5frFDSRgujEVHNSwZKihIxETagHqjp8CTTcv1BGE24OcbL4E0yIyLKHUdO+Haj8UEh2pSS2QB8BNKUtDsRQ0IrRlNP2q1K8LicNRCiENFalgFkD9ndMB0WJYyiJfROg0E9iK4jVH1Qi488OHdfk06//7OnBQ9VdfgGv6OfKZxCCkiyM/0Ry71cgfFDu6zKyD+2FAqRGOsHLiyAMhItMCZ0DTHKZiGC81qrqxOmHKeiXtlxy7b9lGoh6j2OSnSOjtAtl8F8DS0zjMTBgsWcmlqDN92zicwBunl5JwgKXgwT5T28zAXlJc9WFT4NIn29UQ5pSuN9+pJn49ejxTliMpLP9e/Y3EROz7VT+/EEnIXIkRl+r17P5yyrS58IKh0F6AM/KkbysGQYPBQeVa3NnKyzmWiIf/FUHLlx5ZrBL4o8qyo143gJYjobPFA5nF+YpHdXGPxOsfgaXoNj6XeQabRvezkOPFsXKetjDsurWr4j/m0AyUZe8Vd0gjztBrVeHZ0CMr8AGoykmiVeCd4VNRrft96H5yhg9wrnjQCXMukjnKYpyu5xrAPiOvBRoB8JP8ukELMinKKnqgnU15NA0aooMSJ00LObnnnebK0+2IU4jjKFhcmsjbolXHIDLUWb71InqwQfuXb+9mOOWXbcpt69M6XTCwqJXxgnuv+3AnW0TJjbylxaJK9LNfHukptZFXi8bW06lWPz/rZl4TQg5/4vXS+WYmFvFEitbpNkm23lkXoZ4aD5KcrcvQmaswScq+x8I3Eqb9X4gYKhY6/aQhOW5rdwCzLZ2i3PtE4GU8pPzhIT5RjediBvaY9Omh23ZQgTxTIXbRe080uNXsM+v/VHBQvlCUEUdZG+C0iHEOzCJySpaPV+1EOjtDPy1dgwW9QgI3W1Ijo807cWfuWpG02Y3EcznQx0/T1s9Gj9R1a7AySM1WfR0qLZUoZKIo6lK6LVO2CrBaKXE8luNJEL4+pbOJ+daeNEdYgc1gMgripwdGIfmN3CrBISDSltZwZnUdhI9gmkMB7FPf1ueWY38/AfKzB8W8xQOGYuRBlv6dxS6No37/I2CZRQoUwQybCbOEAQUTU7F39z3d5iI3iRJVLa6RqDQbQ6RvX5jsLxrK8q5Lv3dJYzi1Ulwck6QvD9NU022w3XASmPoLxxE74EGtAeB2jhJIUWDgG7HCopoOKEVkk0M2AxItUJgiNLAg48ewBFkoIMxKzI4gJr4xX8R55L9aScwllVE0Z0lUvMRvhzZviqMDBNWuwV7E89nkVxXWRjvoY9NT/LQiN3w7R6lbENasraPGhHU1xD0SXHfwDww0UI8XCWt/bhggBHgJNUSyQkrGsffcAAG/HZ1z6KKZ7z+81Lc1Y275dimOegeVLPmj49QPcH+VhObfEfGroLJQotPkR0vuCfpDLW2mUTAgI0qpTyFVJtrLd46VxZOdTSopGE30pILZwsEVH8c6ZHiGK6/t+4dkE2/wJGwkWMHnjV6o3ReaMtMZAy8TKCYJVOUnRYRHUvxqIn5k3D4dTibRjRPUTHan2/M4N5nRa1MeSFmW+36AA1pgEKoEyanLyZoytm6ReHWGxWhe2A3hQmwGvIAxC850c+3RYBt8qg1PgqP/WOBkBYcazv0oWmco742WTiswe1GQGKo3QHSxbO5sYt3o+/02GCVHtNRSbGYYSDXTqRfI6kRZJg1zl6ml2FMa+t3OsbQ2i77EFRJ/6Tr0wJBjleQ1aCLNLPVPzcqMBkjRqvi6UbkVR7FNIZ5Z4FzNiiEWJC5e2GaWsemiW1gZiduSyZ59pbVLAFUo9LGU2td/FYJiiUsNxi0ZLwYO//yA6fTIcAsvZ/NrgcZ4l6/9c41GS+56/8odB6rgmp8QcUyEQCJtadMAV1w+RcB+EAiIG2Tpl3Pz1iu+9MDRooPtUPgp8UXsDnefCrYv4k8ZDGjHtVvbBXXCToVVWB73IM2iYtBWZJ1LwZFZg6zu1q+oVWdAnJvxQT7hcOugtWAScUasBMT+UbbgeUqiNw5wnrvi6EslFSVMRgQc7BNCh9V0H8/gw22+BuB6Agz8IjKxYqNawRUEgdeuZAf8wQpvX4q7QTb++HmdWUhPqzqEVC3kw0XaTmGierSgvjkNkoU3mNO00QsMQ7D1+Aj9aFW0RlZ+PymESnziY9OtPbWLTxf861SWV+4XTgI4ia/7AXc4c2D+9uD3XcuzsylJLMgR/yHveWeJhNpRCPYJSNSp+CD2KzhCAyamPCZ0C97cYTtWMqE6QFCLnw6BFCJ47/uF2UNILEz9/d4srwnAOndwARsqoCtU4+JBtthwWAzxfEuBE3edAMQlmiwATITmI9aWOQuleiWyJL4bw0YpCSZ+vWSUrWWsWgQPpdq4P2QynEAmtWXvfXUpZhdGH6kudD2yQc287jSGJNNBBerqeDZrB1A33EGA4/kigXowzXhSlpXrEsdotXnFrVbnuHQextL+linJjMNMDW/MWNKxcoxj/uq892Utv7mszAiQoIYWNFzQRNUrDrYcLVbfPgL6lDg3dz2D1YCAdF2o0WcKiCup4pRUCYG4H00Vk7CoeUUVBd9h+e91IHzatoUsETB9RuGuUjtOMMzGWqNGO6v6y7w22wxfOyqo325nfOO1xAkSLDOufCqIRSDaDMTCTh/s0pJNAJopN+RAI2WxosmXh9vaZS4LG5u5rwyk2J3i4vz2aAflZRo7RcQtFfHwGc1o7X18WKE0FiIOTMhtGzsvAL480lazZWBEPzJg3vnQ/Yl8YRWMCoypURIivGblDROGeMT47KyEjaDm11Csg+LxhhUSJaMdL9LJAN3SGoDCiO5hs1EITLcYiM7aMP+MF7AwYpIgRZ+kCXmhfrs4AuEbqcWSBpChrF2eh0Lw/LieRPBuGYhsYTW3sRWBrYnPzlqzPmFRIaMf7sIue4bnbsJzEVyrNIrLRmAUKEtB/S/I1oiDdk4ldJtxcr1J5pc8puPuPmiwKjT6xs0pGH3MZs7yTdpx1bx+kJ6Lq6KDSBKH71ENPS8P0ItXMPHAQEiybAoaoiLuRNoDjHYaujE0ncHib1u8eZiUAFZULT9n4cDZ2p8hgk4smOMyHSLC70ATtAKCphaOexxWMS0Ms5b9tVlCElZxpuFvnW8qUvXJAHZW3v+CA6pPgsodcVwXafH0gUnJ0pWChcZVMKV2VyfsQZf8UxoBmrYZ0/ekcmTaofJRIrEI0KalWky+KmUig2nfUtCYlSHRrEt4lQY3BialnVt4Ux4crl7sM7sKieMQOHTVHpSM+eRpsqFqCyQvmvtDVViv0Uy5mxi+UAWN7wD10R7kZtpzOCVzGrBhheTREIqsCsRqWtsKBwfNtxajGuFhYJAeU+0JAt5Ycx0QaqKEuJhV7KhF+qA4LvwMh3xD/OdESOGBoE/QAzlcao3G7Ct6DB8YZFpidUiMDz5NxNgs4490+R1LqzEQRsuIf/tfgccCGDlQ8aW8A+1EZf7GGJ4Ku29HPnPma+IaOLBgaqVhlCJB77mrHSCtAdCa8MQR8S0j4DgS63e0oLEbiO6NAOyLXxsBAdOiq9Em79FiDcgJtLnSCNfVb04pwJkkDHEwmnAmSzkosNgZhdxITIdzoUe+uFT+fBsJSdNyDVvucMbCuFZN7nlyZIM8yC3C4siE5RnLkguJsTQNAtVHpI5qQdoy7xM1gNVAldFxcf64VT8mThY9sYhLgygD2LTF7LCvQsgtBllm9tJEWP1eQtW3TH6L8dyhrAQKAqWAGK9wn6Ks+9VJCucx0tRwt3Oyor79UXRDrCAIR4ogm0LCZOf+6sIZV8GhaFsC+hxCnTaNVjozSmTQWJTYdPUZpcMrB4q6jDp2Rz2dGV8cGu94ok4w5qvCutA3YqH0N1ZeQ0wAq17wkHwcSEmTiSFbOBfW+irrrgvPStXzWKlW52Giy4hrQ54gMAzjsckqrhp/2HkNZm/jRAqJYA3tQ9OSN7CyUg05FKmQ7jULItfBCw39Eorb6bgJJqDhYAi1vXsRF5sRUitgWJeBRdyMFFc22tf64y+yQ8fbe2dhZtqd1Gu+O3Efvba+dg4AoFYAScIY3dt/skJHm6SYgGLFsdEATMPYdGbcI6JEQF4OAaOBoTMHcSlllDLuh0Hgxjr4COinK4NhEavuEMjkAZw1trgn+A5d8HOpr+/7QhGQ/Bnsq50OAi1gsQl7Eimg3pn6BgzQMLydcYPCUzwMi2mCU40mmCW2qmThJ77LROIN8yu4OdSLYUjyS+2szg1ED7Uf9PTG9vDGZPJpiosf805HFOX0I+YFLh/yUHZLVZTggiY4UY602NUCqpAJN7nXZV2xfNC0o9pOAnrVmtCK6ynASOUipCi9DJsZzqS4zxZjZD7OSxZ8JmgQEoIRVXCCaNN/GzgxUw8O4F6yaIPJ553j5LhQcH99EtelGMKSOiEGQh5eAaQ7XiDJx6Q8kz5C1R27ub7BKHhbhI+5VShg6wNxbXtILYOnoNk8QRxY7m4xc5mTf3pL8TwRGsvs4uPN19bMCmbtCaWjeS3reKz2neG06yC+p76Gfszq1Yyzop/VZYbrrqxvwaKIrjZIGCD5nM4WP10tzNWpeAJZvtiN5JWvFIbCNIimPOl1SDsmYAvollZxgRWuY5SD7OBKzm+YxTOAu4hgvtLGxrCsF2LjFOP+bWFLtOv+0lXM/t6+AmXWWQQUPshOevA+09vczcvQpum5WAdCUAjdbYXal33OwBKE7b84xlpWLwSySAroQPIPA8S0EbO/hkJUS44qfm+DhlNIL2YkoUHNIlvPI5uednmSvSlLBHo+H4DZqB9BR7QLal6Cc9z8+lISwjjMy3sr/sckEkjcueVJqOWgXZiU5XRbLbtKi5KGRopNQTmCwo3s2bGbqXRqRcre1ydpcWgat2ENwYUj+w21HN3pJv9GCUGwoLT2MLAvLdhNRJaDmh8gei5dFgFuDp27E1qZTugPy1O1c0kwPG/gxzO0tXY3ZzbqVJ9Pd+gwkyByBqobkAyWElzKPtY7M/MtwJPjTjVwYXS2KHTBydVcZhhpISd/XHqtgPmmKHdGaJOiNVsvQn5BwlqhricaQI5Az8YFmO3Sa9THa7UCH6RQBNIZAJfJupMBSg5GUBpVXl0vzHzA+cfQD1AJ47WdRcz5H6RjWnF6iY0I9ak5WlaPLpPGiO8MpEOqeKaRWeB4XY0+r2+9zQPMh+YKYcZG2Hmy9I8Av5NO5IkuZG085cnIeSkKWkUcZa4JhIJaF+BCCgtgX3cNhoQMhT7iCBm8UATz0TbZc2wNJg0LxPD1JQml5q++ZbXFo5VgHVHlUHx4kfOAcG5GBkQmqOXQAR6aRrmRQAItFGy9XIAlYL3YJmaYs1bw2BWihbHMtMuXJntwzeBhbpIutURNWoWFJDAr8g8bTwlmEXqKmCfFEBTPXkt9GiCdP5oSvbBO78+dgdoSG+abbNntufCO/nSYM8ascGDEMXwo9sSlXtJiyeQJ2F4EC8G2No9BIAjUsYHncUpw1YfGnjMB6ZP8OubZRAWloxaLC4ZRMOUxRuF1bVqvvwYPfm/IRfPQLsYqDArNJFQDrrlMcg6Lvv1W9hLHoGN3HgQi/rwD3kOzWHwDLega62uPxOKthBY3odecd9ktgIdag+g1MQP4DWu4PmMb0Olp7phCN/oHIuGxwcy5KFMr/kZ2H/PjvmdjW1uTo3ZQQD/TbGYY5h4ziqfXPSb89STakmRAMYuOeUmnCoHog0BEOMy19xIyF1Y9Xf4hDLiMZ+KROagd0Gmc8bC8U0B+iy1en2bGvi3md56QqvVfzRFYMKVsyh22qOdqY+gfqGD5yKXFZ4L4AGqwNdb2QpPImNUnHWPcEH2Cyh4PONCvQJVKTqGIwuKkAAakcfOU6sLuBzOwoVxs4VdVZE8UzVR4htr/BbgBa1rRkYjWpCkZlVc98IbyR+z6bUj8g5KHKyIQFmtfAUwYkALoK6gJdIl0IDTOImAwWu+ThsCuLq7J0nYBDnMbEW6qXSWoUmE42wgazqn+r0Wj46+WzyGnH93q1DsxAEr9pU81r26gstnzWUivWu23mR5b2+8BkWlmNcjkF0EDY3OgQ4UKQCCBWGIaJoYI7iDcRSwhP2HIJ9sFLRueiq+51c56iVDu816ae7D3dqhMd4DFKQn0OeTyEVYosvxR6SK9e8iAQGJ9zODEU5pnRgkb2gAfjJndbGuNtxJWEmtaY6trifioATxTXMMS/+eK3AS1k7S4iAETzd+8R9pTurWXoAjZCW/f3GZXdGdvM+cAL+4kQkog/niRRrBLAaphgYkKdrWZNU/XE8KyFS72GQwnFx7GPFBcXWnkQUGW2jGshOLiD4q2dvPixaExO6AMZH+HixepUsxkdgMcnAdgdW1cJ26FCl06NePswTnhKdkVgi2EQBrKC8jLrD7Y2MNpc8rT0VvSj6BAg/7Oy6gvL8nlFNaFaHdSVER7aXqDQFiC59A2V2NEFCCqD0RAhyr4TlnMAv2Wxozo7IKl1x2C6xk21c4viK4OkqBnPB8DotN99lR9ZwDAz0ZPkj+Ot/MJDv9LGaDaPSoD27yr1s3Fo8JxZA4V30liLAchZjlAIAa6Todlkg7Qtruj3bPvxXdySndjh9yuG9IipWOBFD8FZPufFILm9KyNNq/pcOWFIXjotpalUqoxjcZF/DmtbJj7UMTjB2E6qoAlQd+y6WCUHG6u1+5+TIqP0a92oyAdf0VN+sWrYNkcPhs/RA+3kfy0i5B3QnhQGLiMktBFtJc5GOyW9geZvvbQWRCoCeauZhjx04aMDftjCGP6lzX6TC4Bt1CtQZivWA44HHoz0YxikGI1L43IWsTpLRiqIdxmM7OnFC2C5lcEodVzFWc8o24Tt3kBcyVAJk51ICHgQnYhY1TjVwt8oZq4SLnqX/zZECPOJQi7xzYFdDa75kXKRJLhtPCjstRPTewc4vOJFUHBC2DUMcnik3+rN72DX6PAQEobHQB62WOy77GJYhTORNOsAISegmUfXXxx4DjECGrNBcbg241ZxahVVmxTsIlra1u+SDNCm54FA5myLFLwzF9ucv3YgXr6GjPig2q7VwodISR7lHQCeGLl7CfBSMurVuDgGnVqrUMBuy28D2pbjCely2IHCnPeml+jXDgPhadUgHAKTfmfUpuKHrwTIJCBxYh/wrw2FZpQKLt2WCQXKOXAF//RmL8HuLoWPccyRmIHoAI0SAMetYmUFOg1P04/9Lat1CqokAGN3U6WSrY8QLA8pUwQJ0F1t0g5DS4EZVi7Stgp3PoC+xAIh205m0PRfYasVGe+xlzhaSv66B2VlAvUViV0X289+n0T+6LRdNRBbaJDPssnot05hY+xL59hS//AFOCJTIk+RGyHBBE6tWg5lUk/qopqFS8zIn7QxxE35SMGO374q1h4w0Yw4Fh9064qU2kPBPvEHfgNEGe3a+adxHfBo2LeDLIxa3jRgeeokmpWjD0eNomF4OZ5gSdDMrviFx6jWbakk1t6UqmkJL2AKZUZON/ddU8FsS5kqdNA5iAgZReyEpgRkdgEBopXNf7F4mXMsoESzJbg2/CUmYtkeWBkByEWuPOI7LvXXCxP2Z9UZmFJHY4lZUbwU5yY6nTCR+JgZvF2SAkNsArRclpQQE+BMr1nwVlSo1TmjmcVkVP8qP9CssK6eBSR6rdPcDS5dRVIH+c8xVQnj0iDHAewXIJC37KIbkpWFBLE+OWE+jNaI4EbjcRuhPCAirigBJyauronYYCE+8PWfGT/GjNomP8OfWekQBm2GE+HTMYKoIrFNumGprVSz9LZA8ym5bBx2Tw6AqQfRnO7+mWMc9hx54gFhymjwzklTp6bHo7UTdkT/nzU/h4zakJxcjaYpdNogdBz74sN2NH4p4b7qsZjDMnBjfixJOjeDSs2a4dBGvSN0ZNFrWjWrtxc0T/23tVUdGmDjtLDc7ZaGiZhPsWLjcWAKayKS7omQkYunpHoQVNKs9GmDxKsRIwDKM9TjA+Z1sspcK0MDAzLmuurbIeFE9nAs6D1Dm5upxmgMMZrPdaHuNAzq67wPaOG2+CziHpn7CV0MQANxyBjJHg8vw9R3NB5UqiQg5fTenqybjvjXDw8bzVYcv6ZAYdOc6deCKsIpFEKMWQ4ljWs1nq4ovFOedxryXFUiGbXLrYk5jTTIYtQRqv9nzCNgyODkNNFY6eNaeXSEJj3STQwTNsqBQs5hVx6YmvUaviB3Q4awg7Xij5oa3kI1CmBdbYwZzixZeGQA6QLJMluVF4LjOH3F63iOJnlmQI994XS/QIjIoEPOfCnnIDL1PMsW7j6lRijBZDvYtrDviGE1/nS9CdQ6lwpaD1ALBmkmp4xM6ulAi3GkadMxChxr1QUM6g0Ykwc2LeMEIkWSYgDDT7j5gmjzYDxDzuhGtxZO0xzDAM5QKlHWljyRk8v7NK9uDNb4JKnXLZxzBYaa/SsN051OyiLJkYHZMWGNT43UQ7TGowyMKmh0kpWDbyRW+GLPHJ9okjSNEGYQ3h5omSswXo3AdgcZFQw4fwXJJSQ4r0H+eM9B/93R5Qosxo3wjIhvHa8/cWSgytsxo7Rkc30sM2/ewWWTsiHNZRlSGOVONq475m5eUrKgZ09QGbPRl6UybYVTVLyErx8/heMPhWIBoTns+FnNBpEmoHm7+bK5lmNCfFhI9L9eg1eBui2lLwCvgNRBM1NesMhOdzf4TmluAIJ5mz522BgKv781UTQQMM0x8UXXOqJqbmh1otqjNVTD7HwEko13Tuyt1LyloU6QsLWKmqf1alUElCRemPZJVswGAZFIsN5MG0lKMv1kJeF6oDChnrdYJFB8Ep5Kfrx53ppg5KvrK6HrtOFT9zUrAl0OTm8uoyRacnCAfJ/58prtEZkzLXnm2In/3EGep5uOfFg2TGhxI/tOUKHZ5fCsahqBQTOOR/3Kmg8O9lsrbRSRrmTc7TJGEAYlIWgLVKGHmkV5Lq13nbrI3TpIhUxvOg9MmWH4bKZFmQA10W54GrlbR7Rz4mhnQNv3iP7qjEJpGTKW4ZRl0Tx01vE4Qy6V3RaTWLdR43q4InnsGmXNMSUiCYJY8uatSJqYPLbnUQSisLYrMqjkl6dtrSeJnV0CYG0W3II3OyT4XzkWZThbjUgGkPXxtzPqAhJ5WCBQQMbdFASWyILHvQSpIO13EjE1r2w7Ot2zofObih4Yu+XMIII70HcAYNYbWDf76cKNEgjnJoV28cKoop1RgjmdmZtHvVN0L/KMmnL2fcom8RTUVlP9tamwQRUVpf3WryvqF8mjLzlaAYIS1jlYcWXLjoxATqAQ260atAWN833qOyCFdYnwogi7UdH6uRXD+bbDwVAxmzS3a57PCW1sP9ma8ggHxCruwZEsHkwJSSXAN34ILzj98C0nlMqOwUorjS+tvYHFubHIW4MoRO4CjPDOSZY4/F9likuFRgvO+ZpXrK9zOBKY5wUpV52weGkPO6ksPqELFhfE/1QUi5BS6oiaRbZu+33uMwTvwNC1P7gAwbgxLBaAetACOz5nZgGc5jPJ6sWxx86Wdz5jNHqYvCJkPvaQIDHwDHin6shT3sI6kB0PJ3hEn4Rpvy0cZwF4O6Lc8pu5mx6CQ3qFACSscmIgYN7pTSOQHGsDpdqfyhwvPABQDIL5jBlM6P7cGnb72uWdqWhXHIA1eawHQ4wMTMqu8YbmFgIR5sxBY6SsIuABPxOC68hpnZGjHCFi8URAYKAJCGxHclp7VtR2gJVRyjTMQGOaBVwmbGQPER1Bf6SpC3UvQS6keVG8+gqcqiIP5den9EdFK8HwK0kyucJlUCiED974NhLgfpZHCxZ8Pu9Q+YpCdxWGsRm2EMM3fhoHVgpSE8dN4Vs1xPTVWRpRxV7/H9JEEROaQeK7G/xNlF79EB78IxL16KnDBAPXJxxZw3QsuXgKEIz8qRVJpwhmF6SLOPDCgb8v720b4mvXaKFKG3am1msa+TlMAyhsNdZ+b6Uc5ncT+i9uxjk/q0n/l2BvuRQxI8c1++SFkKKpRIQ3xBJwx7f4gnCDdFCYN0UXWQx4BcawZRbVKEbuXFMRKuIfLFqkpYQcIRtXvf07JGL6aWfjpDgpfX5r4pzvbS6zFUFlDLtBFyuFwV/YnrrMRguCl0EF5hMUEES7VeIZwD2IlJPSKBJnwRpOLxuMqorQHLaAMMDxCyRcgHacQCKH1d6BijpDUi5dqVDFCcMUJdA6otwH5QWyCKL7AQXhWpm45MqrCENMQhoOGc6zb66EKh4xUGFVAFUqaCDNM2oelSAnfjsOmQlhi/aNp41ezKJU6MBwk6O2Rnvto2mQfNMUSrheQjJ2O9ItVYoqFVdW87xUlsizNFVRUG2oEfQyGJFqNCwYn+neYChFtWcEeAfNdfzAe68KypxSVISuA87/muAzWvuzuCbT1IZq/ZCnBo5AbcVhl7LuOH9Klk7aKPbaUvqjmZDkH2CEsIV3K9GMEdMUxByFa2IWQ54aZ2MpfW9kvq5bM1K1AuUTleAJHs9Ao8fE20SiiX499Qw7wGD2d723z4TAp5OPPCtpSrlUXC9ElirhwU51xU3+QSQKOwsNCnuPdnVjBCansOiqe1+Sk5ibGfgT3XaC/bvkl5Fl5WfSSA8Usmanne5ZfGaBh/Exjz/yACZOIauarlNRCvcej9Q/f63oDoAq8OW36xK0DuKEyvgU3YdDxqghzNUuH2DkL6lz5tOHsWfIHVQHSR28A/wqga+usO27FlareDZsoe5ycNPVSUwsxJTrIbZfME7i0AGCRJ4eGRRQGMQEcfFBL1PVk5iaoq7AaCTPKLVmseN1V927iW8lVhQ26wGLtf+fp3iGDgnSs+CsVMCNGjd8PwfgSzKERbFGk7VzPQl0tx8rfHgarqT6aVyvQDoTEFTBxOIJ5BGfNhX0UaXtJTJpESY/ojNVC/yviFvcXFoN+HqKli6gysHl3aJ2dGklFZFcpH7CI71xldqMHr7IJX6Vv8biEDKLgQL0NBhEIQF/ZQqZWy1rfdZwfQm1a0ll3QvqZfmijfrRSAeocBtwK8+7Sj2+z9v6pL8oZWKY+XsY8Tyy9CUyddyJPr41W+vtxRkeR6CaTubwev3WoakkGYYPHCknQ/PAvjATUI5HOLogMlYRsA0Sco1JeGhHAWdKP1ucyIeUV0dCALGkZtV4gCHc7Dkv0QViMnrYnMcmVlvAxhYeHo1PETTdhWygoKplC536AiS5da8Tekv7mySVo0HQ8GQ/zca6zyKRtYXQvhoJiic/18Dippp02wcSurFaHhVFBSbHVKAj8gUYX1E8mpwa1Hzca8vX+dPyk9I5VN/U1N4RehVsw5jFBwWJS9hBEYSYslg9Ps2XvwcLExSIuLUcJwXmEJbo+wwUC2e2mbinAH18kY6jNSXqFov2B0hVCUYrcybDpJfjcNK8NDLzXVEFdXqbelRL5k7ZqFvSJVkYy5tNMfb1ExlDHmXi2S1BfKfLk4gtzXuhfIVap7KaPYBCfWmgn2xIZmoDsj5YBEZspouz4mGwF4Njm9AC6QBUNQzcpFMABBkQPZEP2Zjisd2YIgCZSoj7szXHzWtnvB6QBfGKQFiMHtX4hqNfVhV/e2vstogiLld05fGklpTn00yDUh7bgcEf4O0NaMBk7J4ugsVAsVNRhkSDsh0xdFmzTaE3TKEBwGkZIyP/VJIWyTg6tAhhkTAHRVlkpQtKxNdorl8ClFBythD923A4JIHgwm4eyYITc4U5F0tTV+EyHgAUo1hDNnKlSJiCIO+VFKAWsKDYMpOgS79Z8GpibW8DbTlm1DAdBrdjvqE/cSr0/PhaehI01YcwQks0L7jsUzbDf+MqMVI+ZWfBIHzNJW1z4lUtA6YJbd9p2wkGLihQQK+p2GwN9paY1nRUCv3GTVNa3/6oGt72eQqAkXLjCguY9zWLz8S29Q6UQvEhSKmxY7GUsPFJFu2VwzLl7llkbUPmSb+iG2NgEfYfhpQrfkdKjdfZkF2juoWIESkEm+2/UFw9ge4DTKRTcmvnjVs5I1NEKnV/2KFxzXC35v2vCogokmYi8HZLxs7G/ioceQLExj1Ac4z8WSgVzhn3ksncN7u+1NUighxEhFwZnjg3zWYYvyZOwSEf432wYcGfaTp7zcZZBpEabpP7UfUc88A+OJvY8k5VRVPrbVZ/j8Ox7fTNlhlRKc7pZxOTlg89IkzCsrBOKJrha2hfZTrB6gPOx3QWWooQqEIlnIh0WeprEcDgGQcEMLqdOZVA9GelyawKPClib6OQCljbtFhaHwGajEM8ANXeJYjmaWeNOgYQ6QUxphkZUo2UPg6pOSHJFylvWS2vedDdNZT4Hf0JyHLZYwhG7iOO1MymxysodD0sHQWmA1zop+7cVk4J945HxSTkXCyyFOeKQL+fjwrw2hRv6YwgX7ktacGE9GpaeM4AsNrYEZLC+XU8mPdwqvW0Ejr6OeTjfXa8+Z3vEAzA3UqZfG7V1iYzj4s+N8rapGQY+RKGY3Itxkgfu1Kphb6RZGY0o8fUSiL4YoTSEsva0rHX5BU+/GFXmGCKyhMHfb5dGkQePbx+eZhgdkXPjHBuWfAeUmE3UFcsQcUjnKuw5qgLiiHls0iljSHCQw0KDsx7SVbYub0YOchoCR24u2myOlRZKq9gRDQHOCVIgR2ssMXtDQDKdqKmIwBkSZmosRiEwDR1qEiuMIPuckcbT5vEKXD3rug1/rbv7BiVmx4NkB4RFYbcPCEY59WT0N2PCLGUoSH8XpH18C8mvhqoB/2OBSfZ+SHUHmTLP/T/SRQvbQO7GhpZL5Nyml6VELXuZMiJOGk33NBleEusgF8gbkjTXCqK5wbzATR1hv1qcoW1uov9Kz/QcN8dCfyujmAaoO5AgQ2giPC1CQnDQ5A4z9TDbF4PQgOrrCnIgNdmuoGqOAhwWhGK5/Lt3RWCSLn75JAqUAAAiWXgX/58wfUoVOPik+kYAk2JSJsUpcVMoPOR1k3GClISh9baXNBGQqWSERQNBKiUa1ABe+ayKTfaAPDEQ+I00SujBwLtaqWzJ7+ZnU19vsoIqOT+uDZDmg075j+sWftl9lrnkHf+47YuM8jANXy/rDiZ83aUvEyyKGCZvRfcWSIC4aMVHBOIa37/T8ZyXbLSW3+nI5uzUyY+chvX8uXthYm2phC6e6aFWyjJ2krw51VJvg3iQN3hAc9B4vjMYqe95doZjWH/t/+GwNpCN1RypZ/dVIKZhaPIMQFUVetrN5RhEtA2E2DSbsdZw1akhmAyQDX1AaYtas3mScaF81gy65TGmk0q8krxRpHo1bpLVTfovUwGjla+io7tiw4Fj3nFeFJE6oL7tP1yZB+/C/9yt6mliEY+IFjHNE6827wwUui1EIS1x+i3f4ShsMBlmUUqGJY6H90ug2a1qUU2+kqxf3L3DX/jzKUZv3JNAVsknBRKpKNOta3H0r8GHGjR746W0YTlYZMqLTJVBuoy5CxPgZAkr/gKvAe9SdOpSyEc7OJZ+kR86p+gZSfGhtNXEDtc42sKGZFqhX6i8jwH51Di3IAWABNQtbyJQ5uvj2iADAykBFB2lYZqg9iWS9hKU5jiBSHqwmfh404F3no/8B/yyRXCzBgZ8OEImDzjlBFWu7yYsilf6Z3vr7Fwa4hHtkZl4ZxbAJAkAuU2zynD9gUetmgz3UnyOLgAHr5F0jZYByTwdoGNKHlrnulbtB+HY6boq2Uou0ojGeOurT6gTqTU6eWwFLjdy7G5hV4nCWAi/7iEsBFgvXVTRByP1JIcMWfr5Amp3iJlmYVaU4L8WMib4fXVUhIilUCUkRKnOEDa4Znk508hcHgKe4lirrNp/aca0qAhLjgrZKBRVllWE24kJXGCotqyKow6DFGtzk54TvVlkvPWhF6tplGClMy1P6RRyAaGRTfakzkPmvei94VhaSoNB7vYYllHyA2O03jJCPIBhz8pB8kJmqDGeoa4JgwTxAXEhkoMRYQwk+QPEiILHcYX9hxoM9yeLRWoQk1CKYUgrBhATDlDEonhBIMD1Lj1eYkXSMSPF8goHKJJYbwKLE46xoOrFC4ClBHXW62+urwaNS+JeMAT5mCwogochIYL5m2+Y7ZBTCyNsQbhYYCB6KFMUsHYSHseQdihpkLBuQLh4HH9N2kgIoIQOmkXqsfHZqW3WsjNBt2Yyb7IrHT0aUfHPMIVwPsHoDj1HA4FC3N7MPFO/trpbhhRHkQiOUuFV1MDIOr96ZJF8tLGpfvQAaIRMqjuxl1TBTQ7UgBjR9zRaWciEa/2/Zbrjn7e4hWYecK3+kI/9D74oEamgAWzAohAD1iEDsmzA1OmyGWEGQGpEtOhK5J81uXodM30u5+sXNzMkp8ZGlaC2Leq6xrLcd0ouSJoJCoCKTFFlFWLFxsK1Y5NpSMV4EWDeVs4i6YIUNc/OyIUIv/EhaWxigxCMVSNCkmYgV9wMZKzrx8O6zH/YELC7E0wl9vp5T36MlMUK007gmX3bWYAAr1Q5ioncPKlx05BEXEBPjkWXjhzoHONERNNpG7KuYRUXisVrhi3j3mLNd9431EybbXhTJ67oVd2TEKkpS6Z882NdrJy1H8eR3WR3bhVGzFiZtRygzq1DJRT12qsr6u8GAqLBje7cQm8vyg/UULoeCymbPaBSPWnEmJ6ixPOpRg6dDInMfDSbB/X/YCZizAG0knj1wEakZ5NmJaJVc5QeU0YJ29SZKP355XOrBGYmfFHH+ECSxaAfejADGgcAdXUnXV6PBLZWm9vAFdXsYnOqKeUHMQEuCO/3F0YwhC1VBsnEW883RIjVK6S8v3I8o2QYv7V0Y+AGoZ+i8+bQaFugZui4fDQunkJcFlEipFlkVeL9yyeTqJkTt6KSK6LSDLQUUTbKkRFwME55Mkj8oGuOJIbrcUTsjAnj2pZZKu1J7dtI1ieno+gFFPUZtILQB7sMip6WaLwJCFJlHaWJKOaNshTVJE6JDoAMV0gC5oQKRLrCOmCXtEtJWXXxc1JEV6k+PfMIQwQZuP3A2Ppm9sZRJ1RiK6rrozmWrtzmNBINRQpQVfUyxPvFkJ4RzIAh2VnbGsa6tBTtpr38Rf3WPDNs5wF7oUqzkAjt/KHg4AublvhyDjnThJJe4cdCikVsTMoDcAKrgrOZbPGkb5d0bXGN/JHYKZMuoiOIgjbHsjgtnP8MxY2YIzaAlyZNO5roZUhanKfHmxd5Yaog8Lze9lfDtmk6InKnCQanVs4uj0ZqHWkK6V/cEV9BgAphZ8qF8inypqHZa6Pen/LN6uJ59qg57vdl1xNPHKv0o1ROzElmj/KmiG1+YJXS1QowoIZSUJGlk4k3g4qyOqFIBujcSI1eMDhbhYPofqBCcvwZTXBdT5hnbQ8XprEt+cgtLiROk2OtNjdFqEeopb8mJ197+MyY6dPWkJyqomN5TQxK774NBJOWAyosEcUMCz2IOQeQ0hseFRiqljMNCjbHAMHgzHVnA5KflUsRGNim+CBHqVXPkfc8o8/57qA94YQEjpn3zVGaexDAvnYepVc+R9zyg+dT4haVbxHOr5Gh7mFkoCJyRFrj2MlDuk7h4K51L7D5lV8ZVrIG0EkfGvz3HvH6P2lTwSe8xo7D0uKXcaUqiOjraGqqx1GXMyTiSNPfE8FLfrdNm9Da6B0CgU0KAnkLEzsmgfaDG9QgTYhjfU+v9P+tHKAG7t8eFqfQ6m5Sr1z2xwNXSvdtAC07IsRiDBdky07Err6uADDgTanzt6wFoX5MKB0dc8IgEgwcCWppl3bCtf6Xulefh5y90uEih6Jc90GuAJjWZEvHrH1LbsFduQzHB6wEdMsMxA4DNcK+ClqKpoMFJ9TFQhZ/b8GE2XQ2ttRtcr4HLogZYRKMNS2TNSbiS5YKiNKA1KS9crr2hodNmjuId3nHGdlcNWmzoks/UjmxYh3P1qj8Q0rw9UHzMOrKPTxnKghl7uAglSXXFqkC/Qw7A88BgAnAecX+iBobbQArQyBfmKQeEGLvAWAI3SBtQIRmlvR0CwSsIGOOU3e/9SEB9ZN+8oHBnR52tyKf9Szb0nRQgT4g9tDxHacIB4RbeVYYYJ6ubIdpRIksaRPKg/gR889BlGkxizEXCvGm3rQPlg5haYpO13BSRvlgOYDdHlDexILBWx6a8sVpOtq3ph69AIldndUihjqZdSXWUiIispMRzXFRMlR6Cw8o5m6NvZB4+Eq/GjrQ5I/KwCo0bNnfK/dErU3MDMehIULI5GeQm0jmufdjButwsRkNoyiDTfPN6GyO2bfLnA4NnZAjPfySC2zwNSjdN3xSCpJOByvkn3R0w4JV3tOLS6behIvU1DQ9knM2Y/BNHZc3NvPXOvQ+j0VogWlCl+hoQMwZvYFECnA5+hsLc3GH2Mk0xxiVJ3YTwExR1IpAfrQi/ZfCcifaaDE5VIXbx41wJLHdr1T47McoDLEP/RVvBEOxCF0Ygj3DKlIDMkUoDzLJJyy7TqBKmHDXRsHSgOWUBywNASzniDj0DqAhoPlOpR0oWD/e3VznQKyvQnIp11ePoSxWhqhe3tNmbnVSDHoJfsgs3kQTCJFiB9AHgDlSYvJ4FDqexTlVwBMBLn/h51iABmjP7XyJroB9DJ0xF9H38l2vIhJMZpzErP5/9IHdc07/xZvfGWp0ukAVfVSgclyDpjt73elYMzLZoMTv9wvdJixk8BGLc2RU/oY8aYmNMpA8VkkjJ2JqK+jJZGQ6buRUAnRff4r8xXYI5q+9CxidlmcV2w8RFMqEjGmEL/6MHolgLFGxrRmTW2wLkiUPGpUTwoL9iKkpOGTZ7AnW6F80HMtxU7SGxYxrqvUOxlqETGetxDYcDAksGewQXK7Og779aZkEwlt3GRACGLcTbNkl33gztEGH/+tfuUHNwCuJ97BFVisI1CZsH8vhE3BghPWDrvHI77ps7nA0wKBsd+u/7KiqLEEJgGoHYuTLtMj6FHJQ8/cVmhzjoX1f2kp9WsI5KumaBdxfoSyDxPUpduFcC8dZ4FIdHvZHRWtLysxAQbYdWw0wzAWUDFiOZP2vOCGDbls2hypstvwiF4SntIyZr2uFeYo64JBLa0K+FaUeAwS3oGCbKzGlVVn2BwORYCtin13mC8AOs+2Iv5cTULQG15nuD7QF2D5AEzKVwFyfiWQTK3RpE55fLmk61bWtdygrCkftEm3cQVezWVP7kuWsuRAe4URI7ifyWsGSh63qZHVIqgLdNh6muhVDjV3yXSL5EiOoppLAjTzuSihsuqJY7SDC7ic5YJ6791dYE6X+L0I7dAgDMdQ9b7oUWRSJxYriD1vmMqYoCkSEJFjAzShuKC4P2LuCdAV5oAk5YEnjwfDNhLmYKP+aLccpC1weAI+QEtbWlwYtTHP9szUHKQWyPjfL5eCiCRmW+dUl1QFiqLgBh07Qdjt/Ahs7ErgaP7D6mQ9Lz8zQJbzEDAqoHIntDiC4CY9bzfchcciUp0stUyWF42GBCEWDAGa4YELl6+LXg9Lch9wKBaQYoqpKpZNCkhgEKfDRkGzmJ9rSUTrhtMyrVTBnCyhcwlsEIXOKXvFK4OS8/8X0OLEQ1v+8ctPeHstlclodKDc9l8J0n5HSq26QuJgNAMXwnSAQ8BSQsfRMXIicyTUtEIXFLsEv0BZXuejHh53hHXgDs1QVDGxpzXOPDtkpoPitpHIFpmMim7gDkNBgyoiObJLElukrjVY+AXh17gklQ3X7KEZZPdrE1aRvchzv9gpy44TVQzuOEIoOwudTSzHgibibSnT254KHWFxGrIphbgeySh1wp2zj9MAB7FgqKDgeXAfs49vA4S2KEvhAeAIza6tikmsl9D2Lo2lCsiPOD5gGufIJmb56ibViJApXtwD6jUikXVK4GRAmKmjDRnnCFXzB6PBJSiopT4KEPZzo78muSH8ADSaSazHH3vitujT6kaZGH60xS30db2Fm5vYMjUjFIhpz6PsLdjqjhekmvpiSZHWFuuQ8U68rnO6eqOSzQl/ohahrA1ovbkgG15pvIc5O/DmgX3LbOgF6AgJZNB60Fs+yPseRCIGKhKpcy23uxUY41xDW2eNdcojzkAXLgKKYlay0jejSac+YRrS1SlAJ/ev5PGgZ7E2AcbwwbexJ0RTgaVpTOeB6xOoNtlo4BLr3VkOzjvCKO7G3IyqJ+AitKGOpF7MwslMsXyPeWJ9PPOyBrsqxYiEUMVb+ZXdz5RRXg6KJFoYK9eHMTshAioSUdaqiMSgXGhlgrMjzL0F6HJMZcmsLGgPbq2DtuPizqqQB2WgHZdSVV2ua8YwHZAiXELNcH5zldR/96gRmrVRD6z5+KaUD0HH1j1iwBrtJwN2PBAr9TzHBNqWMUjli079Q5uwSGK5lA0nf2hz1IIdCmrD+47nnvor4/OsRzv6PICahUgnnN8NDC6W9fwJyRDij9KLqOTxcBg00Ft5HGsa2fCfPU8vVFPQnpwF6e31kmntl/MyVBIJIVq6vH0fYiXivy9e/+h26vQHNUtSkhhLnAZVg2x80g+0ipVLAZNQKAAOBP7C8fbaLhg84DNi1Q0BipCi/DfYSDtHSLvshKNUy6azAZ9TD1wlY4YjhKnqauLiNYwVHhhfzoOWHATV5h4SH8Np+lZEGOLb/An6OJOxd0+j7HmfmOHNU5MukPuNwcTDj2o9662V3uNtDXLHjbYL8GTZvGykXMPuWPuPVQAix6ncAKazG/tgHmaBQjFkuo0aU6ADyR5T9CpJObwQkhOZYYP8oUI8A0TVH875SXBQ3UuhZDp2UP5LVfI3CzY67Gf9J4h0l4De8ULETionvp5hhnd0/PezWS7U5eajIYrtd1FoXKa6HwHknkLvLJ3WeyUE+oNSw49hMextdPvjC6zDXDiBKKUakQKwpTDYIqbX9XnrLj3hXYcEnofN+wjw2iMMhuQfFLn8BcUCHAzA/0H+Jr7nPpi33eEY0R24ahwai5rFs/avwW4QYhagqAii28+bphRD6ojLCKWrJteszIgYkpaQXoz89AggUWQvQkmz2jMPQSEAouCawH4XCGaVEgOOQ+YJBHqhQ17kq8er3w11hM6dc9jMY1MduifCyFdy6ZEy4W/0MaP8EgtNStx0hzB92gKYsHlkTINbwhfPwpoji0dvyg7nL2uSDsJ2c8svNgDCtMZm9pdGpEepMrCE/DXUtj/j5m60Y3XbB6vOgrtR93AEGipYb5F0sEp8Ln1iGHF8dW9UYPycQrrIGcHj+6vVnqygZeKJMXar/r2ezUH8kBwrmLy18rZgND8fM2Jy6p1I+b0RueRDhZsYwPwy+up8gD3VvN6a0CBBrL7Qd7EI4opXDJkFMVOxt/RUcOGNh2+6pipiEARgEO9unk6B/Uy17bOjE02px2EjInK/Wec2zcuzzuSrq9QINf3Sj0TABuNAYaYjE/DFwyPx4NXAiZiAltGk5NthFQbcXklGYGSmqckX18Vo5T00cUYqJc96Q0UO3AcG0zWR6LydJkYT2t5y3xflS7KZR2yKPcAlEm1xe4jiBaBlQ2SafhvRNKoQx/2FiQB5KS9ZxnTntYkVmOtLTSTMCFo9jCZuDYCJsH//HiL2LznhSbl2CNJO2BVBNY/p/empl3hAiPJLETvmfxQOZrvxtSFOthfnbQn6NQIew/fPX/ctPBLp+mIpQWMU4EY+ocXFsY5s+OQXkeME+OsoAQm+NvkJXto7oA+oR1rGB9BvZE84AJVKJLeWum6Iieu1Gko/qYwwnpwknFQ1kIinbQYxwl/oHn5V2F4sHVcXySSYHt4smEK7oG8CoaR2ny43ppS94evqh01paMtI26UgvVVmQ8appsZ+1ptMTeSy5qqdadckGHsPG+7XICjTvYX5D5/8fCAsyRGw9vhZkcj/5WR01OsODMdcKZnxHjnn6M1hvTUYb8UKfQtXF54eKFRUacQt/n+in26EAI7xQkcGrfWYWO+Zi5ysLo8bKHEmdh5OWOoaaMVbM4PidVojUTYEH0/BxXFU1K+cmyfCmoBMrWE24mKOFIk1pkCk/iRbqJ6aMQbMMPNraC/6KkG+POEeadieTdf78xJ+y8YkEFZ8AzAEma4eTASACyDDxeBopYpzTHe8Lx8xWulraBdHquD9BTkChAx0eXxKYbkhnArJlTUDZiO6zLlz81SflA3Qo3lZ1QUzgm/JFpOhp0F/Ps716IKbe2gWFxXfhRIqhjw9KTEx4krXgi5eF9YevodB5OFX+tRGp8aPIjZWF6RonyxJvcri9rExTO1paBSRzqq9RMerjNZRfiBT9PDankhd6ij7ye8orKHcmUH0MiNrEvG7BKBylsD1IBGX1xJ6q4kSbIiDzH2kcZGJSueraHaARXjhF+XV8ZIoIfCbfoFpKfK+CKIyTbl0KQbxH7Ti01OYPFuyZRCYUwGKnrStmD9Y6VLTbdf1I8gOVW7XKORUNptEdcqmvGz6Pi2Jp9k5B5cd9WgHQ6CH/Jopeu0KlCUYUjF07CwTaoO2KUAuAKSixoxTbXm2+Gej1E0wEKBfGKdAelUocASUWG6Oxu5LJuS+jF8R8UrTL0WWU3eZDhyzY2XOTRJAXppSPaGTHMkaT7nly4MoPaVmvDylpYWcoBRqVZoX8apAP4FAGUC32KvHQ0ud034zLTq7uTrlzfNsLpKA99/R8SifOMvcTEN24eGWDSBRhWdV9I8/K44zMPL9qgdkA+AzEi7kcXdnYZg9HD3e5YBtNBkondPybnswL4SulgO6x0UNx9/EJAyZXSuTeeScZxNiT54dH17j8g2jzoaqZeYVFFTmYZTQH4Hkyx8gExRfvCV5fnCOQ53qFqBKbgZeAi7dwlCEevoV5gaCZAxoFBLTRxsNZtBsqEwYSZjC6Z68D0Q8ABEQN8A7V2ILMqbjy327uPnBGPLbYF6LzABZiq9W0KXXSaeidAkxXkbU88CYHB4EUNuVLt36a63Q21HsGM20vE0A/QF0T+BxPXKedMrCqvke/CIejj6bYcF9O+wIZxIaByHacQ1IDlGg7SC1hyQdVkSnW8Ztuk5YMStkBGmHFgygUQZCMM4Y0SMPU50NLrlIwcnpBP0kKsRfDgb5FVbnLMdRwYxzjx3Z47k2IAObycIJ+43nG4weADeG5LFf1gZsQqjH7mlmDhsTkTqvbAUBZ1lsHu8asMzQ4HiO7Gga5zUH4JsPp8goDdAfkNTzISE4XbiIzpowOiD/lSKxZurjk5zxo8g+PIhce+drPUD1h0ncvU4LyXHtcttZlIMdAKPqiX2mYTFG73Dl5pXxbfcUYnisgk79K16XUE31S2Mr9ivgU9ItlArfMaeFNijou5YZPQUHOI1b2X3bTkK6Gwaxz25R/DxZ9ArBfCw6RKhg/CtbnvmTVjC7NSvUG3mI5kmvn910rs3rk17GUVN1lTdxotFzVK2CZOSoHDgascRE8aN05GVjTXV0j/VErvoydPIMGafG8a3JQihhYgsrfdxV5ubs4fZhJW2GJaxL5WzuMLIFqBmm66wAxeMRXZDDdUnuuwpgGfow3tQagerMPJ+UC7iBYeE25ElgdiKIcZENIac6RpdPIZ0BxKWeDkTkAqUftM/2DFlpKDIZ0jS4k6J0ArLJqkYrIJix5VlIfdyCOs2UuPfKQknIDCmXh+xaZpLc7zk0bsz7IBAkxsTdzWPQCQTsq885iePxLdAkRANk3gdQbsROOY1f4CCwqllfBJTrN9iVjfj7AAGOLA3M1GKfnMmC1qmPr+mU2AqELIhQVrbpKtmdYhcdpDpdX0O94He0gqeP8KLsD4HulzW6NmznNORfYNJ5AEhtD11vXGrGyO0PLgBOkbSHEeY5D0IaFktSXF/FlO7nVbmlFQHKamuV4QF0I/LrLohM6KnembrnQNyFSqB7hZ2xK1Tlct+MtiT9+i5+WZ1sa5OEUr6NzCMuWd3IDSqffKh58Sv4iIl1DAQfmptkaP8JuB9TQy8/3E6wUeiJYpl0TKp6BFrrIYK694avMjtjVDe3iG6xY/UbIwIWnbh7aHgmVtUO05NHCzQ/jnhSMJyWlrbZ676Mk3/rI6Cksj8uODThOiRMmynDZVWczZNq5edXvHNPQ9qPfa6h3qfSD+iwSJ50PFfWB2gZp8XfY4x2O6TBr1yolQ9xwsa0uw5hHLlPOUgKsSI/Nc7sSDdjQ4wKRGMhdYDPfx8csy9O84xM270xJOrdugHI4+TLCEd+dHpWCKdkD0nlPgNsOrQAICCbMqkL5BO6YRHguDDrAcmiKfVjCQhY3iXM79KDYH6nAS9OOPh4Sv0tjonv1UCNDqpfucghH50QR1kEsNdL8cAcxFO6henEq4TmiqoJjNtbXcnbMDSySNdz2OQcGIUsCUM9c0xdLy7tR+DaaVQQYnR0qYfZ1Dhnbxt1K8Wq4VXIy5zIvyCy03+x93l8D0r/7aqC5QdEEGnWxFBUTDL6W+HVEZKQ6Yd2yTIWR4AvzyrwwDrrzNdLmpiCqUEVHe4H9n7AcAo8f2LeB/khFRlbG9UB8PBMDx0jhn6TCSHHIwBiff399AhkoQcXJ4phrrJGgwyWuZXSMjGTKRSi1HJNgeL7ryf7EZfhCYPwWizLHrmZxwhWVT8L0jcfm8M+Kts8X/zfugnzgm/GA9UcD9Jgg4xUaudefixkcm6sZgQw0Ta26wnBw5DyETCAhPGun1qkI/2KYyJlBmHKNWqFKTYYdN1LVuzSKnYtkwQHRRQFC0MZMrs7K87c5NNgJ0izkOXv0ocGuSsh2UapCSP7w3dZ8FrjqLnmHJvMQL7HCkTBg/pabOPAEJISe0KKZ0O1R6tw7Dcw908d6K6AiDu+EBqc2zhYgsr8YnsquRzxMMZca3DvVsI87hpZXCv4J4A8uSERS3JvDKmR+uAXg0IArMB1fkstJIvYIhtJuYSqwft4Vc/AEWFplbyDzIQ7RatOJ+0wM/MjJvk8Og6ITri7VZDl1Edg30GhBgA0z72Rymo3I8HYEMKeICRNrL6CSK8vDeDlF3l5T8bzRg5JvBkYzeJ1dYGLFDhGLEgA9Y+AbY3RgUAB2tgx43TNKTlWDG2GahEsORDwYGMJcK49e29dYGpqUGO7bNlQjOqFWUoHCrZMSCdlcPz3GxHa2SM6prGU0mp6RyG4seRAhTKYsUmYNOHZSLkdbdQ5yQ8eTTnDOXWEm0T8kPh6ioY7lYQojtSwuyoOefp9LA531thip1C1DVVL/ymn3QmebF6SF5xBom0SmEt6zU6L3ZcSHniAciG8amLNLiDRIGFTK3Ev7Yg/0x0wzI5kPjU0A6VkgBNS3kRz9INpoT1fOdNxWXO1jOtICTcVHiODjEZCuVI4gQzB8HcFOswjErGbToztHZ7+YrxQ8VxZm6y3Ddh6jYpXHWU6GOxAO9KvHtgpvlR7P20jROBfihPxd2MfVHV5/cPWf9IdozMOFAiHUk2UUoEXQRCLCzVRzxcbAxW2ayNJBlAwve+JjQ6oGP12b6CqoryGki+dLS1xa6MtieS29IAzDnFoEpHWbItwcUDahGRHlcI+/vUN0WCABTqkEgljeQoGkHipLPDO8tq8+FY2VsIkZ9ks9UHsdo9UrOmqg+k5XwSonTKSHkBSkHpq8Z0xQCI+eQaM3W6p+N0kQTlJ3CC2xyiHONikB4c7gQiklesGbn5Io/N4Hl2+f3DpXIoIcUu9Yuh1NQoyNKC2ZxrhBwVSKUUO50M+isV6BJqVmqKYop9nvBGhCFJVrHFFuvbs6fORiI/HhmVrLOb0q+IX1+Pgu10WCPkxfUYvj0kpADI3ma+nrTnh6RJG3og6Lm8wlVZSOM9/uRCi0lwtDFM+m/OzSydS18/Y1Zh5n/cwe5Q7UtyIs5RDh0+XMV19RMErEdGB8QoHBjo1YjiyZJYtSNM0dMMQkJn9v05vuqEEfZp+hbwFi32jm9t+FB4jZle7AGdeYgem/hW/xPCt+Vth39qRbM4iz908KCGe0zRkrqPqJpOIHd4dwBI3W9m44xBTTv+WXVr88rN1YVhZhUJ1LBLZxemZYLZlzZAMyRSNKo6dWgtbrRozbxrPFDXdMTGVXid4yECjQWuC8A2PA5u727ohnzJnf/eoKwooiVml9MHWeaRsRSSNpQsEjSoPJ/HQkoKAlqWpEOChqoKU1tSTyGBctCY2X9bVtelFMbGLGrwKTZ1X+Y8rY7lfityY+Eam4Ym0L7vyBchkW5qNYbLDesTj79U1MaUzg1RB/OzdMo0GgRH2H1p6emnJFb3iB1tl14F7DXQUA10uwL2VLaX3Y9SieseMQVzc4mCxaIuhUO31dD032qg2LnlrTF+tfQ+CfXxwDAHAgB2YzVtPHGV5KAbPCPVU1gCkQyI2EkbUuuMDLNOi9xK6ke/f/c04ANHKICXyJ0SjC5MF5VHIxAk4XFrCKRMrWSWXtCvCvHDUgUtzE5HoifGnBdghsD8nRAin3AZlrdMQfhf6zmhh4oii0Qpk+FaCcHIc8RCInj282iySTPXXez8PJNU6uCsVGBw8PZqiV5xHgi06uIT3fwUBswBKewoYWloWlo1FPFoKjfkyISqlG40Zd3C2Ebz+coPEjbxApEpcsJirQ9IKMzwER3i6MpT+pXUqw9xZ9D72QkRAsZwzpKYBctIAQCCe9zQFkFdHOrMVK5uaMilKqM/tQxUOWqlA6R1xfKOaQELGbzb0PH0E8IA7WY5RscTSt6Ccbj3bQwfJaYQSAaCBBEuXxJRrGMqEXwK5dpFXOyAGXdMzHK+cDmTb8qBWHJ7mJTWgo7TGjSIGlK1sIG9nRVUh5zF8ZWNAy4NBgFaauSrDdqoEUC0T7GMkVqmFSHzX/gcjORZi4tARj6d0z4WGQ43/wcLFTGN5MidbroRA+9nJEZjuKFcAX1M7/ymkRyNT4RD2I6xUpTEmitI+LzvewW/CCwLA4VqQbTGCHfoXHeRQaZikTW4n/HseNYbEYPlehMYQIaYMg/YdW51Tx1svR7CIIDYi74YIG9QWlQxK3EgWq8JGL1xSbK0xYbYJaeZivUwEx3xJS0+Lx+Mz2eEBwOEZmctnuLK8KXR4NbFaLZb1Z14SAfz9s3NviLcRZR5YqsOJyl7kBywqKjwDVN99e4729wxPCwXQpg4RQ8mpidt3nhZzTIO7+j0QguvHEm+Hf2zh6qqJAnSu9iM5j4C2EmdYUYPYkiYjKEGXgchM8s0a62LxIV+sOyDDhrx+iPHTdfqoEFtQ1ig/xvCjmDxbU2JWxIOK0OP19/QZDLa15APVzzidRYD1n9AJUWcJM/CgQdIaouYaiEbzNZ0emYQWVxLWjlCkXaHmPRdV29+NyBP8zXJcgUAd3hlhX6fUlCOV91W03wAPmMZ6K/0SGU7xKWHRIOdm3sOoP6VuXdxbZlbphk1G0RCN9Z1uzAtbXP8VVLN3IcPmrKIVdKZgZCKtpiJy4LeNMk84yzcLkAKyyUtE9rXJAGeQ74bU+kuFaQ4OSkWr7vzVut5lzwBaWJjRNI8rHMWCig61oyuPJd6we2Fyt3ZrSAtQksy1CjneU8mdRdKJZ/YRTSblDERSvqCNGtCjpQAvIkohBulG8DSxeqcjWCZOgBv1k5OBZZAoHBJBgWC4mTEVm/42t786hgP4Uw/F4btg3Fda6BM4eFay+IIYGX7Mcv589/rolpmwL9MDDwGiuzAzHBBkU7dknL8Hg9VB6cE5yKk5OVECaE3y3mopYV4hogtO0EXmSsVlEHnQJ/BqAfCPch3GNAIIQC+vu1so9EJOPre+DWiyppyBNlpm8+g/3TmysMk2C9QibT9djmJocSyYQ5uDgM4CKQa2UJ1EKsvOP7nweYfGg30LrMGVXqFylTPeq3WJ8hI2ORDMnKP2iIf5nvI1gZxkgwlBmlxmkUYdMnhOWXtCnbW4lFyRdYO9mSCQBnEQbFKKiFnjESb5lx75gQuhxK50Qv7iKAWWyRk+8KR/B8d3JlvWaFxrApC11yVDyKohtfCUlBKuPPyIriWSNZLRI4LaFUx7q+RpcV0BY9/4w8T4HjV2ehJ4TlstjDf1C4WV7AEX+CvECgBQ0IyHjQKZCoYagCbyM8nqK4akBnGNEVEIsz4+tXVEIH7RI02mfApqbYOk+/PdfPi8pfq1Ifs5tvJQ1G3TgykSLXlLOJ8kBzxCds0qKGLjV2Hqn2n0BsTBOJCVwEZKCVwgEpUrmmICJZQAFXj1MM8t78SlBNqBpi5kg5XTLP4NMO3MhonuX0aRwy6CFIcanCIR/yEQoX8ByvMcW9qgsfQK5Xv4w44eP1r0xJyirxvojm6e4/Ye4noiAhW35PrxIJAMsMuRGDJPqIjBWv8ONakj3AbEBvMjqfRIQzRXzTJOZrRMa9ZWY+tGq9XuXL1smDBMzsOUXeFBIFbuLyQitdIoVAGZcsQyLHyo92IeuEr8e166pqxiFEBYtxEfqz0yTPqeFWBOwsGjE9MYWIwc5APHShDu9cmnL0XYsiJPA+EqI1vK+5kMZulCFGkE8uGKC0A2A1LAJhvrHkQWCXCEYztdstVoMBDr0DR7W8M+pvUdBjYoBooPGXdi+OcQ84quSHFTjuRhbYLI4coeDw1i0aCQVajiwfC0E6A6+N+UWxm/s5a5zRpkqTIox9GGRHnx+e6Vy3sVZhQ+AYPH0a1GTyDbi5wxlgXA7aPowDSfR3AVNqHuU9MrkPolCrOnwj8NEkoalVVvu/EDleHNlxj+42elmSvt48p3JsYcN+2Qf7UlSPAcquagXROpzDO+7WISIfQoD86XXaPfq2KyKJcoaVusrnqJ4rVqKmQDjUaSzMVkJCtkdWT+s2RaJnOpSa02sT2ZUlJsnVjMeQ9q4vftirQ2x16ARW15FBiXgSk4pMNxkgP3MiD4E1GNnyuQYUmuarV98Zm4NTKhJwNl6+ZFIaawP1PQzqExr/qUViFzSgEq7dGnL5zBCUuLWzGemig3/Pkx33szDEbneYGH9megz+KUxurgMM4IpJYdLkyxvpqTZJ+n27YshtkoZOm8d8oDfkX3fSVOn+t+cDKvDViiQR3z5l9bnIDUjZ0P7rnwTSG9TLQxi8dnz7CHeDQ4vH82mzwRYFjHyTAkIZS3QEzNoHAYcZbJ9xEH3SP8Q98Gxs7HTHg9nxYCYSi7LGUBgHDgdthHXoQrfn/GV74kC3WffjGutoullTMywlx1g3ZzYfcxP1sr9QMWKFZRsBx+7adQXq3EK0kFzIahxexeC8wEn+rlBMbJui5ptpOLBGiYedgpvOzcnp8x+NGgx5jxflNEr/SGaKkNPcdwElRWBnoDVUEVXgkBhCfjRL9x4ZPH3LuEaHfj7sfxhUR9v11R8f7+8b6Ti8CLzw5UrNTCAvWYILR15G1nQ4GeNsGmyU7/JmCH+/D80QZhxXf9iFJGhWPHXttJtPSiGe0mFMpUG3vD3DkVx7hSbWgahuZet3xFqNk9CJF/CMgQGiBEF1ofk9fy61JOnUFlUno4lEWC0Gr7B3R2BFMc2xjjSuUh0/3RIL8boDHT7dAY6Gfon2Y5gai24wzRACEk1Sgf0Skk1qha62QWxI8DKWbCoWxYGuZAxDJRZKMuiYSbAdSewydlLEAXBs0XIfQY4DzRwZXAdoDHEe6ry1nIc6xBcu45LEZlu6fJC/bSvaNnlLg0DSlIikd7binyl+i27EFQpkskx1ehRfB23gGjbo51FKei1eYNdqgWQRNxN24lEX38wLV0ABGGU5CiemBE/MgTschkYCJtZPRglpiPNSsvgXPFRCdjeT1NbSxGBCJ/WV6gvhyxJlVzPbBrwVmUUbydchB1xuqnJxTgsBc9pCJPLXIPq7Rt3CATreDoXtFp11hpsTDczmAXwXuK0lQCb1muFdWVVfFrk74QXOYkGwu1cs+TqnbzZpV7M1ivzawYh6G8NbaEa8umr7bjTy2BGOId8lmlqRaVFQ42M9Nx1BM6dUQZxO5B6KghWev2v6228RxUNVuK5QGUUQxE5WlhoN4wchJUxsoQhEL86MwDPcYN5gaClbBUC43tkkkV+m/haAE5QYmoBTCYuhgiQE6BGco00lKTUTgK+RwGyw4McqJ3+1HzOT4tlPRJU60k0osUSP/yBdqRluKFJore84LEsIQz8U/0fc9TCz7/v9sX/hQJje2Kq4+JKDyxsCG7Tv/iiGP04azc2FuDB+ZUANTmv8F24zp0EBYAG0IyQCVnQu/ZzbCkJQX7ZwxeGTAQN077XaAo/Mv9KF/JhkxEVnMeJ8+/8FJ0BglICtx8ECi/dS7XoBK+sBO9t36WXM36UAtnqAwWK2/vnjTobmglaGmpa4GtxiZLOiAyw3B0QDYmaK6DyPNzm4FbAVZUy2wDhK0SE3aXK6QLhiKoRP8IezOAyDmgJgH7n3YCBxPavdZzNdWc/i9lKTlNX1mmgE9MVJ10WFkVVGIjlDJ/bF5riw6ecpCfwFM7+bynW6naW0lV9GgAEfqhmKum2zPSzU48Su+uviF2s1KQh8O2jUH5DEYpKanymsR4UwB1EGhC6iBCV4JVIaeK4eo7tUloge03KDQ611BAu0O4EIA55zuFByoejzOW6fl7yuRx8QUwZHF46KUZ+R1o0ymKxu1jvxQ8cTjQfIeFuJwJD9nijhcHI9W6dgKkOHQrVGg4lHGI7ePuQyUTDnMZUcQDQXj+HfoUazpLHRi9RIIDK8I5HRZhlNaPfAhZ6qaqB7YD01LqkCOwtUGSQlFI7B5JI86Zb5ap5RwM10f5Ohp8XqCtGf+AhkdBoYMYAQsiaSsOvu4jasFG2cSNrEKJ5VW0MM5gAUEoTv7XIJKFtFSbmMrEU18O1a2kgcyFbyB3YOPZdgbOOEgDumpk2Uu8o6LgNd9fwSScxdJNaCbPxR3e0+agA/cYMHql9HLLF1hAvoaLxzYDgzsrmv3PsoeWiwMHigEOVQsp5NAwnJp5hGGOu8bUa0TetoRqKHquz1F4EkUxaN+b1PgX8bz7Ay9yvNyoRughNVlW29v2wF2VOw2HlSsyaEQ0AlLD3BiAZoGYY0XGLTXCSDDMHPBnwNjk/BASDeYwv7cS9cZgGtRnsb1lfjaww4G8xhYMlRiuMfRgUN1jCAMa5CjfCgWG1RkqMaxRAL5C5gpmLbCwBboLIhbwKgiphUIUaCjoV+C3gXWi24VrCsARoEIBJ0IvxOWJiRIsIVhHSJbRIMR1EpRFoTQEyg+QMYBzsNZBnoMBhQYSsCvYSmCPgQaC+ghYEOAj0CGAf8E+grkFcAygE9AxcFrAt0EZAn8E/A3sE1gkMFGAh4HHgmsGGAisGZBhgIVg48G3AzwHEgm+AEIAVAYUAmwNIBrAOUB1wJ6AvgO4AxADcAjApACIDlgdwAgANYAt4Es/Nr+8+LP3j4D/lnwh+MvyY+FX3v/H31/+7X1g+xfxy+O/1M8ovja8t/rc8lns+8s/hv+GXy9eZXq993fum9vI+ASGTIZOQ8ICQxF+HPQvtYNzQa/6u87+aPNvtbw399+GfUf0q9PfQl3x6H+hfut1F9LvRR357mdL+13YHa/2N9uHUHqbqF0adHfG/y080/K9xj8XvGbhByN8XvNvy68fvCfxscr3ILjnyl4uczeZW+zYu3J9q7Z42C9we1Vu9bUWzpsJ7AWxVsb7OOwpsC7Ou1ntZ7jezluG7aG2zsX6O+jtq76NWiZpDaDmr9o06f2hPqX0/9BXq/6r2ppq+aNnQQZCLN5yP+dlnZ56Ge7mV5XeepliZN8keaTJFnqZ72R0ztMKviHcFTjgYFmLlj/4kGAZwLWB+wDeG5xCWFpw02FSwwWBqDQCQWTmNqysasAxxlvyYj3I0TkZzyMs32obzAW83jebZstf2WarMcNdiM/XjblIabURC722aKpZCDZfYAjrBhYzulxg5iRyQIO8Ag1uSLIntsoa13gVT7eVPBAl/Y/TaFuzOMEASi077U4f2D2xre29I4YRcfp6DhiwA89gYDgRGsAcYJMwLDaW0xBCsdHwRnZF3XD7YbX9APl8GtIycAe/aOx1wek0Fj6kzSR5xu6YDp8+gOBLnYecAf1Mx16BwlFNXy2Ue0DIZDhi3f7T4nxcDCPXgoDFw/p9BdeG4zotuYbbO0ilGI9U0z9lsZ82E99juOlGw6s38LJ61wLmDeSyKxRTo241Vo0tO1XBOZaD4IV/yrYkTdbaYnpfP+5dLK5bf18C8p/4hHIQgxwhAoWC0sKzUcBAQTiw+Z0ZCxvp1cKHaMBFbkYYtMqxGWwA9jCFG5Rv5gukJeXZkKYyhDGxdXyV6qWVVw4Od/yqX/uDIApwfZLyiCCV4w4oqh5AyhQxngiA0nHt83XWc79CYGACoDOL8kLfLqg/I/6sq+8dmof5ksj5k3H9BOFY/FYvPINZzl3BeWJcuPBjJyDj1cuoFgbhroIbAByYM7PZZDreZx8mALTI3wjRwJ6PcUDBCu0DEQiREJDx1UJZB+/EX6PWNDx/CE7wqrfeEwd+m88FfbuZyBgE3ymWM7olciXzxQhOrj3+BTF8gvh/oXQuwUxtAAaICi3ZGKG34zh2Kz1hEFdJR2aiTC1/zjj+DwSzQ3looBKnW1GEhytL5b25vJN77jKsliMTyoB9nA6qYhsfteXiW2M7n9rzqWB6Wix6jusR4ceTdCdmpJVeOhZkwcWP5VxFA0xbKiJuO6J8GAimDUJSYBxuuWvK+mjKIPvhiPGIm01h+a2jrRJNdJGkFXBs5HkHSEj2kcNO5TKrRrksb1me8I5zGZf58UxEsxqVSLT/aLjlZB7XRhEGD0ph4ikjzZU/wjoHl+kskgQqbAMvdpbpgI0b15W4PHs0jIBpbmgF2eQ2O/2GAaJzKwKfTp8gRxryFss3NnclN52JihhxDXlVE7JOdP/E90ORppUjM6PGGSY7znS3ZxssYXcGwqfCSMoLDQIJnFhiLH8RvEfB8NFFjdNAvBtQ2DNF/Q0+kftDEQbjuJSBHhaCkzuburMODB3spfSCqHwQEUJnNCZCDQ9ssjNvnviJIGNNHiywBgKqsZU2NPsFYk7DTaguotNGg7mGEd4amIaYExy0Y77J2aB1EOGmSGhkxfI645qJbzWJfik9jiBRDrUrHi1ikeAfA1pAjGGNmBUy92TAIjNwVDGFzUJxk7SUv+L23U+XQoMeMUy0NN7uoLcKiExMtS4ewmBTrr1GFyeftKJyIaRQ6syIBATai5mhxVY8S3QiAWFwjgks3pZCkV3SIIg+v8NcuZSrh5h66TW5NVDBvJZlNt6FiwDYWt9vmC1Z8HCA91x+FI78vQbxDtAuoGObhAY3iHrotCWkYzO1hY886IZHjDiIG4Jbxa02CwdnkcyU6+hg09EotUlTv1uSqAgt4yCXVFeCJh1Fp4ljWCQMxZO1xGJZFN8JMMEPmNZHhjO3wlYepAibMGwSfKkpEuaiKe03wVkNmA4cC6Cl9AgkSN5lK+7Yn0odZh5hOjnFVgJ7g4BjsDQQJyiQDJW0r/lECXeHVcGPCwjNYGEu6IgJE5T3l1AOCrLr76mRV4AagCi2fzFh7SL37ZE9iaviancnxETDnMGioMBDKoxRdJJhycnHp2BUvegSBUpNg3KiTn+yMxJKD+ukMTmrkqBvikL1F0pC5DO0YUnbuHDDa0wjN1E19A1B4g7ejS3pJcl2WDlOdLkN18mjxYR79srpKHd+uUb+RXaKKIkXTCiANf9cBAB+NP5zj9yOYMOAEINGHaeCAiaoWwv4FFnWESLaoK8J9JTTWVIPhixCq9i30C97lCyFJmtdGA5gIAF+iRdRT4iLUdWgdSUH17JA5orvTnRN9OoAQSXvPUBwpQOZEH8R8iesj6aY6diE2lD5cULWZhbyAAU2zwlEEZ0OewOHU2VPwCUjF0ucAR6MP4RWOB4RJnDbHCUnZT6TG5/NHooX2S8jM7VQvGbvFTyDMQ2v4lbmqU98zUNKVfU8hb+C/8HfFOfyLB9TEnCb43zxNgmzsiF8d0Gh4+T4ENYhwo4QlQ2nkV3jzFxs2mqSqcvjCoQUVzK0AV9QwJBmOS65nyVQQFBs5Da/iUCPKfdEdZ2dz/gjJKj/98SsfNsJKZjQeGtJtQXFufET6KvlbT+ecRRaPD4k/5NKU+ltsS5gLArJEQUAPmi6Oe1qfLLDm9fDouSRIJKU7GqEWICwIMeUfsZyI+LjX7Kb2IqJJgjsZUt44ZgPJXZwEnYjSE/ZL7LKufUr+3L9SPQaFFAMLH2P+Xj9vTUEaINZppUGBmxrB7AkMj+yhcCJACjBBfQ7gRIHILzNovckDgy0rBNp95CdHRgKc9gu0OcbmOoEbEvTpzH8ZhbAKENECKAAHuqnfph0Mp5aZnBtY/+ouxZ6tLEsvUJhIbc1J22//iwSAlIf1IDX4tPzYkA8jsk0B7EgHjzoNlnOTw6iJfmRgplPU1p8I8SL84NJPWB0f+j2Dr0BHxdoTX2p/RYgSxLWpJgeFFMAOLvqK/OS7ovScHZ663l3k2ZJsQE23GFaIIQ7X975KQt58a7UhageVw3aRNV7XjQHwSQN+2M+oe6dCSuiBZi23/nSD4G5b69ZvMe54VCJ65BKyQwYvIfuVoQYB4h3GN3BGb9JgfIwUHvGGiGQdlX6DZRFiFl8bHatmCv6sGUeEDRnpgP965Nvx+Ql1gh6xKQxvBvv14BdUiyPNkob68R/WPyYfmoPiCHpe/fEu+UwAC+ER0qUe0mYf3y7sLLxZysAr2sCvKwK4pQrGiCqyVqYakjbQHYEDzTbyWFtQsGJ+gfwXru25r0yEQSWvS6IKWCH0gEPMalPaFHYBv6ZluZktScu1EFokHAvuRNt7YuaasqGBu/hXW1XQ7MGujp6EwNLpSRKhlqUK8taK7iCxFW05uWNmuTEFgZAIdlMLRM2JilZGAsfEIvRioCAc8OQaSGULN8LQAUg9BRbqECcAohvChm4KCHGYBUEDNmD/b3yZXaVhbwPz2oIF0o9tgentIXOzHcrIFwsQW8xHbOHGeXC/WLSC4BmtsvYM2da5dwX7e1TGz2GWd2S+mO2WOJL8tYAU0vSrgdQmtTIt3OlD8+u64Y0LcAAAAAAAAAAA=') 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fa-spin{0%{-webkit-transform:rotate(0);transform:rotate(0)}100%{-webkit-transform:rotate(359deg);transform:rotate(359deg)}}.bk-fa-rotate-90{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=1);-webkit-transform:rotate(90deg);-ms-transform:rotate(90deg);transform:rotate(90deg)}.bk-fa-rotate-180{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2);-webkit-transform:rotate(180deg);-ms-transform:rotate(180deg);transform:rotate(180deg)}.bk-fa-rotate-270{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=3);-webkit-transform:rotate(270deg);-ms-transform:rotate(270deg);transform:rotate(270deg)}.bk-fa-flip-horizontal{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=0,mirror=1);-webkit-transform:scale(-1,1);-ms-transform:scale(-1,1);transform:scale(-1,1)}.bk-fa-flip-vertical{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2,mirror=1);-webkit-transform:scale(1,-1);-ms-transform:scale(1,-1);transform:scale(1,-1)}:root .bk-fa-rotate-90,:root .bk-fa-rotate-180,:root .bk-fa-rotate-270,:root .bk-fa-flip-horizontal,:root .bk-fa-flip-vertical{filter:none}.bk-fa-stack{position:relative;display:inline-block;width:2em;height:2em;line-height:2em;vertical-align:middle}.bk-fa-stack-1x,.bk-fa-stack-2x{position:absolute;left:0;width:100%;text-align:center}.bk-fa-stack-1x{line-height:inherit}.bk-fa-stack-2x{font-size:2em}.bk-fa-inverse{color:#fff}.bk-fa-glass:before{content:\"\\f000\"}.bk-fa-music:before{content:\"\\f001\"}.bk-fa-search:before{content:\"\\f002\"}.bk-fa-envelope-o:before{content:\"\\f003\"}.bk-fa-heart:before{content:\"\\f004\"}.bk-fa-star:before{content:\"\\f005\"}.bk-fa-star-o:before{content:\"\\f006\"}.bk-fa-user:before{content:\"\\f007\"}.bk-fa-film:before{content:\"\\f008\"}.bk-fa-th-large:before{content:\"\\f009\"}.bk-fa-th:before{content:\"\\f00a\"}.bk-fa-th-list:before{content:\"\\f00b\"}.bk-fa-check:before{content:\"\\f00c\"}.bk-fa-remove:before,.bk-fa-close:before,.bk-fa-times:before{content:\"\\f00d\"}.bk-fa-search-plus:before{content:\"\\f00e\"}.bk-fa-search-minus:before{content:\"\\f010\"}.bk-fa-power-off:before{content:\"\\f011\"}.bk-fa-signal:before{content:\"\\f012\"}.bk-fa-gear:before,.bk-fa-cog:before{content:\"\\f013\"}.bk-fa-trash-o:before{content:\"\\f014\"}.bk-fa-home:before{content:\"\\f015\"}.bk-fa-file-o:before{content:\"\\f016\"}.bk-fa-clock-o:before{content:\"\\f017\"}.bk-fa-road:before{content:\"\\f018\"}.bk-fa-download:before{content:\"\\f019\"}.bk-fa-arrow-circle-o-down:before{content:\"\\f01a\"}.bk-fa-arrow-circle-o-up:before{content:\"\\f01b\"}.bk-fa-inbox:before{content:\"\\f01c\"}.bk-fa-play-circle-o:before{content:\"\\f01d\"}.bk-fa-rotate-right:before,.bk-fa-repeat:before{content:\"\\f01e\"}.bk-fa-refresh:before{content:\"\\f021\"}.bk-fa-list-alt:before{content:\"\\f022\"}.bk-fa-lock:before{content:\"\\f023\"}.bk-fa-flag:before{content:\"\\f024\"}.bk-fa-headphones:before{content:\"\\f025\"}.bk-fa-volume-off:before{content:\"\\f026\"}.bk-fa-volume-down:before{content:\"\\f027\"}.bk-fa-volume-up:before{content:\"\\f028\"}.bk-fa-qrcode:before{content:\"\\f029\"}.bk-fa-barcode:before{content:\"\\f02a\"}.bk-fa-tag:before{content:\"\\f02b\"}.bk-fa-tags:before{content:\"\\f02c\"}.bk-fa-book:before{content:\"\\f02d\"}.bk-fa-bookmark:before{content:\"\\f02e\"}.bk-fa-print:before{content:\"\\f02f\"}.bk-fa-camera:before{content:\"\\f030\"}.bk-fa-font:before{content:\"\\f031\"}.bk-fa-bold:before{content:\"\\f032\"}.bk-fa-italic:before{content:\"\\f033\"}.bk-fa-text-height:before{content:\"\\f034\"}.bk-fa-text-width:before{content:\"\\f035\"}.bk-fa-align-left:before{content:\"\\f036\"}.bk-fa-align-center:before{content:\"\\f037\"}.bk-fa-align-right:before{content:\"\\f038\"}.bk-fa-align-justify:before{content:\"\\f039\"}.bk-fa-list:before{content:\"\\f03a\"}.bk-fa-dedent:before,.bk-fa-outdent:before{content:\"\\f03b\"}.bk-fa-indent:before{content:\"\\f03c\"}.bk-fa-video-camera:before{content:\"\\f03d\"}.bk-fa-photo:before,.bk-fa-image:before,.bk-fa-picture-o:before{content:\"\\f03e\"}.bk-fa-pencil:before{content:\"\\f040\"}.bk-fa-map-marker:before{content:\"\\f041\"}.bk-fa-adjust:before{content:\"\\f042\"}.bk-fa-tint:before{content:\"\\f043\"}.bk-fa-edit:before,.bk-fa-pencil-square-o:before{content:\"\\f044\"}.bk-fa-share-square-o:before{content:\"\\f045\"}.bk-fa-check-square-o:before{content:\"\\f046\"}.bk-fa-arrows:before{content:\"\\f047\"}.bk-fa-step-backward:before{content:\"\\f048\"}.bk-fa-fast-backward:before{content:\"\\f049\"}.bk-fa-backward:before{content:\"\\f04a\"}.bk-fa-play:before{content:\"\\f04b\"}.bk-fa-pause:before{content:\"\\f04c\"}.bk-fa-stop:before{content:\"\\f04d\"}.bk-fa-forward:before{content:\"\\f04e\"}.bk-fa-fast-forward:before{content:\"\\f050\"}.bk-fa-step-forward:before{content:\"\\f051\"}.bk-fa-eject:before{content:\"\\f052\"}.bk-fa-chevron-left:before{content:\"\\f053\"}.bk-fa-chevron-right:before{content:\"\\f054\"}.bk-fa-plus-circle:before{content:\"\\f055\"}.bk-fa-minus-circle:before{content:\"\\f056\"}.bk-fa-times-circle:before{content:\"\\f057\"}.bk-fa-check-circle:before{content:\"\\f058\"}.bk-fa-question-circle:before{content:\"\\f059\"}.bk-fa-info-circle:before{content:\"\\f05a\"}.bk-fa-crosshairs:before{content:\"\\f05b\"}.bk-fa-times-circle-o:before{content:\"\\f05c\"}.bk-fa-check-circle-o:before{content:\"\\f05d\"}.bk-fa-ban:before{content:\"\\f05e\"}.bk-fa-arrow-left:before{content:\"\\f060\"}.bk-fa-arrow-right:before{content:\"\\f061\"}.bk-fa-arrow-up:before{content:\"\\f062\"}.bk-fa-arrow-down:before{content:\"\\f063\"}.bk-fa-mail-forward:before,.bk-fa-share:before{content:\"\\f064\"}.bk-fa-expand:before{content:\"\\f065\"}.bk-fa-compress:before{content:\"\\f066\"}.bk-fa-plus:before{content:\"\\f067\"}.bk-fa-minus:before{content:\"\\f068\"}.bk-fa-asterisk:before{content:\"\\f069\"}.bk-fa-exclamation-circle:before{content:\"\\f06a\"}.bk-fa-gift:before{content:\"\\f06b\"}.bk-fa-leaf:before{content:\"\\f06c\"}.bk-fa-fire:before{content:\"\\f06d\"}.bk-fa-eye:before{content:\"\\f06e\"}.bk-fa-eye-slash:before{content:\"\\f070\"}.bk-fa-warning:before,.bk-fa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+       "         * jQuery UI CSS Framework 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/category/theming/\n",
+       "         */.bk-ui-helper-hidden{display:none}.bk-ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.bk-ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.bk-ui-helper-clearfix:before,.bk-ui-helper-clearfix:after{content:\"\";display:table;border-collapse:collapse}.bk-ui-helper-clearfix:after{clear:both}.bk-ui-helper-clearfix{min-height:0}.bk-ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.bk-ui-front{z-index:100}.bk-ui-state-disabled{cursor:default !important}.bk-ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.bk-ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}/*!\n",
+       "         * jQuery UI Accordion 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/accordion/#theming\n",
+       "         */.bk-ui-accordion .bk-ui-accordion-header{display:block;cursor:pointer;position:relative;margin:2px 0 0 0;padding:.5em .5em .5em .7em;min-height:0;font-size:100%}.bk-ui-accordion .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-icons .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-header .bk-ui-accordion-header-icon{position:absolute;left:.5em;top:50%;margin-top:-8px}.bk-ui-accordion .bk-ui-accordion-content{padding:1em 2.2em;border-top:0;overflow:auto}/*!\n",
+       "         * jQuery UI Autocomplete 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/autocomplete/#theming\n",
+       "         */.bk-ui-autocomplete{position:absolute;top:0;left:0;cursor:default}/*!\n",
+       "         * jQuery UI Button 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/button/#theming\n",
+       "         */.bk-ui-button{display:inline-block;position:relative;padding:0;line-height:normal;margin-right:.1em;cursor:pointer;vertical-align:middle;text-align:center;overflow:visible}.bk-ui-button,.bk-ui-button:link,.bk-ui-button:visited,.bk-ui-button:hover,.bk-ui-button:active{text-decoration:none}.bk-ui-button-icon-only{width:2.2em}button.bk-ui-button-icon-only{width:2.4em}.bk-ui-button-icons-only{width:3.4em}button.bk-ui-button-icons-only{width:3.7em}.bk-ui-button .bk-ui-button-text{display:block;line-height:normal}.bk-ui-button-text-only .bk-ui-button-text{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-button-text,.bk-ui-button-icons-only .bk-ui-button-text{padding:.4em;text-indent:-9999999px}.bk-ui-button-text-icon-primary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 1em .4em 2.1em}.bk-ui-button-text-icon-secondary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 2.1em .4em 1em}.bk-ui-button-text-icons .bk-ui-button-text{padding-left:2.1em;padding-right:2.1em}input.bk-ui-button{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-icon,.bk-ui-button-text-icon-primary .bk-ui-icon,.bk-ui-button-text-icon-secondary .bk-ui-icon,.bk-ui-button-text-icons .bk-ui-icon,.bk-ui-button-icons-only .bk-ui-icon{position:absolute;top:50%;margin-top:-8px}.bk-ui-button-icon-only .bk-ui-icon{left:50%;margin-left:-8px}.bk-ui-button-text-icon-primary .bk-ui-button-icon-primary,.bk-ui-button-text-icons .bk-ui-button-icon-primary,.bk-ui-button-icons-only .bk-ui-button-icon-primary{left:.5em}.bk-ui-button-text-icon-secondary .bk-ui-button-icon-secondary,.bk-ui-button-text-icons .bk-ui-button-icon-secondary,.bk-ui-button-icons-only .bk-ui-button-icon-secondary{right:.5em}.bk-ui-buttonset{margin-right:7px}.bk-ui-buttonset .bk-ui-button{margin-left:0;margin-right:-.3em}input.bk-ui-button::-moz-focus-inner,button.bk-ui-button::-moz-focus-inner{border:0;padding:0}/*!\n",
+       "         * jQuery UI Datepicker 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/datepicker/#theming\n",
+       "         */.bk-ui-datepicker{width:17em;padding:.2em .2em 0;display:none}.bk-ui-datepicker .bk-ui-datepicker-header{position:relative;padding:.2em 0}.bk-ui-datepicker .bk-ui-datepicker-prev,.bk-ui-datepicker .bk-ui-datepicker-next{position:absolute;top:2px;width:1.8em;height:1.8em}.bk-ui-datepicker .bk-ui-datepicker-prev-hover,.bk-ui-datepicker .bk-ui-datepicker-next-hover{top:1px}.bk-ui-datepicker .bk-ui-datepicker-prev{left:2px}.bk-ui-datepicker .bk-ui-datepicker-next{right:2px}.bk-ui-datepicker .bk-ui-datepicker-prev-hover{left:1px}.bk-ui-datepicker .bk-ui-datepicker-next-hover{right:1px}.bk-ui-datepicker .bk-ui-datepicker-prev span,.bk-ui-datepicker .bk-ui-datepicker-next span{display:block;position:absolute;left:50%;margin-left:-8px;top:50%;margin-top:-8px}.bk-ui-datepicker .bk-ui-datepicker-title{margin:0 2.3em;line-height:1.8em;text-align:center}.bk-ui-datepicker .bk-ui-datepicker-title select{font-size:1em;margin:1px 0}.bk-ui-datepicker select.bk-ui-datepicker-month,.bk-ui-datepicker select.bk-ui-datepicker-year{width:45%}.bk-ui-datepicker table{width:100%;font-size:.9em;border-collapse:collapse;margin:0 0 .4em}.bk-ui-datepicker th{padding:.7em .3em;text-align:center;font-weight:bold;border:0}.bk-ui-datepicker td{border:0;padding:1px}.bk-ui-datepicker td span,.bk-ui-datepicker td a{display:block;padding:.2em;text-align:right;text-decoration:none}.bk-ui-datepicker .bk-ui-datepicker-buttonpane{background-image:none;margin:.7em 0 0 0;padding:0 .2em;border-left:0;border-right:0;border-bottom:0}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button{float:right;margin:.5em .2em .4em;cursor:pointer;padding:.2em .6em .3em .6em;width:auto;overflow:visible}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current{float:left}.bk-ui-datepicker.bk-ui-datepicker-multi{width:auto}.bk-ui-datepicker-multi .bk-ui-datepicker-group{float:left}.bk-ui-datepicker-multi .bk-ui-datepicker-group table{width:95%;margin:0 auto .4em}.bk-ui-datepicker-multi-2 .bk-ui-datepicker-group{width:50%}.bk-ui-datepicker-multi-3 .bk-ui-datepicker-group{width:33.3%}.bk-ui-datepicker-multi-4 .bk-ui-datepicker-group{width:25%}.bk-ui-datepicker-multi .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-multi .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-left-width:0}.bk-ui-datepicker-multi .bk-ui-datepicker-buttonpane{clear:left}.bk-ui-datepicker-row-break{clear:both;width:100%;font-size:0}.bk-ui-datepicker-rtl{direction:rtl}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev{right:2px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next{left:2px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev:hover{right:1px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next:hover{left:1px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane{clear:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button{float:left}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current,.bk-ui-datepicker-rtl .bk-ui-datepicker-group{float:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-rtl .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-right-width:0;border-left-width:1px}/*!\n",
+       "         * jQuery UI Dialog 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/dialog/#theming\n",
+       "         */.bk-ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.bk-ui-dialog .bk-ui-dialog-titlebar{padding:.4em 1em;position:relative}.bk-ui-dialog .bk-ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.bk-ui-dialog .bk-ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.bk-ui-dialog .bk-ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:0;overflow:auto}.bk-ui-dialog .bk-ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 1em .5em .4em}.bk-ui-dialog .bk-ui-dialog-buttonpane .bk-ui-dialog-buttonset{float:right}.bk-ui-dialog .bk-ui-dialog-buttonpane button{margin:.5em .4em .5em 0;cursor:pointer}.bk-ui-dialog .bk-ui-resizable-se{width:12px;height:12px;right:-5px;bottom:-5px;background-position:16px 16px}.bk-ui-draggable .bk-ui-dialog-titlebar{cursor:move}/*!\n",
+       "         * jQuery UI Draggable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-draggable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
+       "         * jQuery UI Menu 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/menu/#theming\n",
+       "         */.bk-ui-menu{list-style:none;padding:0;margin:0;display:block;outline:0}.bk-ui-menu .bk-ui-menu{position:absolute}.bk-ui-menu .bk-ui-menu-item{position:relative;margin:0;padding:3px 1em 3px .4em;cursor:pointer;min-height:0;list-style-image:url(\"data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7\")}.bk-ui-menu .bk-ui-menu-divider{margin:5px 0;height:0;font-size:0;line-height:0;border-width:1px 0 0 0}.bk-ui-menu .bk-ui-state-focus,.bk-ui-menu .bk-ui-state-active{margin:-1px}.bk-ui-menu-icons{position:relative}.bk-ui-menu-icons .bk-ui-menu-item{padding-left:2em}.bk-ui-menu .bk-ui-icon{position:absolute;top:0;bottom:0;left:.2em;margin:auto 0}.bk-ui-menu .bk-ui-menu-icon{left:auto;right:0}/*!\n",
+       "         * jQuery UI Progressbar 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/progressbar/#theming\n",
+       "         */.bk-ui-progressbar{height:2em;text-align:left;overflow:hidden}.bk-ui-progressbar .bk-ui-progressbar-value{margin:-1px;height:100%}.bk-ui-progressbar .bk-ui-progressbar-overlay{background:url(\"data:image/gif;base64,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\");height:100%;filter:alpha(opacity=25);opacity:.25}.bk-ui-progressbar-indeterminate .bk-ui-progressbar-value{background-image:none}/*!\n",
+       "         * jQuery UI Resizable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-resizable{position:relative}.bk-ui-resizable-handle{position:absolute;font-size:.1px;display:block;-ms-touch-action:none;touch-action:none}.bk-ui-resizable-disabled .bk-ui-resizable-handle,.bk-ui-resizable-autohide .bk-ui-resizable-handle{display:none}.bk-ui-resizable-n{cursor:n-resize;height:7px;width:100%;top:-5px;left:0}.bk-ui-resizable-s{cursor:s-resize;height:7px;width:100%;bottom:-5px;left:0}.bk-ui-resizable-e{cursor:e-resize;width:7px;right:-5px;top:0;height:100%}.bk-ui-resizable-w{cursor:w-resize;width:7px;left:-5px;top:0;height:100%}.bk-ui-resizable-se{cursor:se-resize;width:12px;height:12px;right:1px;bottom:1px}.bk-ui-resizable-sw{cursor:sw-resize;width:9px;height:9px;left:-5px;bottom:-5px}.bk-ui-resizable-nw{cursor:nw-resize;width:9px;height:9px;left:-5px;top:-5px}.bk-ui-resizable-ne{cursor:ne-resize;width:9px;height:9px;right:-5px;top:-5px}/*!\n",
+       "         * jQuery UI Selectable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-selectable{-ms-touch-action:none;touch-action:none}.bk-ui-selectable-helper{position:absolute;z-index:100;border:1px dotted black}/*!\n",
+       "         * jQuery UI Selectmenu 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/selectmenu/#theming\n",
+       "         */.bk-ui-selectmenu-menu{padding:0;margin:0;position:absolute;top:0;left:0;display:none}.bk-ui-selectmenu-menu .bk-ui-menu{overflow:auto;overflow-x:hidden;padding-bottom:1px}.bk-ui-selectmenu-menu .bk-ui-menu .bk-ui-selectmenu-optgroup{font-size:1em;font-weight:bold;line-height:1.5;padding:2px .4em;margin:.5em 0 0 0;height:auto;border:0}.bk-ui-selectmenu-open{display:block}.bk-ui-selectmenu-button{display:inline-block;overflow:hidden;position:relative;text-decoration:none;cursor:pointer}.bk-ui-selectmenu-button span.bk-ui-icon{right:.5em;left:auto;margin-top:-8px;position:absolute;top:50%}.bk-ui-selectmenu-button span.bk-ui-selectmenu-text{text-align:left;padding:.4em 2.1em .4em 1em;display:block;line-height:1.4;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}/*!\n",
+       "         * jQuery UI Sortable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-sortable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
+       "         * jQuery UI Slider 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/slider/#theming\n",
+       "         */.bk-ui-slider{position:relative;text-align:left}.bk-ui-slider .bk-ui-slider-handle{position:absolute;z-index:2;width:1.2em;height:1.2em;cursor:default;-ms-touch-action:none;touch-action:none}.bk-ui-slider .bk-ui-slider-range{position:absolute;z-index:1;font-size:.7em;display:block;border:0;background-position:0 0}.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-handle,.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-range{filter:inherit}.bk-ui-slider-horizontal{height:.8em}.bk-ui-slider-horizontal .bk-ui-slider-handle{top:-.3em;margin-left:-.6em}.bk-ui-slider-horizontal .bk-ui-slider-range{top:0;height:100%}.bk-ui-slider-horizontal .bk-ui-slider-range-min{left:0}.bk-ui-slider-horizontal .bk-ui-slider-range-max{right:0}.bk-ui-slider-vertical{width:.8em;height:100px}.bk-ui-slider-vertical .bk-ui-slider-handle{left:-.3em;margin-left:0;margin-bottom:-.6em}.bk-ui-slider-vertical .bk-ui-slider-range{left:0;width:100%}.bk-ui-slider-vertical .bk-ui-slider-range-min{bottom:0}.bk-ui-slider-vertical .bk-ui-slider-range-max{top:0}/*!\n",
+       "         * jQuery UI Spinner 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/spinner/#theming\n",
+       "         */.bk-ui-spinner{position:relative;display:inline-block;overflow:hidden;padding:0;vertical-align:middle}.bk-ui-spinner-input{border:0;background:0;color:inherit;padding:0;margin:.2em 0;vertical-align:middle;margin-left:.4em;margin-right:22px}.bk-ui-spinner-button{width:16px;height:50%;font-size:.5em;padding:0;margin:0;text-align:center;position:absolute;cursor:default;display:block;overflow:hidden;right:0}.bk-ui-spinner a.bk-ui-spinner-button{border-top:0;border-bottom:0;border-right:0}.bk-ui-spinner .bk-ui-icon{position:absolute;margin-top:-8px;top:50%;left:0}.bk-ui-spinner-up{top:0}.bk-ui-spinner-down{bottom:0}.bk-ui-spinner .bk-ui-icon-triangle-1-s{background-position:-65px -16px}/*!\n",
+       "         * jQuery UI Tabs 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/tabs/#theming\n",
+       "         */.bk-ui-tabs{position:relative;padding:.2em}.bk-ui-tabs .bk-ui-tabs-nav{margin:0;padding:.2em .2em 0}.bk-ui-tabs .bk-ui-tabs-nav li{list-style:none;float:left;position:relative;top:0;margin:1px .2em 0 0;border-bottom-width:0;padding:0;white-space:nowrap}.bk-ui-tabs .bk-ui-tabs-nav .bk-ui-tabs-anchor{float:left;padding:.5em 1em;text-decoration:none}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active{margin-bottom:-1px;padding-bottom:1px}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-state-disabled .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-loading .bk-ui-tabs-anchor{cursor:text}.bk-ui-tabs-collapsible .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor{cursor:pointer}.bk-ui-tabs .bk-ui-tabs-panel{display:block;border-width:0;padding:1em 1.4em;background:0}/*!\n",
+       "         * jQuery UI Tooltip 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/tooltip/#theming\n",
+       "         */.bk-ui-tooltip{padding:8px;position:absolute;z-index:9999;max-width:300px;-webkit-box-shadow:0 0 5px #aaa;box-shadow:0 0 5px #aaa}body .bk-ui-tooltip{border-width:2px}/*!\n",
+       "         * jQuery UI CSS Framework 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/category/theming/\n",
+       "         *\n",
+       "         * To view and modify this theme, visit http://jqueryui.com/themeroller/\n",
+       "         */.bk-ui-widget{font-family:Verdana,Arial,sans-serif;font-size:1.1em}.bk-ui-widget .bk-ui-widget{font-size:1em}.bk-ui-widget input,.bk-ui-widget select,.bk-ui-widget textarea,.bk-ui-widget button{font-family:Verdana,Arial,sans-serif;font-size:1em}.bk-ui-widget-content{border:1px solid #aaa;background:#fff url(\"images/ui-bg_flat_75_ffffff_40x100.png\") 50% 50% repeat-x;color:#222}.bk-ui-widget-content a{color:#222}.bk-ui-widget-header{border:1px solid #aaa;background:#ccc url(\"images/ui-bg_highlight-soft_75_cccccc_1x100.png\") 50% 50% repeat-x;color:#222;font-weight:bold}.bk-ui-widget-header a{color:#222}.bk-ui-state-default,.bk-ui-widget-content .bk-ui-state-default,.bk-ui-widget-header .bk-ui-state-default{border:1px solid #d3d3d3;background:#e6e6e6 url(\"images/ui-bg_glass_75_e6e6e6_1x400.png\") 50% 50% repeat-x;font-weight:normal;color:#555}.bk-ui-state-default a,.bk-ui-state-default a:link,.bk-ui-state-default 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width}.bk-slick-header-column:hover>.bk-slick-header-button{width:15px}.bk-slick-header-menubutton{position:absolute;right:0;top:0;bottom:0;width:14px;background-repeat:no-repeat;background-position:left center;background-image:url(../images/down.gif);cursor:pointer;display:none;border-left:thin ridge silver}.bk-slick-header-column:hover>.bk-slick-header-menubutton,.bk-slick-header-column-active .bk-slick-header-menubutton{display:inline-block}.bk-slick-header-menu{position:absolute;display:inline-block;margin:0;padding:2px;cursor:default}.bk-slick-header-menuitem{list-style:none;margin:0;padding:0;cursor:pointer}.bk-slick-header-menuicon{display:inline-block;width:16px;height:16px;vertical-align:middle;margin-right:4px;background-repeat:no-repeat;background-position:center center}.bk-slick-header-menucontent{display:inline-block;vertical-align:middle}.bk-slick-header-menuitem-disabled{color:silver}.bk-slick-columnpicker{border:1px solid 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.bk-slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-ui-rangeSlider{height:22px}.bk-ui-rangeSlider .bk-ui-rangeSlider-innerBar{height:16px;margin:3px 6px;background:#DDD}.bk-ui-rangeSlider .bk-ui-rangeSlider-handle{width:6px;height:22px;background:#AAA;background:rgba(100,100,100,0.3);cursor:col-resize}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar{margin:1px 0;background:#CCC;background:rgba(100,100,150,0.2);height:20px;cursor:move;cursor:grab;cursor:-moz-grab}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar.bk-ui-draggable-dragging{cursor:-moz-grabbing;cursor:grabbing}.bk-ui-rangeSlider-arrow{height:16px;margin:2px 0;width:16px;background-repeat:no-repeat}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-leftArrow{background-image:url('icons-classic/resultset_previous.png');background-position:center left}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-rightArrow{background-image:url('icons-classic/resultset_next.png');background-position:center 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+       "        /*# sourceMappingURL=bokeh.min.css.map */\n",
+       "        /* END C:\\Users\\Bradlee Speice\\Anaconda3\\lib\\site-packages\\bokeh\\server\\static\\css/bokeh.min.css */\n",
+       "</style>\n",
+       "    <div>\n",
+       "        <a href=\"http://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
+       "        <span>BokehJS successfully loaded.</span>\n",
+       "    </div>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from bokeh.plotting import figure, output_notebook, show\n",
+    "from bokeh.palettes import PuBuGn9 as Palette\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "from datetime import datetime\n",
+    "import pickle\n",
+    "\n",
+    "output_notebook()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "I'm originally from North Carolina, and I've been hearing a lot of people talking about how often it's been raining recently. They're excited for any day that has sun.\n",
+    "\n",
+    "So I got a bit curious: Has North Carolina over the past few months actually had more cloudy and rainy days recently than in previous years? This shouldn't be a particularly challenging task, but I'm interested to know if people's perceptions actually reflect reality.\n",
+    "\n",
+    "The data we'll use comes from [forecast.io][1], since they can give us a cloud cover percentage. I've gone ahead and retrieved the data to a pickle file, and included the [code that was used to generate it](#Generating-the-Forecast-file). First up: What was the average cloud cover in North Carolina during August - November, and how many days were cloudy? We're going to assume that a \"cloudy\" day is defined as any day in which the cloud cover is above 50%.\n",
+    "\n",
+    "[1]: http://forecast.io/"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))\n",
+    "forecast_df = pd.DataFrame.from_dict(city_forecasts)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': '2a4fdc48-79d5-4dae-ab6c-649854b2bfe9', 'elementid': 'c021877f-5cb6-4035-9044-c444f0727cdf', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"c021877f-5cb6-4035-9044-c444f0727cdf\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "cary_forecast = forecast_df['cary']\n",
+    "years = range(1990, 2016)\n",
+    "months = range(7, 12)\n",
+    "months_str = ['July', 'August', 'September', 'October', 'November']\n",
+    "\n",
+    "def safe_cover(frame):\n",
+    "    if frame and 'cloudCover' in frame:\n",
+    "        return frame['cloudCover']\n",
+    "    else:\n",
+    "        return np.NaN\n",
+    "\n",
+    "def monthly_avg_cloudcover(year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))\n",
+    "    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))\n",
+    "    return np.nanmean(cloud_cover_vals), cloud_cover_samples\n",
+    "\n",
+    "\n",
+    "monthly_cover_vals = [[monthly_avg_cloudcover(y, m)[0] for y in years] for m in months]\n",
+    "\n",
+    "f = figure(title='Monthly Average Cloud Cover',\n",
+    "           x_range=(1990, 2015),\n",
+    "          x_axis_label='Year')\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_cover_vals[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As we can see from the chart above, on the whole the monthly average cloud cover has been generally trending down over time. The average cloud cover is also lower than it was last year - it seems people are mostly just complaining. There are some data issues that start in 2012 that we need to be aware of - the cloud cover percentage doesn't exist for all days. Even so, the data that we have seems to reflect the wider trend, so we'll assume for now that the missing data doesn't skew our results.\n",
+    "\n",
+    "There's one more metric we want to check though - how many cloudy days were there? This is probably a better gauge of sentiment than the average monthly cover."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': '68293e2e-cd0e-4773-95ed-c4c245cb8578', 'elementid': '5b89dfb3-0bd0-482b-9e35-0acb63e01883', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"5b89dfb3-0bd0-482b-9e35-0acb63e01883\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
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\"BasicTickFormatter\"}}, \"type\": \"LinearAxis\"}];\n",
+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': '1e75e982-59a5-4e67-8947-1b11391c0f23', 'elementid': 'd2fca745-9f46-40b7-8e1d-76e542d1ef8d', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"d2fca745-9f46-40b7-8e1d-76e542d1ef8d\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def monthly_cloudy_days(year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))\n",
+    "    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))\n",
+    "    cloudy_days = [cover > .5 for cover in cloud_cover_vals]\n",
+    "    return np.count_nonzero(cloudy_days), cloud_cover_samples\n",
+    "\n",
+    "monthly_days_vals = [[monthly_cloudy_days(y, m)[0] for y in years] for m in months]\n",
+    "monthly_cover_samples = [[monthly_cloudy_days(y, m)[1] for y in years] for m in months]\n",
+    "\n",
+    "f = figure(title='Monthly Cloudy Days',\n",
+    "           x_range=(1990, 2015),\n",
+    "          x_axis_label='Year')\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_days_vals[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)\n",
+    "\n",
+    "f = figure(title='Monthly Cloud Cover Samples',\n",
+    "          x_range=(1990, 2015),\n",
+    "          x_axis_label='Year',\n",
+    "          height=300)\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_cover_samples[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "On the whole, the number of cloudy days seems to reflect the trend with average cloud cover - it's actually becoming more sunny as time progresses. That said, we need to be careful in how we view this number - because there weren't as many samples in 2015 as previous years, the number of days can get thrown off. In context though, even if most days not recorded were in fact cloudy, the overall count for 2015 would still be lower than previous years.\n",
+    "\n",
+    "# Tracking Precipitation Chances\n",
+    "\n",
+    "In addition to checking cloud cover, I wanted to check precipitation data as well - what is the average precipitation chance over a month, and how many days during a month is rain likely? The thinking is that days with a high-precipitation chance will also be days in which it is cloudy or depressing."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': 'f700bb3b-d41c-4877-9f5c-9c7737a13924', 'elementid': 'fe48a963-4ff4-44e1-8d01-b095adafd533', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"fe48a963-4ff4-44e1-8d01-b095adafd533\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def safe_precip(frame):\n",
+    "    if frame and 'precipProbability' in frame:\n",
+    "        return frame['precipProbability']\n",
+    "    else:\n",
+    "        return np.NaN\n",
+    "\n",
+    "def monthly_avg_precip(year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    precip_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))\n",
+    "    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))\n",
+    "    return np.nanmean(precip_vals), precip_samples\n",
+    "\n",
+    "monthly_avg_precip_vals = [[monthly_avg_precip(y, m)[0] for y in years] for m in months]\n",
+    "\n",
+    "f = figure(title='Monthly Average Precipitation Chance',\n",
+    "           x_range=(1990, 2015),\n",
+    "          x_axis_label='Year')\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_avg_precip_vals[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As we can see from the chart, the average chance of precipitation over a month more or less stays within a band of 0 - .1 for all months over all years. This is further evidence that the past few months are no more cloudy or rainy than previous years. Like the cloud cover though, we still want to get a count of all the rainy days, in addition to the average chance. We'll define a \"rainy day\" as any day in which the chance of rain is greater than 25%."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
+       "        var all_models = [{\"id\": \"796aa38f-3d60-4e2f-b935-9bb5eadd9c2d\", \"attributes\": {\"doc\": null, \"id\": \"796aa38f-3d60-4e2f-b935-9bb5eadd9c2d\", \"tags\": []}, \"type\": \"BasicTickFormatter\"}, {\"id\": \"6ec9712e-0074-415d-96bf-d3357cd09e8c\", \"attributes\": {\"line_color\": {\"value\": \"#1f77b4\"}, \"line_alpha\": {\"value\": 0.1}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"6ec9712e-0074-415d-96bf-d3357cd09e8c\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"dd882eaa-16df-4a51-9ef9-473dba442ac1\", \"attributes\": {\"end\": 2015, \"callback\": null, \"id\": \"dd882eaa-16df-4a51-9ef9-473dba442ac1\", \"doc\": null, \"start\": 1990, \"tags\": []}, \"type\": \"Range1d\"}, {\"id\": \"06bd0543-d74f-4e8e-8a7e-7ec0c9e24d29\", \"attributes\": {\"dimensions\": [\"width\", \"height\"], \"plot\": {\"id\": \"cf7920fd-e257-462f-ac47-e6e79f5ca051\", \"type\": \"Plot\", \"subtype\": \"Figure\"}, \"doc\": null, \"id\": 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\"y\"}, \"doc\": null, \"id\": \"54cd8fae-1f75-492c-880e-476679c409a6\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"0b0fc8f0-7d37-4eb2-a24d-4079ed075f2a\", \"attributes\": {\"data\": {\"x\": [1990, 1991, 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009, 2010, 2011, 2012, 2013, 2014, 2015], \"y\": [0, 1, 0, 0, 1, 2, 1, 1, 1, 4, 4, 2, 4, 2, 3, 0, 3, 0, 4, 2, 3, 3, 5, 2, 2, 3]}, \"callback\": null, \"doc\": null, \"id\": \"0b0fc8f0-7d37-4eb2-a24d-4079ed075f2a\", \"selected\": {\"0d\": {\"flag\": false, \"indices\": []}, \"1d\": {\"indices\": []}, \"2d\": {\"indices\": []}}, \"column_names\": [\"x\", \"y\"], \"tags\": []}, \"type\": \"ColumnDataSource\"}, {\"id\": \"33544779-cf52-4ef1-a5a9-d0b287156834\", \"attributes\": {\"plot\": {\"id\": \"cf7920fd-e257-462f-ac47-e6e79f5ca051\", \"type\": \"Plot\", \"subtype\": \"Figure\"}, \"legends\": [[\"July\", [{\"id\": \"56b59d1e-2a0d-468d-b6ec-a878d993fca1\", \"type\": \"GlyphRenderer\"}]], [\"August\", [{\"id\": \"de6db65c-17e3-4a9d-afc8-c354b75a39eb\", \"type\": \"GlyphRenderer\"}]], [\"September\", [{\"id\": \"7bbbe4a3-5097-492b-9e31-6595e9401ce0\", \"type\": \"GlyphRenderer\"}]], [\"October\", [{\"id\": \"7ac6f4e6-15f9-472d-8f37-4e66f92fc844\", \"type\": \"GlyphRenderer\"}]], [\"November\", [{\"id\": \"254e87ce-3a34-4f67-bf05-ba772708ea73\", \"type\": \"GlyphRenderer\"}]]], \"doc\": null, \"id\": \"33544779-cf52-4ef1-a5a9-d0b287156834\", \"tags\": []}, \"type\": \"Legend\"}, {\"id\": \"4c99ec8d-4996-414d-8e5c-96da15015166\", \"attributes\": {\"plot\": {\"id\": \"cf7920fd-e257-462f-ac47-e6e79f5ca051\", \"type\": \"Plot\", \"subtype\": \"Figure\"}, \"dimension\": 0, \"id\": \"4c99ec8d-4996-414d-8e5c-96da15015166\", \"doc\": null, \"ticker\": {\"id\": \"391913d5-2eec-4580-89fd-bd76999c314b\", \"type\": \"BasicTicker\"}, \"tags\": []}, \"type\": \"Grid\"}];\n",
+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': 'cf7920fd-e257-462f-ac47-e6e79f5ca051', 'elementid': '81c95d50-a301-410f-bc4c-797abe6f67a5', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"81c95d50-a301-410f-bc4c-797abe6f67a5\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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\"line_alpha\": {\"value\": 1.0}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"b295d1ca-5b38-4291-919f-8014eff52929\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"5c7e3993-745d-43de-a2e8-bc11f1b176e6\", \"attributes\": {\"line_color\": {\"value\": \"#1f77b4\"}, \"line_alpha\": {\"value\": 0.1}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"5c7e3993-745d-43de-a2e8-bc11f1b176e6\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"462b25e7-b72a-4b45-9260-b39843902256\", \"attributes\": {\"end\": 2015, \"callback\": null, \"id\": \"462b25e7-b72a-4b45-9260-b39843902256\", \"doc\": null, \"start\": 1990, \"tags\": []}, \"type\": \"Range1d\"}, {\"id\": \"0935a7fe-f889-44bc-8b0c-3e364bb0cf0a\", \"attributes\": {\"line_color\": {\"value\": \"#016c59\"}, \"line_alpha\": {\"value\": 1.0}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"0935a7fe-f889-44bc-8b0c-3e364bb0cf0a\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"00b775f6-1605-4ed7-8ab1-fbc970e8d47a\", \"attributes\": {\"line_color\": {\"value\": \"#1f77b4\"}, \"line_alpha\": {\"value\": 0.1}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"00b775f6-1605-4ed7-8ab1-fbc970e8d47a\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"9f7dd85f-e1e3-45b6-bba0-264dac900cf3\", \"attributes\": {\"line_color\": {\"value\": \"#02818a\"}, \"line_alpha\": {\"value\": 1.0}, \"y\": {\"field\": \"y\"}, \"doc\": null, \"id\": \"9f7dd85f-e1e3-45b6-bba0-264dac900cf3\", \"x\": {\"field\": \"x\"}, \"tags\": []}, \"type\": \"Line\"}, {\"id\": \"1dbcd6a1-06db-49bf-af67-d386e3e9f14f\", \"attributes\": {\"plot\": {\"id\": \"4bcda4ae-5267-4de8-b4ce-9c01c6da20d2\", \"type\": \"Plot\", \"subtype\": \"Figure\"}, \"id\": \"1dbcd6a1-06db-49bf-af67-d386e3e9f14f\", \"doc\": null, \"ticker\": {\"id\": \"95612edb-f8f2-4f17-b216-2f36178794d4\", \"type\": \"BasicTicker\"}, \"tags\": [], \"formatter\": {\"id\": \"dd56772f-e47f-4b8d-9960-d8114239447a\", \"type\": \"BasicTickFormatter\"}}, \"type\": \"LinearAxis\"}];\n",
+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modelid': '4bcda4ae-5267-4de8-b4ce-9c01c6da20d2', 'elementid': 'e0f55f0d-f1ae-4a3c-a517-63a15a51bd88', 'modeltype': 'Plot'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"e0f55f0d-f1ae-4a3c-a517-63a15a51bd88\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def monthly_rainy_days(year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    precip_prob_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))\n",
+    "    precip_prob_samples = len(list(filter(lambda x: x is not np.NaN, precip_prob_vals)))\n",
+    "    precip_days = [prob > .25 for prob in precip_prob_vals]\n",
+    "    return np.count_nonzero(precip_days), precip_prob_samples\n",
+    "\n",
+    "monthly_precip_days_vals = [[monthly_rainy_days(y, m)[0] for y in years] for m in months]\n",
+    "monthly_precip_samples = [[monthly_rainy_days(y, m)[1] for y in years] for m in months]\n",
+    "\n",
+    "f = figure(title='Monthly Rainy Days',\n",
+    "           x_range=(1990, 2015),\n",
+    "          x_axis_label='Year')\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_precip_days_vals[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)\n",
+    "\n",
+    "f = figure(title='Monthly Rainy Days Samples',\n",
+    "          x_range=(1990, 2015),\n",
+    "          x_axis_label='Year',\n",
+    "          height=300)\n",
+    "for x in range(0, len(months)):\n",
+    "    f.line(years, monthly_precip_samples[x], legend=months_str[x], color=Palette[x])\n",
+    "show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "After trying to find the number of days that are rainy, we can see that November hit its max value for rainy days in 2015. However, that value is 6, as compared to a previous maximum of 5. While it is a new record, the value isn't actually all that different. And for other months, the values are mostly in-line with the averages.\n",
+    "\n",
+    "# Summary and Conclusions\n",
+    "\n",
+    "After having looked at forecast data for Cary, it appears that the months of July - November this year in terms of weather were at worst on par with prior years, if not slightly more sunny. This seems to be a case of confirmation bias: someone complains about a string of cloudy or rainy days, and suddenly you start noticing them more.\n",
+    "\n",
+    "While this analysis doesn't take into account other areas of North Carolina, my initial guess would be to assume that other areas also will show similar results: nothing interesting is happening. Maybe that will be for another blog post later!\n",
+    "\n",
+    "Coming soon: I'll compare rain/cloud conditions in North Carolina to some other places in the U.S.!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Generating the Forecast file\n",
+    "\n",
+    "The following code was generates the file that was used throughout the blog post. Please note that I'm retrieving data for other cities to use in a future blog post, only Cary data was used for this post.\n",
+    "\n",
+    "```python\n",
+    "import pandas as pd\n",
+    "from functools import reduce\n",
+    "import requests\n",
+    "from datetime import datetime\n",
+    "\n",
+    "# Coordinate data from http://itouchmap.com/latlong.html\n",
+    "cary_loc = (35.79154,-78.781117)\n",
+    "nyc_loc = (40.78306,-73.971249)\n",
+    "seattle_loc = (47.60621,-122.332071)\n",
+    "binghamton_loc = (42.098687,-75.917974)\n",
+    "cities = {\n",
+    "    'cary': cary_loc,\n",
+    "    'nyc': nyc_loc,\n",
+    "    'seattle': seattle_loc,\n",
+    "    'binghamton': binghamton_loc\n",
+    "}\n",
+    "\n",
+    "apikey = '' # My super-secret API Key\n",
+    "\n",
+    "def get_forecast(lat, long, date=None):\n",
+    "    forecast_base = \"https://api.forecast.io/forecast/\"\n",
+    "    if date is None:\n",
+    "        url = forecast_base + apikey + '/{},{}'.format(lat, long)\n",
+    "    else:\n",
+    "        epoch = int(date.timestamp())\n",
+    "        url = forecast_base + apikey + '/{},{},{}'.format(lat, long, epoch)\n",
+    "        \n",
+    "    return requests.get(url).json()\n",
+    "    \n",
+    "years = range(1990,2016)\n",
+    "# For datetimes, the 12 is for getting the weather at noon.\n",
+    "# We're doing this over midnight because we're more concerned\n",
+    "# with what people see, and people don't typically see the weather\n",
+    "# at midnight.\n",
+    "dt_indices = [pd.date_range(start=datetime(year, 7, 1, 12),\n",
+    "                          end=datetime(year, 11, 30, 12))\n",
+    "              for year in years]\n",
+    "dt_merge = reduce(lambda x, y: x.union(y), dt_indices)\n",
+    "\n",
+    "# Because we have to pay a little bit to use the API, we use for loops here\n",
+    "# instead of a comprehension - if something breaks, we want to preserve the\n",
+    "# data already retrieved\n",
+    "city_forecasts = {}\n",
+    "for city, loc in cities.items():\n",
+    "    print(\"Retrieving data for {} starting at {}\".format(city,\n",
+    "                                                         datetime.now().strftime(\"%I:%M:%S %p\")))\n",
+    "    for dt in dt_merge:\n",
+    "        try:\n",
+    "            city_forecasts[(city, dt)] = get_forecast(*loc, dt)\n",
+    "        except Exception as e:\n",
+    "            print(e)\n",
+    "            city_forecasts[(city, dt)] = None\n",
+    "print(\"End forecast retrieval: {}\".format(datetime.now().strftime(\"%I:%M:%S %p\")))\n",
+    "\n",
+    "import pickle\n",
+    "pickle.dump(city_forecasts, open('city_forecasts.p', 'wb'))\n",
+    "\n",
+    "### Output:\n",
+    "# Retrieving data for binghamton starting at 05:13:42 PM\n",
+    "# Retrieving data for seattle starting at 05:30:51 PM\n",
+    "# Retrieving data for nyc starting at 05:48:30 PM\n",
+    "# Retrieving data for cary starting at 06:08:32 PM\n",
+    "# End forecast retrieval: 06:25:21 PM\n",
+    "```"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.0"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-01-01-complaining-about-the-weather/_notebook.md b/blog/2016-01-01-complaining-about-the-weather/_notebook.md
new file mode 100644
index 0000000..563709c
--- /dev/null
+++ b/blog/2016-01-01-complaining-about-the-weather/_notebook.md
@@ -0,0 +1,607 @@
+```python
+from bokeh.plotting import figure, output_notebook, show
+from bokeh.palettes import PuBuGn9 as Palette
+import pandas as pd
+import numpy as np
+from datetime import datetime
+import pickle
+
+output_notebook()
+```
+
+
+
+<script type="text/javascript">
+    /* BEGIN C:\Users\Bradlee Speice\Anaconda3\lib\site-packages\bokeh\server\static\js/bokeh.min.js */
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r=t.reset?"reset":"set";n[r](i,t),e&&e(n,i,t),n.trigger("sync",n,i,t)},O(this,t),this.sync("read",this,t)},create:function(t,e){if(e=e?i.clone(e):{},!(t=this._prepareModel(t,e)))return!1;e.wait||this.add(t,e);var n=this,r=e.success;return e.success=function(t,i){e.wait&&n.add(t,e),r&&r(t,i,e)},t.save(null,e),t},parse:function(t,e){return t},clone:function(){return new this.constructor(this.models)},_reset:function(){this.length=0,this.models=[],this._byId={}},_prepareModel:function(t,e){if(t instanceof p)return t;e=e?i.clone(e):{},e.collection=this;var n=new this.model(t,e);return n.validationError?(this.trigger("invalid",this,n.validationError,e),!1):n},_addReference:function(t,e){this._byId[t.cid]=t,null!=t.id&&(this._byId[t.id]=t),t.collection||(t.collection=this),t.on("all",this._onModelEvent,this)},_removeReference:function(t,e){this===t.collection&&delete t.collection,t.off("all",this._onModelEvent,this)},_onModelEvent:function(t,e,i,n){("add"!==t&&"remove"!==t||i===this)&&("destroy"===t&&this.remove(e,n),e&&t==="change:"+e.idAttribute&&(delete this._byId[e.previous(e.idAttribute)],null!=e.id&&(this._byId[e.id]=e)),this.trigger.apply(this,arguments))}});var _=["forEach","each","map","collect","reduce","foldl","inject","reduceRight","foldr","find","detect","filter","select","reject","every","all","some","any","include","contains","invoke","max","min","toArray","size","first","head","take","initial","rest","tail","drop","last","without","difference","indexOf","shuffle","lastIndexOf","isEmpty","chain","sample"];i.each(_,function(t){f.prototype[t]=function(){var e=o.call(arguments);return e.unshift(this.models),i[t].apply(i,e)}});var v=["groupBy","countBy","sortBy","indexBy"];i.each(v,function(t){f.prototype[t]=function(e,n){var r=i.isFunction(e)?e:function(t){return t.get(e)};return i[t](this.models,r,n)}});var 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a.length?[w(s.concat(a),"identifier",!0),a]:void 0}function V(){C.apply(this,arguments);var t=c(this.handler,this);this.touch=new q(this.manager,t),this.mouse=new L(this.manager,t)}function $(t,e){this.manager=t,this.set(e)}function U(t){if(_(t,ie))return ie;var e=_(t,ne),i=_(t,re);return e&&i?ne+" "+re:e||i?e?ne:re:_(t,ee)?ee:te}function G(t){this.id=k(),this.manager=null,this.options=u(t||{},this.defaults),this.options.enable=d(this.options.enable,!0),this.state=se,this.simultaneous={},this.requireFail=[]}function X(t){return t&he?"cancel":t&le?"end":t&ae?"move":t&oe?"start":""}function Z(t){return t==Nt?"down":t==It?"up":t==Pt?"left":t==Et?"right":""}function J(t,e){var i=e.manager;return i?i.get(t):t}function Q(){G.apply(this,arguments)}function K(){Q.apply(this,arguments),this.pX=null,this.pY=null}function tt(){Q.apply(this,arguments)}function et(){G.apply(this,arguments),this._timer=null,this._input=null}function it(){Q.apply(this,arguments)}function nt(){Q.apply(this,arguments)}function rt(){G.apply(this,arguments),this.pTime=!1,
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Wt={pointerdown:Ct,pointermove:Dt,pointerup:Tt,pointercancel:St,pointerout:St},qt={2:bt,3:wt,4:xt,5:kt},Yt="pointerdown",Vt="pointermove pointerup pointercancel";t.MSPointerEvent&&(Yt="MSPointerDown",Vt="MSPointerMove MSPointerUp MSPointerCancel"),h(H,C,{handler:function(t){var e=this.store,i=!1,n=t.type.toLowerCase().replace("ms",""),r=Wt[n],s=qt[t.pointerType]||t.pointerType,o=s==bt,a=y(e,t.pointerId,"pointerId");r&Ct&&(0===t.button||o)?0>a&&(e.push(t),a=e.length-1):r&(Tt|St)&&(i=!0),0>a||(e[a]=t,this.callback(this.manager,r,{pointers:e,changedPointers:[t],pointerType:s,srcEvent:t}),i&&e.splice(a,1))}});var $t={touchstart:Ct,touchmove:Dt,touchend:Tt,touchcancel:St},Ut="touchstart",Gt="touchstart touchmove touchend touchcancel";h(B,C,{handler:function(t){var e=$t[t.type];if(e===Ct&&(this.started=!0),this.started){var 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Jt=x(ht.style,"touchAction"),Qt=Jt!==r,Kt="compute",te="auto",ee="manipulation",ie="none",ne="pan-x",re="pan-y";$.prototype={set:function(t){t==Kt&&(t=this.compute()),Qt&&(this.manager.element.style[Jt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return a(this.manager.recognizers,function(e){p(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))}),U(t.join(" "))},preventDefaults:function(t){if(!Qt){var e=t.srcEvent,i=t.offsetDirection;if(this.manager.session.prevented)return void e.preventDefault();var n=this.actions,r=_(n,ie),s=_(n,re),o=_(n,ne);return r||s&&i&Rt||o&&i&zt?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var se=1,oe=2,ae=4,le=8,ue=le,he=16,ce=32;G.prototype={defaults:{},set:function(t){return l(this.options,t),this.manager&&this.manager.touchAction.update(),this},recognizeWith:function(t){if(o(t,"recognizeWith",this))return 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t=0;t<this.requireFail.length;){if(!(this.requireFail[t].state&(ce|se)))return!1;t++}return!0},recognize:function(t){var e=l({},t);return p(this.options.enable,[this,e])?(this.state&(ue|he|ce)&&(this.state=se),this.state=this.process(e),void(this.state&(oe|ae|le|he)&&this.tryEmit(e))):(this.reset(),void(this.state=ce))},process:function(t){},getTouchAction:function(){},reset:function(){}},h(Q,G,{defaults:{pointers:1},attrTest:function(t){var e=this.options.pointers;return 0===e||t.pointers.length===e},process:function(t){var e=this.state,i=t.eventType,n=e&(oe|ae),r=this.attrTest(t);return n&&(i&St||!r)?e|he:n||r?i&Tt?e|le:e&oe?e|ae:oe:ce}}),h(K,Q,{defaults:{event:"pan",threshold:10,pointers:1,direction:jt},getTouchAction:function(){var t=this.options.direction,e=[];return t&Rt&&e.push(re),t&zt&&e.push(ne),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(e.direction&Rt?(r=0===s?At:0>s?Pt:Et,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?At:0>o?It:Nt,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Q.prototype.attrTest.call(this,t)&&(this.state&oe||!(this.state&oe)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this._super.emit.call(this,t)}}),h(tt,Q,{defaults:{event:"pinch",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&oe)},emit:function(t){if(this._super.emit.call(this,t),1!==t.scale){var e=t.scale<1?"in":"out";this.manager.emit(this.options.event+e,t)}}}),h(et,G,{defaults:{event:"press",pointers:1,time:500,threshold:5},getTouchAction:function(){return[te]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||t.eventType&(Tt|St)&&!r)this.reset();else if(t.eventType&Ct)this.reset(),this._timer=s(function(){this.state=ue,this.tryEmit()},e.time,this);else if(t.eventType&Tt)return ue;return ce},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===ue&&(t&&t.eventType&Tt?this.manager.emit(this.options.event+"up",t):(this._input.timeStamp=ft(),this.manager.emit(this.options.event,this._input)))}}),h(it,Q,{defaults:{event:"rotate",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&oe)}}),h(nt,Q,{defaults:{event:"swipe",threshold:10,velocity:.65,direction:Rt|zt,pointers:1},getTouchAction:function(){return K.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(Rt|zt)?e=t.velocity:i&Rt?e=t.velocityX:i&zt&&(e=t.velocityY),this._super.attrTest.call(this,t)&&i&t.direction&&t.distance>this.options.threshold&&dt(e)>this.options.velocity&&t.eventType&Tt},emit:function(t){var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),h(rt,G,{defaults:{event:"tap",pointers:1,taps:1,interval:300,time:250,threshold:2,posThreshold:10},getTouchAction:function(){return[ee]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime<e.time;if(this.reset(),t.eventType&Ct&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=Tt)return this.failTimeout();var o=this.pTime?t.timeStamp-this.pTime<e.interval:!0,a=!this.pCenter||z(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ue,this.tryEmit()},e.interval,this),oe):ue}return ce},failTimeout:function(){return this._timer=s(function(){this.state=ce},this.options.interval,this),ce},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ue&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),st.VERSION="2.0.4",st.defaults={domEvents:!1,touchAction:Kt,enable:!0,inputTarget:null,inputClass:null,preset:[[it,{enable:!1}],[tt,{enable:!1},["rotate"]],[nt,{direction:Rt}],[K,{direction:Rt},["swipe"]],[rt],[rt,{event:"doubletap",taps:2},["tap"]],[et]],cssProps:{userSelect:"none",touchSelect:"none",touchCallout:"none",contentZooming:"none",userDrag:"none",tapHighlightColor:"rgba(0,0,0,0)"}};var pe=1,de=2;ot.prototype={set:function(t){return l(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?de:pe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var i,n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&ue)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],e.stopped===de||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(oe|ae|le)&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof G)return t;for(var e=this.recognizers,i=0;i<e.length;i++)if(e[i].options.event==t)return e[i];return null},add:function(t){if(o(t,"add",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(o(t,"remove",this))return this;var e=this.recognizers;return t=this.get(t),e.splice(y(e,t),1),this.touchAction.update(),this},on:function(t,e){var i=this.handlers;return a(v(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this},off:function(t,e){var i=this.handlers;return a(v(t),function(t){e?i[t].splice(y(i[t],e),1):delete i[t]}),this},emit:function(t,e){this.options.domEvents&&lt(t,e);var i=this.handlers[t]&&this.handlers[t].slice();if(i&&i.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var 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define&&define.amd?define(["jquery"],t):"object"==typeof i?e.exports=t:t(jQuery)}(function(t){function e(e){var o=e||window.event,a=l.call(arguments,1),u=0,c=0,p=0,d=0,f=0,g=0;if(e=t.event.fix(o),e.type="mousewheel","detail"in o&&(p=-1*o.detail),"wheelDelta"in o&&(p=o.wheelDelta),"wheelDeltaY"in o&&(p=o.wheelDeltaY),"wheelDeltaX"in o&&(c=-1*o.wheelDeltaX),"axis"in o&&o.axis===o.HORIZONTAL_AXIS&&(c=-1*p,p=0),u=0===p?c:p,"deltaY"in o&&(p=-1*o.deltaY,u=p),"deltaX"in o&&(c=o.deltaX,0===p&&(u=-1*c)),0!==p||0!==c){if(1===o.deltaMode){var m=t.data(this,"mousewheel-line-height");u*=m,p*=m,c*=m}else if(2===o.deltaMode){var _=t.data(this,"mousewheel-page-height");u*=_,p*=_,c*=_}if(d=Math.max(Math.abs(p),Math.abs(c)),(!s||s>d)&&(s=d,n(o,d)&&(s/=40)),n(o,d)&&(u/=40,c/=40,p/=40),u=Math[u>=1?"floor":"ceil"](u/s),c=Math[c>=1?"floor":"ceil"](c/s),p=Math[p>=1?"floor":"ceil"](p/s),h.settings.normalizeOffset&&this.getBoundingClientRect){var v=this.getBoundingClientRect();f=e.clientX-v.left,g=e.clientY-v.top}return e.deltaX=c,e.deltaY=p,e.deltaFactor=s,e.offsetX=f,e.offsetY=g,e.deltaMode=0,a.unshift(e,u,c,p),r&&clearTimeout(r),r=setTimeout(i,200),(t.event.dispatch||t.event.handle).apply(this,a)}}function i(){s=null}function n(t,e){return h.settings.adjustOldDeltas&&"mousewheel"===t.type&&e%120===0}var r,s,o=["wheel","mousewheel","DOMMouseScroll","MozMousePixelScroll"],a="onwheel"in document||document.documentMode>=9?["wheel"]:["mousewheel","DomMouseScroll","MozMousePixelScroll"],l=Array.prototype.slice;if(t.event.fixHooks)for(var u=o.length;u;)t.event.fixHooks[o[--u]]=t.event.mouseHooks;var h=t.event.special.mousewheel={version:"3.1.12",setup:function(){if(this.addEventListener)for(var i=a.length;i;)this.addEventListener(a[--i],e,!1);else this.onmousewheel=e;t.data(this,"mousewheel-line-height",h.getLineHeight(this)),t.data(this,"mousewheel-page-height",h.getPageHeight(this))},teardown:function(){if(this.removeEventListener)for(var i=a.length;i;)this.removeEventListener(a[--i],e,!1);else this.onmousewheel=null;t.removeData(this,"mousewheel-line-height"),t.removeData(this,"mousewheel-page-height")},getLineHeight:function(e){var i=t(e),n=i["offsetParent"in t.fn?"offsetParent":"parent"]();return n.length||(n=t("body")),parseInt(n.css("fontSize"),10)||parseInt(i.css("fontSize"),10)||16},getPageHeight:function(e){return t(e).height()},settings:{adjustOldDeltas:!0,normalizeOffset:!0}};t.fn.extend({mousewheel:function(t){return t?this.bind("mousewheel",t):this.trigger("mousewheel")},unmousewheel:function(t){return this.unbind("mousewheel",t)}})})},{}],5:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./position"),t("./menu"),function(t,e){t.widget("ui.autocomplete",{version:"1.10.4",defaultElement:"<input>",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:"left top",at:"left bottom",collision:"none"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s="textarea"===r,o="input"===r;this.isMultiLine=s?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[s||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(r){if(this.element.prop("readOnly"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move("previousPage",r);break;case s.PAGE_DOWN:e=!0,this._move("nextPage",r);break;case s.UP:e=!0,this._keyEvent("previous",r);break;case s.DOWN:e=!0,this._keyEvent("next",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(":visible")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(":visible"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move("previousPage",n);break;case r.PAGE_DOWN:this._move("nextPage",n);break;case r.UP:this._keyEvent("previous",n);break;case r.DOWN:this._keyEvent("next",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().data("ui-menu"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(".ui-menu-item").length||this._delay(function(){var e=this;this.document.one("mousedown",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one("mousemove",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data("ui-autocomplete-item");!1!==this._trigger("focus",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data("ui-autocomplete-item"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger("select",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t("<span>",{role:"status","aria-live":"polite"}).addClass("ui-helper-hidden-accessible").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),"source"===t&&this._initSource(),"appendTo"===t&&this.menu.element.appendTo(this._appendTo()),"disabled"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(".ui-front")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:"json",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger("search",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var e=++this.requestIndex;return t.proxy(function(t){e===this.requestIndex&&this.__response(t),this.pending--,this.pending||this.element.removeClass("ui-autocomplete-loading")},this)},__response:function(t){t&&(t=this._normalize(t)),this._trigger("response",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger("open")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",t))},_change:function(t){this.previous!==this._value()&&this._trigger("change",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return"string"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data("ui-autocomplete-item",e)},_renderItem:function(e,i){return t("<li>").append(t("<a>").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),"i");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget("ui.autocomplete",t.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(t){return t+(t>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n)},{"./core":7,"./menu":12,"./position":14,"./widget":17,jquery:18}],6:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),function(t,e){var i,n="ui-button ui-widget ui-state-default ui-corner-all",r="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",s=function(){var e=t(this);setTimeout(function(){e.find(":ui-button").button("refresh")},1)},o=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,"\\'"),r=n?t(n).find("[name='"+i+"']"):t("[name='"+i+"']",e.ownerDocument).filter(function(){return!this.form})),r};t.widget("ui.button",{version:"1.10.4",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,s),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var e=this,r=this.options,a="checkbox"===this.type||"radio"===this.type,l=a?"":"ui-state-active";null===r.label&&(r.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(n).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){r.disabled||this===i&&t(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){r.disabled||t(this).removeClass(l)}).bind("click"+this.eventNamespace,function(t){r.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass("ui-state-focus")},blur:function(){this.buttonElement.removeClass("ui-state-focus")}}),a&&this.element.bind("change"+this.eventNamespace,function(){e.refresh()}),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return r.disabled?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(r.disabled)return!1;t(this).addClass("ui-state-active"),e.buttonElement.attr("aria-pressed","true");var i=e.element[0];o(i).not(i).map(function(){return t(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return r.disabled?!1:(t(this).addClass("ui-state-active"),i=this,void e.document.one("mouseup",function(){i=null}))}).bind("mouseup"+this.eventNamespace,function(){return r.disabled?!1:void t(this).removeClass("ui-state-active")}).bind("keydown"+this.eventNamespace,function(e){return r.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass("ui-state-active"))}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){t(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption("disabled",r.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is("[type=checkbox]")?this.type="checkbox":this.element.is("[type=radio]")?this.type="radio":this.element.is("input")?this.type="input":this.type="button","checkbox"===this.type||"radio"===this.type?(t=this.element.parents().last(),e="label[for='"+this.element.attr("id")+"']",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(n+" ui-state-active "+r).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(t,e){return this._super(t,e),"disabled"===t?(this.element.prop("disabled",!!e),void(e&&this.buttonElement.removeClass("ui-state-focus"))):void this._resetButton()},refresh:function(){var e=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");e!==this.options.disabled&&this._setOption("disabled",e),"radio"===this.type?o(this.element[0]).each(function(){t(this).is(":checked")?t(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):t(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(r),i=t("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,s=n.primary&&n.secondary,o=[];n.primary||n.secondary?(this.options.text&&o.push("ui-button-text-icon"+(s?"s":n.primary?"-primary":"-secondary")),n.primary&&e.prepend("<span class='ui-button-icon-primary ui-icon "+n.primary+"'></span>"),n.secondary&&e.append("<span class='ui-button-icon-secondary ui-icon "+n.secondary+"'></span>"),this.options.text||(o.push(s?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||e.attr("title",t.trim(i)))):o.push("ui-button-text-only"),e.addClass(o.join(" "))}}),t.widget("ui.buttonset",{version:"1.10.4",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(t,e){"disabled"===t&&this.buttons.button("option",t,e),this._super(t,e)},refresh:function(){var e="rtl"===this.element.css("direction");this.buttons=this.element.find(this.options.items).filter(":ui-button").button("refresh").end().not(":ui-button").button().end().map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(e?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(e?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}})}(n)},{"./core":7,"./widget":17,jquery:18}],7:[function(t,e,i){var n=t("jquery");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return"area"===a?(r=e.parentNode,s=r.name,e.href&&s&&"map"===r.nodeName.toLowerCase()?(o=t("img[usemap=#"+s+"]")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:"a"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return"hidden"===t.css(this,"visibility")}).length}var r=0,s=/^ui-id-\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:"1.10.4",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return"number"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css("position"))||/absolute/.test(this.css("position"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,"position"))&&/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0),/fixed/.test(this.css("position"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css("zIndex",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css("position"),("absolute"===n||"relative"===n||"fixed"===n)&&(r=parseInt(s.css("zIndex"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr("id")})}}),t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,"tabindex")))},tabbable:function(e){var n=t.attr(e,"tabindex"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t("<a>").outerWidth(1).jquery||t.each(["Width","Height"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,"padding"+this))||0,n&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),r&&(i-=parseFloat(t.css(e,"margin"+this))||0);
+        }),i}var s="Width"===n?["Left","Right"]:["Top","Bottom"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+n]=function(i){return i===e?a["inner"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+"px")})},t.fn["outer"+n]=function(e,i){return"number"!=typeof e?a["outer"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+"px")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t("<a>").data("a-b","a").removeData("a-b").data("a-b")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart="onselectstart"in document.createElement("div"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?"selectstart":"mousedown")+".ui-disableSelection",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(".ui-disableSelection")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var n=i&&"left"===i?"scrollLeft":"scrollTop",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n)},{jquery:18}],8:[function(t,e,i){var n=t("jquery");t("./core"),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId="ui-datepicker-div",this._inlineClass="ui-datepicker-inline",this._appendClass="ui-datepicker-append",this._triggerClass="ui-datepicker-trigger",this._dialogClass="ui-datepicker-dialog",this._disableClass="ui-datepicker-disabled",this._unselectableClass="ui-datepicker-unselectable",this._currentClass="ui-datepicker-current-day",this._dayOverClass="ui-datepicker-days-cell-over",this.regional=[],this.regional[""]={closeText:"Done",prevText:"Prev",nextText:"Next",currentText:"Today",monthNames:["January","February","March","April","May","June","July","August","September","October","November","December"],monthNamesShort:["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"],dayNames:["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],dayNamesShort:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],dayNamesMin:["Su","Mo","Tu","We","Th","Fr","Sa"],weekHeader:"Wk",dateFormat:"mm/dd/yy",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:""},this._defaults={showOn:"focus",showAnim:"fadeIn",showOptions:{},defaultDate:null,appendText:"",buttonText:"...",buttonImage:"",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:"c-10:c+10",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:"+10",minDate:null,maxDate:null,duration:"fast",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:"",altFormat:"",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[""]),this.dpDiv=n(t("<div id='"+this._mainDivId+"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>"))}function n(e){var i="button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a";return e.delegate(i,"mouseout",function(){t(this).removeClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).removeClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).removeClass("ui-datepicker-next-hover")}).delegate(i,"mouseover",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(".ui-datepicker-calendar").find("a").removeClass("ui-state-hover"),t(this).addClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).addClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).addClass("ui-datepicker-next-hover"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:"1.10.4"}});var s,o="datepicker";t.extend(i.prototype,{markerClassName:"hasDatepicker",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r="div"===n||"span"===n,e.id||(this.uuid+=1,e.id="dp"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),"input"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\-])/g,"\\\\$1");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t("<div class='"+this._inlineClass+" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,"appendText"),a=this._get(i,"isRTL");i.append&&i.append.remove(),o&&(i.append=t("<span class='"+this._appendClass+"'>"+o+"</span>"),e[a?"before":"after"](i.append)),e.unbind("focus",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,"showOn"),("focus"===n||"both"===n)&&e.focus(this._showDatepicker),("button"===n||"both"===n)&&(r=this._get(i,"buttonText"),s=this._get(i,"buttonImage"),i.trigger=t(this._get(i,"buttonImageOnly")?t("<img/>").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t("<button type='button'></button>").addClass(this._triggerClass).html(s?t("<img/>").attr({src:s,alt:r,title:r}):r)),e[a?"before":"after"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,"autoSize")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,"dateFormat");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?"monthNames":"monthNamesShort"))),s.setDate(e(this._get(t,o.match(/DD/)?"dayNames":"dayNamesShort"))+20-s.getDay())),t.input.attr("size",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css("display","block"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l="dp"+this.uuid,this._dialogInput=t("<input type='text' id='"+l+"' style='position: absolute; top: -100px; width: 0px;'/>"),this._dialogInput.keydown(this._doKeyDown),t("body").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css("left",this._pos[0]+20+"px").css("top",this._pos[1]+"px"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),"input"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind("focus",this._showDatepicker).unbind("keydown",this._doKeyDown).unbind("keypress",this._doKeyPress).unbind("keyup",this._doKeyUp)):("div"===i||"span"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!1,s.trigger.filter("button").each(function(){this.disabled=!1}).end().filter("img").css({opacity:"1.0",cursor:""})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().removeClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!0,s.trigger.filter("button").each(function(){this.disabled=!0}).end().filter("img").css({opacity:"0.5",cursor:"default"})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().addClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw"Missing instance data for this datepicker"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&"string"==typeof n?"defaults"===n?t.extend({},t.datepicker._defaults):h?"all"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},"string"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,"min"),u=this._getMinMaxDate(h,"max"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),"disabled"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(".ui-datepicker-rtl");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t("td."+t.datepicker._dayOverClass+":not(."+t.datepicker._currentClass+")",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,"onSelect"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,"D"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,"D"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,"constrainInput")?(i=t.datepicker._possibleChars(t.datepicker._get(r,"dateFormat")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||" ">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,"dateFormat"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,"input"!==e.nodeName.toLowerCase()&&(e=t("input",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,"beforeShow"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=""),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|="fixed"===t(this).css("position"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:"absolute",display:"block",top:"-1000px"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?"static":o?"fixed":"absolute",display:"none",left:a.left+"px",top:a.top+"px"}),i.inline||(l=t.datepicker._get(i,"showAnim"),u=t.datepicker._get(i,"duration"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,"showOptions"),u):i.dpDiv[l||"show"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find("."+this._dayOverClass+" a").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass("ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4").width(""),r>1&&e.dpDiv.addClass("ui-datepicker-multi-"+r).css("width",o*r+"em"),e.dpDiv[(1!==n[0]||1!==n[1]?"add":"remove")+"Class"]("ui-datepicker-multi"),e.dpDiv[(this._get(e,"isRTL")?"add":"remove")+"Class"]("ui-datepicker-rtl"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find("select.ui-datepicker-year:first").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(":visible")&&!t.input.is(":disabled")&&!t.input.is(":focus")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,"isRTL")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,"isRTL");e&&("hidden"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?"previousSibling":"nextSibling"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,"showAnim"),n=this._get(a,"duration"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,"showOptions"),n,r):a.dpDiv["slideDown"===i?"slideUp":"fadeIn"===i?"fadeOut":"hide"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,"onClose"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():"",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:"absolute",left:"0",top:"-100px"}),t.blockUI&&(t.unblockUI(),t("body").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(".ui-datepicker-calendar")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents("#"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest("."+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+("M"===n?this._get(s,"showCurrentAtPos"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,"gotoCurrent")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s["selected"+("M"===n?"Month":"Year")]=s["draw"+("M"===n?"Month":"Year")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t("a",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,"")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,"onSelect"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger("change"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],"object"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,"altField");s&&(i=this._get(e,"altFormat")||this._get(e,"dateFormat"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,""]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw"Invalid arguments";if(i="object"==typeof i?i.toString():i+"",""===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h="string"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n="@"===t?14:"!"===t?20:"y"===t&&e?4:"o"===t?3:2,r=new RegExp("^\\d{1,"+n+"}"),s=i.substring(l).match(r);if(!s)throw"Missing number at position "+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw"Unknown name at position "+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw"Unexpected literal at position "+l;l++};for(r=0;r<e.length;r++)if(y)"'"!==e.charAt(r)||b("'")?k():y=!1;else switch(e.charAt(r)){case"d":_=w("d");break;case"D":x("D",c,p);break;case"o":v=w("o");break;case"m":m=w("m");break;case"M":m=x("M",d,f);break;case"y":g=w("y");break;case"@":a=new Date(w("@")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"!":a=new Date((w("!")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"'":b("'")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\s+/.test(o)))throw"Extra/unparsed characters found in date: "+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw"Invalid date";return a},ATOM:"yy-mm-dd",COOKIE:"D, dd M yy",ISO_8601:"yy-mm-dd",RFC_822:"D, d M y",RFC_850:"DD, dd-M-y",RFC_1036:"D, d M y",RFC_1123:"D, d M yy",RFC_2822:"D, d M yy",RSS:"D, d M y",TICKS:"!",TIMESTAMP:"@",W3C:"yy-mm-dd",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return"";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=""+e;if(l(t))for(;n.length<i;)n="0"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c="",p=!1;if(e)for(n=0;n<t.length;n++)if(p)"'"!==t.charAt(n)||l("'")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case"d":c+=u("d",e.getDate(),2);break;case"D":c+=h("D",e.getDay(),r,s);break;case"o":c+=u("o",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case"m":c+=u("m",e.getMonth()+1,2);break;case"M":c+=h("M",e.getMonth(),o,a);break;case"y":c+=l("y")?e.getFullYear():(e.getYear()%100<10?"0":"")+e.getYear()%100;break;case"@":c+=e.getTime();break;case"!":c+=1e4*e.getTime()+this._ticksTo1970;break;case"'":l("'")?c+="'":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i="",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)"'"!==t.charAt(e)||r("'")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case"d":case"m":case"y":case"@":i+="0123456789";break;case"D":case"M":return null;case"'":r("'")?i+="'":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,"dateFormat"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?"":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,"defaultDate"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,"dateFormat"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\-]?[0-9]+)\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||"d"){case"d":case"D":a+=parseInt(u[1],10);break;case"w":case"W":a+=7*parseInt(u[1],10);break;case"m":case"M":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case"y":case"Y":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||""===i?n:"string"==typeof i?s(i):"number"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&"Invalid Date"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?"":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&""===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,"stepMonths"),n="#"+e.id.replace(/\\\\/g,"\\");e.dpDiv.find("[data-handler]").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,"M")},next:function(){t.datepicker._adjustDate(n,+i,"M")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute("data-month"),+this.getAttribute("data-year"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,"M"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,"Y"),!1}};t(this).bind(this.getAttribute("data-event"),e[this.getAttribute("data-handler")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,"isRTL"),q=this._get(t,"showButtonPanel"),Y=this._get(t,"hideIfNoPrevNext"),V=this._get(t,"navigationAsDateFormat"),$=this._getNumberOfMonths(t),U=this._get(t,"showCurrentAtPos"),G=this._get(t,"stepMonths"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,"min"),Q=this._getMinMaxDate(t,"max"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,"prevText"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>":Y?"":"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>",r=this._get(t,"nextText"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>":Y?"":"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>",o=this._get(t,"currentText"),a=this._get(t,"gotoCurrent")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?"":"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>"+this._get(t,"closeText")+"</button>",u=q?"<div class='ui-datepicker-buttonpane ui-widget-content'>"+(W?l:"")+(this._isInRange(t,a)?"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>"+o+"</button>":"")+(W?"":l)+"</div>":"",h=parseInt(this._get(t,"firstDay"),10),h=isNaN(h)?0:h,c=this._get(t,"showWeek"),p=this._get(t,"dayNames"),d=this._get(t,"dayNamesMin"),f=this._get(t,"monthNames"),g=this._get(t,"monthNamesShort"),m=this._get(t,"beforeShowDay"),_=this._get(t,"showOtherMonths"),v=this._get(t,"selectOtherMonths"),y=this._getDefaultDate(t),b="",x=0;x<$[0];x++){for(k="",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=" ui-corner-all",T="",X){if(T+="<div class='ui-datepicker-group",$[1]>1)switch(M){case 0:T+=" ui-datepicker-group-first",D=" ui-corner-"+(W?"right":"left");break;case $[1]-1:T+=" ui-datepicker-group-last",D=" ui-corner-"+(W?"left":"right");break;default:T+=" ui-datepicker-group-middle",D=""}T+="'>"}for(T+="<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix"+D+"'>"+(/all|left/.test(D)&&0===x?W?s:n:"")+(/all|right/.test(D)&&0===x?W?n:s:"")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+"</div><table class='ui-datepicker-calendar'><thead><tr>",S=c?"<th class='ui-datepicker-week-col'>"+this._get(t,"weekHeader")+"</th>":"",w=0;7>w;w++)A=(w+h)%7,S+="<th"+((w+h+6)%7>=5?" class='ui-datepicker-week-end'":"")+"><span title='"+p[A]+"'>"+d[A]+"</span></th>";for(T+=S+"</tr></thead><tbody>",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+="<tr>",j=c?"<td class='ui-datepicker-week-col'>"+this._get(t,"calculateWeek")(R)+"</td>":"",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,""],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+="<td class='"+((w+h+6)%7>=5?" ui-datepicker-week-end":"")+(F?" ui-datepicker-other-month":"")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?" "+this._dayOverClass:"")+(L?" "+this._unselectableClass+" ui-state-disabled":"")+(F&&!_?"":" "+O[1]+(R.getTime()===Z.getTime()?" "+this._currentClass:"")+(R.getTime()===B.getTime()?" ui-datepicker-today":""))+"'"+(F&&!_||!O[2]?"":" title='"+O[2].replace(/'/g,"&#39;")+"'")+(L?"":" data-handler='selectDay' data-event='click' data-month='"+R.getMonth()+"' data-year='"+R.getFullYear()+"'")+">"+(F&&!_?"&#xa0;":L?"<span class='ui-state-default'>"+R.getDate()+"</span>":"<a class='ui-state-default"+(R.getTime()===B.getTime()?" ui-state-highlight":"")+(R.getTime()===Z.getTime()?" ui-state-active":"")+(F?" ui-priority-secondary":"")+"' href='#'>"+R.getDate()+"</a>")+"</td>",
+        R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+"</tr>"}K++,K>11&&(K=0,tt++),T+="</tbody></table>"+(X?"</div>"+($[0]>0&&M===$[1]-1?"<div class='ui-datepicker-row-break'></div>":""):""),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,"changeMonth"),_=this._get(t,"changeYear"),v=this._get(t,"showMonthAfterYear"),y="<div class='ui-datepicker-title'>",b="";if(s||!m)b+="<span class='ui-datepicker-month'>"+o[e]+"</span>";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+="<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+="<option value='"+h+"'"+(h===e?" selected='selected'":"")+">"+a[h]+"</option>");b+="</select>"}if(v||(y+=b+(!s&&m&&_?"":"&#xa0;")),!t.yearshtml)if(t.yearshtml="",s||!_)y+="<span class='ui-datepicker-year'>"+i+"</span>";else{for(c=this._get(t,"yearRange").split(":"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||"")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+="<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>";g>=f;f++)t.yearshtml+="<option value='"+f+"'"+(f===i?" selected='selected'":"")+">"+f+"</option>";t.yearshtml+="</select>",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,"yearSuffix"),v&&(y+=(!s&&m&&_?"":"&#xa0;")+b),y+="</div>"},_adjustInstDate:function(t,e,i){var n=t.drawYear+("Y"===i?e:0),r=t.drawMonth+("M"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+("D"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),("M"===i||"Y"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,"min"),n=this._getMinMaxDate(t,"max"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,"onChangeMonthYear");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,"numberOfMonths");return null==e?[1,1]:"number"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+"Date"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,"min"),s=this._getMinMaxDate(t,"max"),o=null,a=null,l=this._get(t,"yearRange");return l&&(i=l.split(":"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\-].*/)&&(o+=n),i[1].match(/[+\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,"shortYearCutoff");return e="string"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,"dayNamesShort"),dayNames:this._get(t,"dayNames"),monthNamesShort:this._get(t,"monthNamesShort"),monthNames:this._get(t,"monthNames")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?"object"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,"dateFormat"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t("#"+t.datepicker._mainDivId).length&&t("body").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return"string"!=typeof e||"isDisabled"!==e&&"getDate"!==e&&"widget"!==e?"option"===e&&2===arguments.length&&"string"==typeof arguments[1]?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){"string"==typeof e?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version="1.10.4"}(n)},{"./core":7,jquery:18}],9:[function(t,e,i){var n=t("jquery");t("./core"),t("./mouse"),t("./widget"),function(t,e){t.widget("ui.draggable",t.ui.mouse,{version:"1.10.4",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative"),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._mouseInit()},_destroy:function(){this.element.removeClass("ui-draggable ui-draggable-dragging ui-draggable-disabled"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?"iframe":i.iframeFix).each(function(){t("<div class='ui-draggable-iframeFix' style='background: #fff;'></div>").css({width:this.offsetWidth+"px",height:this.offsetHeight+"px",position:"absolute",opacity:"0.001",zIndex:1e3}).css(t(this).offset()).appendTo("body")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css("position"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if("fixed"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),!i){var n=this._uiHash();if(this._trigger("drag",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),"original"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?("invalid"===this.options.revert&&!n||"valid"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t("div.ui-draggable-iframeFix").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?"window"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):"document"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):("parent"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e="hidden"!==i.css("overflow"),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),"drag"===e&&(this.positionAbs=this._convertPositionTo("absolute")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i){var n=t(this).data("ui-draggable"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,"ui-sortable");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger("activate",e,s))})},stop:function(e,i){var n=t(this).data("ui-draggable"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,"original"===n.options.helper&&this.instance.currentItem.css({top:"auto",left:"auto"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger("deactivate",e,r))})},drag:function(e,i){var n=t(this).data("ui-draggable"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr("id").appendTo(this.instance.element).data("ui-sortable-item",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger("toSortable",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger("out",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger("fromSortable",e),n.dropped=!1)})}}),t.ui.plugin.add("draggable","cursor",{start:function(){var e=t("body"),i=t(this).data("ui-draggable").options;e.css("cursor")&&(i._cursor=e.css("cursor")),e.css("cursor",i.cursor)},stop:function(){var e=t(this).data("ui-draggable").options;e._cursor&&t("body").css("cursor",e._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("opacity")&&(r._opacity=n.css("opacity")),n.css("opacity",r.opacity)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(){var e=t(this).data("ui-draggable");e.scrollParent[0]!==document&&"HTML"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data("ui-draggable"),n=i.options,r=!1;i.scrollParent[0]!==document&&"HTML"!==i.scrollParent[0].tagName?(n.axis&&"x"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add("draggable","snap",{start:function(){var e=t(this).data("ui-draggable"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||":data(ui-draggable)":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data("ui-draggable"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,"outer"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add("draggable","stack",{start:function(){var e,i=this.data("ui-draggable").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});n.length&&(e=parseInt(t(n[0]).css("zIndex"),10)||0,t(n).each(function(i){t(this).css("zIndex",e+i)}),this.css("zIndex",e+n.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("zIndex")&&(r._zIndex=n.css("zIndex")),n.css("zIndex",r.zIndex)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}})}(n)},{"./core":7,"./mouse":13,"./widget":17,jquery:18}],10:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./mouse"),t("./draggable"),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget("ui.droppable",{version:"1.10.4",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e,i=this.options,n=i.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(n)?n:function(t){return t.is(n)},this.proportions=function(){return arguments.length?void(e=arguments[0]):e?e:e={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},t.ui.ddmanager.droppables[i.scope]=t.ui.ddmanager.droppables[i.scope]||[],t.ui.ddmanager.droppables[i.scope].push(this),i.addClasses&&this.element.addClass("ui-droppable")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(e,i){"accept"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var e=t.data(this,"ui-droppable");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=(t.positionAbs||t.position.absolute).top,l=o+t.helperProportions.width,u=a+t.helperProportions.height,h=e.offset.left,c=e.offset.top,p=h+e.proportions().width,d=c+e.proportions().height;switch(n){case"fit":return o>=h&&p>=l&&a>=c&&d>=u;case"intersect":return h<o+t.helperProportions.width/2&&l-t.helperProportions.width/2<p&&c<a+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case"pointer":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,c,e.proportions().height)&&i(r,h,e.proportions().width);case"touch":return(a>=c&&d>=a||u>=c&&d>=u||c>a&&u>d)&&(o>=h&&p>=o||l>=h&&p>=l||h>o&&l>p);default:return!1}},t.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(":data(ui-droppable)").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions().height=0;continue t}s[n].visible="none"!==s[n].element.css("display"),s[n].visible&&("mousedown"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions({width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight}))}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil("body").bind("scroll.droppable",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?"isout":o&&!this.isover?"isover":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(":data(ui-droppable)").filter(function(){return t.data(this,"ui-droppable").options.scope===r}),s.length&&(n=t.data(s[0],"ui-droppable"),n.greedyChild="isover"===a)),n&&"isover"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this["isout"===a?"isover":"isout"]=!1,this["isover"===a?"_over":"_out"].call(this,i),n&&"isout"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil("body").unbind("scroll.droppable"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n)},{"./core":7,"./draggable":9,"./mouse":13,"./widget":17,jquery:18}],11:[function(t,e,i){var n=t("jquery");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return"area"===a?(r=e.parentNode,s=r.name,e.href&&s&&"map"===r.nodeName.toLowerCase()?(o=t("img[usemap=#"+s+"]")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:"a"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return"hidden"===t.css(this,"visibility")}).length}var r=0,s=/^ui-id-\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:"1.10.3",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return"number"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css("position"))||/absolute/.test(this.css("position"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,"position"))&&/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0),/fixed/.test(this.css("position"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css("zIndex",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css("position"),("absolute"===n||"relative"===n||"fixed"===n)&&(r=parseInt(s.css("zIndex"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr("id")})}}),t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,"tabindex")))},tabbable:function(e){var n=t.attr(e,"tabindex"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t("<a>").outerWidth(1).jquery||t.each(["Width","Height"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,"padding"+this))||0,n&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),r&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var s="Width"===n?["Left","Right"]:["Top","Bottom"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,
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this.unbind(".ui-disableSelection")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var n=i&&"left"===i?"scrollLeft":"scrollTop",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n),function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler("remove")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(".")[0];e=e.split(".")[1],r=u+"-"+e,n||(n=i,i=t.Widget),t.expr[":"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+"."+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a="string"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&"_"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error("no such method '"+o+"' for "+i+" widget instance"):t.error("cannot call methods on "+i+" prior to initialization; attempted to call method '"+o+"'")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:"widget",widgetEventPrefix:"",defaultElement:"<div>",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace="."+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger("create",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr("aria-disabled").removeClass(this.widgetFullName+"-disabled 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this._setOption("disabled",!1)},disable:function(){return this._setOption("disabled",!0)},_on:function(e,i,n){var r,s=this;"boolean"!=typeof e&&(n=i,i=e,e=!1),n?(i=r=t(i),this.bindings=this.bindings.add(i)):(n=i,i=this.element,r=this.widget()),t.each(n,function(n,o){function a(){return e||s.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof o?s[o]:o).apply(s,arguments):void 0}"string"!=typeof o&&(a.guid=o.guid=o.guid||a.guid||t.guid++);var l=n.match(/^(\w+)\s*(.*)$/),u=l[1]+s.eventNamespace,h=l[2];h?r.delegate(h,u,a):i.bind(u,a)})},_off:function(t,e){e=(e||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,t.unbind(e).undelegate(e)},_delay:function(t,e){function i(){return("string"==typeof t?n[t]:t).apply(n,arguments)}var n=this;return 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r?i:r.effect||i:e;r=r||{},"number"==typeof r&&(r={duration:r}),o=!t.isEmptyObject(r),r.complete=s,r.delay&&n.delay(r.delay),o&&t.effects&&t.effects.effect[a]?n[e](r):a!==e&&n[a]?n[a](r.duration,r.easing,s):n.queue(function(i){t(this)[e](),s&&s.call(n[0]),i()})}})}(n),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget("ui.mouse",{version:"1.10.3",options:{cancel:"input,textarea,button,select,option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).bind("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind("."+this.widgetName),this._mouseMoveDelegate&&t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind("mousemove."+this.widgetName,this._mouseMoveDelegate).bind("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return 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this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n),function(t,e){t.widget("ui.draggable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative"),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._mouseInit()},_destroy:function(){this.element.removeClass("ui-draggable ui-draggable-dragging ui-draggable-disabled"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?"iframe":i.iframeFix).each(function(){t("<div class='ui-draggable-iframeFix' style='background: #fff;'></div>").css({width:this.offsetWidth+"px",height:this.offsetHeight+"px",position:"absolute",opacity:"0.001",zIndex:1e3}).css(t(this).offset()).appendTo("body")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css("position"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if("fixed"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),!i){var n=this._uiHash();if(this._trigger("drag",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),"original"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?("invalid"===this.options.revert&&!n||"valid"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t("div.ui-draggable-iframeFix").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?"window"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):"document"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):("parent"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e="hidden"!==i.css("overflow"),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),"drag"===e&&(this.positionAbs=this._convertPositionTo("absolute")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i){var n=t(this).data("ui-draggable"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,"ui-sortable");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger("activate",e,s))})},stop:function(e,i){var n=t(this).data("ui-draggable"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,"original"===n.options.helper&&this.instance.currentItem.css({top:"auto",left:"auto"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger("deactivate",e,r))})},drag:function(e,i){var n=t(this).data("ui-draggable"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr("id").appendTo(this.instance.element).data("ui-sortable-item",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger("toSortable",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger("out",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger("fromSortable",e),n.dropped=!1)})}}),t.ui.plugin.add("draggable","cursor",{start:function(){var e=t("body"),i=t(this).data("ui-draggable").options;e.css("cursor")&&(i._cursor=e.css("cursor")),e.css("cursor",i.cursor)},stop:function(){var e=t(this).data("ui-draggable").options;e._cursor&&t("body").css("cursor",e._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("opacity")&&(r._opacity=n.css("opacity")),n.css("opacity",r.opacity)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(){var e=t(this).data("ui-draggable");e.scrollParent[0]!==document&&"HTML"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data("ui-draggable"),n=i.options,r=!1;i.scrollParent[0]!==document&&"HTML"!==i.scrollParent[0].tagName?(n.axis&&"x"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add("draggable","snap",{start:function(){var e=t(this).data("ui-draggable"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||":data(ui-draggable)":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data("ui-draggable"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,"outer"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add("draggable","stack",{start:function(){var e,i=this.data("ui-draggable").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});n.length&&(e=parseInt(t(n[0]).css("zIndex"),10)||0,t(n).each(function(i){t(this).css("zIndex",e+i)}),this.css("zIndex",e+n.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("zIndex")&&(r._zIndex=n.css("zIndex")),n.css("zIndex",r.zIndex)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget("ui.droppable",{version:"1.10.3",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e=this.options,i=e.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(i)?i:function(t){return t.is(i)},this.proportions={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight},t.ui.ddmanager.droppables[e.scope]=t.ui.ddmanager.droppables[e.scope]||[],t.ui.ddmanager.droppables[e.scope].push(this),e.addClasses&&this.element.addClass("ui-droppable")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(e,i){"accept"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var e=t.data(this,"ui-droppable");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=o+t.helperProportions.width,l=(t.positionAbs||t.position.absolute).top,u=l+t.helperProportions.height,h=e.offset.left,c=h+e.proportions.width,p=e.offset.top,d=p+e.proportions.height;switch(n){case"fit":
+        return o>=h&&c>=a&&l>=p&&d>=u;case"intersect":return h<o+t.helperProportions.width/2&&a-t.helperProportions.width/2<c&&p<l+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case"pointer":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,p,e.proportions.height)&&i(r,h,e.proportions.width);case"touch":return(l>=p&&d>=l||u>=p&&d>=u||p>l&&u>d)&&(o>=h&&c>=o||a>=h&&c>=a||h>o&&a>c);default:return!1}},t.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(":data(ui-droppable)").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions.height=0;continue t}s[n].visible="none"!==s[n].element.css("display"),s[n].visible&&("mousedown"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions={width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight})}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil("body").bind("scroll.droppable",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?"isout":o&&!this.isover?"isover":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(":data(ui-droppable)").filter(function(){return t.data(this,"ui-droppable").options.scope===r}),s.length&&(n=t.data(s[0],"ui-droppable"),n.greedyChild="isover"===a)),n&&"isover"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this["isout"===a?"isover":"isout"]=!1,this["isover"===a?"_over":"_out"].call(this,i),n&&"isout"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil("body").unbind("scroll.droppable"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n),function(t,e){function i(t){return parseInt(t,10)||0}function n(t){return!isNaN(parseInt(t,10))}t.widget("ui.resizable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_create:function(){var e,i,n,r,s,o=this,a=this.options;if(this.element.addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!a.aspectRatio,aspectRatio:a.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:a.helper||a.ghost||a.animate?a.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/canvas|textarea|input|select|button|img/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.data("ui-resizable")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css("marginLeft"),marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css({margin:this.originalElement.css("margin")}),this._proportionallyResize()),this.handles=a.handles||(t(".ui-resizable-handle",this.element).length?{n:".ui-resizable-n",e:".ui-resizable-e",s:".ui-resizable-s",w:".ui-resizable-w",se:".ui-resizable-se",sw:".ui-resizable-sw",ne:".ui-resizable-ne",nw:".ui-resizable-nw"}:"e,s,se"),this.handles.constructor===String)for("all"===this.handles&&(this.handles="n,e,s,w,se,sw,ne,nw"),e=this.handles.split(","),this.handles={},i=0;i<e.length;i++)n=t.trim(e[i]),s="ui-resizable-"+n,r=t("<div class='ui-resizable-handle "+s+"'></div>"),r.css({zIndex:a.zIndex}),"se"===n&&r.addClass("ui-icon ui-icon-gripsmall-diagonal-se"),this.handles[n]=".ui-resizable-"+n,this.element.append(r);this._renderAxis=function(e){var i,n,r,s;e=e||this.element;for(i in this.handles)this.handles[i].constructor===String&&(this.handles[i]=t(this.handles[i],this.element).show()),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/textarea|input|select|button/i)&&(n=t(this.handles[i],this.element),s=/sw|ne|nw|se|n|s/.test(i)?n.outerHeight():n.outerWidth(),r=["padding",/ne|nw|n/.test(i)?"Top":/se|sw|s/.test(i)?"Bottom":/^e$/.test(i)?"Right":"Left"].join(""),e.css(r,s),this._proportionallyResize()),t(this.handles[i]).length},this._renderAxis(this.element),this._handles=t(".ui-resizable-handle",this.element).disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(r=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=r&&r[1]?r[1]:"se")}),a.autoHide&&(this._handles.hide(),t(this.element).addClass("ui-resizable-autohide").mouseenter(function(){a.disabled||(t(this).removeClass("ui-resizable-autohide"),o._handles.show())}).mouseleave(function(){a.disabled||o.resizing||(t(this).addClass("ui-resizable-autohide"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeClass("ui-resizable ui-resizable-disabled ui-resizable-resizing").removeData("resizable").removeData("ui-resizable").unbind(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(e){var i,n,r=!1;for(i in this.handles)n=t(this.handles[i])[0],(n===e.target||t.contains(n,e.target))&&(r=!0);return!this.options.disabled&&r},_mouseStart:function(e){var n,r,s,o=this.options,a=this.element.position(),l=this.element;return this.resizing=!0,/absolute/.test(l.css("position"))?l.css({position:"absolute",top:l.css("top"),left:l.css("left")}):l.is(".ui-draggable")&&l.css({position:"absolute",top:a.top,left:a.left}),this._renderProxy(),n=i(this.helper.css("left")),r=i(this.helper.css("top")),o.containment&&(n+=t(o.containment).scrollLeft()||0,r+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:n,top:r},this.size=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalSize=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalPosition={left:n,top:r},this.sizeDiff={width:l.outerWidth()-l.width(),height:l.outerHeight()-l.height()},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof o.aspectRatio?o.aspectRatio:this.originalSize.width/this.originalSize.height||1,s=t(".ui-resizable-"+this.axis).css("cursor"),t("body").css("cursor","auto"===s?this.axis+"-resize":s),l.addClass("ui-resizable-resizing"),this._propagate("start",e),!0},_mouseDrag:function(e){var i,n=this.helper,r={},s=this.originalMousePosition,o=this.axis,a=this.position.top,l=this.position.left,u=this.size.width,h=this.size.height,c=e.pageX-s.left||0,p=e.pageY-s.top||0,d=this._change[o];return d?(i=d.apply(this,[e,c,p]),this._updateVirtualBoundaries(e.shiftKey),(this._aspectRatio||e.shiftKey)&&(i=this._updateRatio(i,e)),i=this._respectSize(i,e),this._updateCache(i),this._propagate("resize",e),this.position.top!==a&&(r.top=this.position.top+"px"),this.position.left!==l&&(r.left=this.position.left+"px"),this.size.width!==u&&(r.width=this.size.width+"px"),this.size.height!==h&&(r.height=this.size.height+"px"),n.css(r),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),t.isEmptyObject(r)||this._trigger("resize",e,this.ui()),!1):!1},_mouseStop:function(e){this.resizing=!1;var i,n,r,s,o,a,l,u=this.options,h=this;return this._helper&&(i=this._proportionallyResizeElements,n=i.length&&/textarea/i.test(i[0].nodeName),r=n&&t.ui.hasScroll(i[0],"left")?0:h.sizeDiff.height,s=n?0:h.sizeDiff.width,o={width:h.helper.width()-s,height:h.helper.height()-r},a=parseInt(h.element.css("left"),10)+(h.position.left-h.originalPosition.left)||null,l=parseInt(h.element.css("top"),10)+(h.position.top-h.originalPosition.top)||null,u.animate||this.element.css(t.extend(o,{top:l,left:a})),h.helper.height(h.size.height),h.helper.width(h.size.width),this._helper&&!u.animate&&this._proportionallyResize()),t("body").css("cursor","auto"),this.element.removeClass("ui-resizable-resizing"),this._propagate("stop",e),this._helper&&this.helper.remove(),!1},_updateVirtualBoundaries:function(t){var e,i,r,s,o,a=this.options;o={minWidth:n(a.minWidth)?a.minWidth:0,maxWidth:n(a.maxWidth)?a.maxWidth:1/0,minHeight:n(a.minHeight)?a.minHeight:0,maxHeight:n(a.maxHeight)?a.maxHeight:1/0},(this._aspectRatio||t)&&(e=o.minHeight*this.aspectRatio,r=o.minWidth/this.aspectRatio,i=o.maxHeight*this.aspectRatio,s=o.maxWidth/this.aspectRatio,e>o.minWidth&&(o.minWidth=e),r>o.minHeight&&(o.minHeight=r),i<o.maxWidth&&(o.maxWidth=i),s<o.maxHeight&&(o.maxHeight=s)),this._vBoundaries=o},_updateCache:function(t){this.offset=this.helper.offset(),n(t.left)&&(this.position.left=t.left),n(t.top)&&(this.position.top=t.top),n(t.height)&&(this.size.height=t.height),n(t.width)&&(this.size.width=t.width)},_updateRatio:function(t){var e=this.position,i=this.size,r=this.axis;return n(t.height)?t.width=t.height*this.aspectRatio:n(t.width)&&(t.height=t.width/this.aspectRatio),"sw"===r&&(t.left=e.left+(i.width-t.width),t.top=null),"nw"===r&&(t.top=e.top+(i.height-t.height),t.left=e.left+(i.width-t.width)),t},_respectSize:function(t){var e=this._vBoundaries,i=this.axis,r=n(t.width)&&e.maxWidth&&e.maxWidth<t.width,s=n(t.height)&&e.maxHeight&&e.maxHeight<t.height,o=n(t.width)&&e.minWidth&&e.minWidth>t.width,a=n(t.height)&&e.minHeight&&e.minHeight>t.height,l=this.originalPosition.left+this.originalSize.width,u=this.position.top+this.size.height,h=/sw|nw|w/.test(i),c=/nw|ne|n/.test(i);return o&&(t.width=e.minWidth),a&&(t.height=e.minHeight),r&&(t.width=e.maxWidth),s&&(t.height=e.maxHeight),o&&h&&(t.left=l-e.minWidth),r&&h&&(t.left=l-e.maxWidth),a&&c&&(t.top=u-e.minHeight),s&&c&&(t.top=u-e.maxHeight),t.width||t.height||t.left||!t.top?t.width||t.height||t.top||!t.left||(t.left=null):t.top=null,t},_proportionallyResize:function(){if(this._proportionallyResizeElements.length){var t,e,i,n,r,s=this.helper||this.element;for(t=0;t<this._proportionallyResizeElements.length;t++){if(r=this._proportionallyResizeElements[t],!this.borderDif)for(this.borderDif=[],i=[r.css("borderTopWidth"),r.css("borderRightWidth"),r.css("borderBottomWidth"),r.css("borderLeftWidth")],n=[r.css("paddingTop"),r.css("paddingRight"),r.css("paddingBottom"),r.css("paddingLeft")],e=0;e<i.length;e++)this.borderDif[e]=(parseInt(i[e],10)||0)+(parseInt(n[e],10)||0);r.css({height:s.height()-this.borderDif[0]-this.borderDif[2]||0,width:s.width()-this.borderDif[1]-this.borderDif[3]||0})}}},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,n=this.originalPosition;return{left:n.left+e,width:i.width-e}},n:function(t,e,i){var n=this.originalSize,r=this.originalPosition;return{top:r.top+i,height:n.height-i}},s:function(t,e,i){return{height:this.originalSize.height+i}},se:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},sw:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[e,i,n]))},ne:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},nw:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[e,i,n]))}},_propagate:function(e,i){t.ui.plugin.call(this,e,[i,this.ui()]),"resize"!==e&&this._trigger(e,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),t.ui.plugin.add("resizable","animate",{stop:function(e){var i=t(this).data("ui-resizable"),n=i.options,r=i._proportionallyResizeElements,s=r.length&&/textarea/i.test(r[0].nodeName),o=s&&t.ui.hasScroll(r[0],"left")?0:i.sizeDiff.height,a=s?0:i.sizeDiff.width,l={width:i.size.width-a,height:i.size.height-o},u=parseInt(i.element.css("left"),10)+(i.position.left-i.originalPosition.left)||null,h=parseInt(i.element.css("top"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,h&&u?{top:h,left:u}:{}),{duration:n.animateDuration,easing:n.animateEasing,step:function(){var n={width:parseInt(i.element.css("width"),10),height:parseInt(i.element.css("height"),10),top:parseInt(i.element.css("top"),10),left:parseInt(i.element.css("left"),10)};r&&r.length&&t(r[0]).css({width:n.width,height:n.height}),i._updateCache(n),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,n,r,s,o,a,l,u=t(this).data("ui-resizable"),h=u.options,c=u.element,p=h.containment,d=p instanceof t?p.get(0):/parent/.test(p)?c.parent().get(0):p;d&&(u.containerElement=t(d),/document/.test(p)||p===document?(u.containerOffset={left:0,top:0},u.containerPosition={left:0,top:0},u.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),n=[],t(["Top","Right","Left","Bottom"]).each(function(t,r){n[t]=i(e.css("padding"+r))}),u.containerOffset=e.offset(),u.containerPosition=e.position(),u.containerSize={height:e.innerHeight()-n[3],width:e.innerWidth()-n[1]},r=u.containerOffset,s=u.containerSize.height,o=u.containerSize.width,a=t.ui.hasScroll(d,"left")?d.scrollWidth:o,l=t.ui.hasScroll(d)?d.scrollHeight:s,u.parentData={element:d,left:r.left,top:r.top,width:a,height:l}))},resize:function(e){var i,n,r,s,o=t(this).data("ui-resizable"),a=o.options,l=o.containerOffset,u=o.position,h=o._aspectRatio||e.shiftKey,c={top:0,left:0},p=o.containerElement;p[0]!==document&&/static/.test(p.css("position"))&&(c=l),u.left<(o._helper?l.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-l.left:o.position.left-c.left),h&&(o.size.height=o.size.width/o.aspectRatio),o.position.left=a.helper?l.left:0),u.top<(o._helper?l.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-l.top:o.position.top),h&&(o.size.width=o.size.height*o.aspectRatio),o.position.top=o._helper?l.top:0),o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top,i=Math.abs((o._helper?o.offset.left-c.left:o.offset.left-c.left)+o.sizeDiff.width),n=Math.abs((o._helper?o.offset.top-c.top:o.offset.top-l.top)+o.sizeDiff.height),r=o.containerElement.get(0)===o.element.parent().get(0),s=/relative|absolute/.test(o.containerElement.css("position")),r&&s&&(i-=o.parentData.left),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,h&&(o.size.height=o.size.width/o.aspectRatio)),n+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-n,h&&(o.size.width=o.size.height*o.aspectRatio))},stop:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.containerOffset,r=e.containerPosition,s=e.containerElement,o=t(e.helper),a=o.offset(),l=o.outerWidth()-e.sizeDiff.width,u=o.outerHeight()-e.sizeDiff.height;e._helper&&!i.animate&&/relative/.test(s.css("position"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u}),e._helper&&!i.animate&&/static/.test(s.css("position"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u})}}),t.ui.plugin.add("resizable","alsoResize",{start:function(){var e=t(this).data("ui-resizable"),i=e.options,n=function(e){t(e).each(function(){var e=t(this);e.data("ui-resizable-alsoresize",{width:parseInt(e.width(),10),height:parseInt(e.height(),10),left:parseInt(e.css("left"),10),top:parseInt(e.css("top"),10)})})};"object"!=typeof i.alsoResize||i.alsoResize.parentNode?n(i.alsoResize):i.alsoResize.length?(i.alsoResize=i.alsoResize[0],n(i.alsoResize)):t.each(i.alsoResize,function(t){n(t)})},resize:function(e,i){var n=t(this).data("ui-resizable"),r=n.options,s=n.originalSize,o=n.originalPosition,a={height:n.size.height-s.height||0,width:n.size.width-s.width||0,top:n.position.top-o.top||0,left:n.position.left-o.left||0},l=function(e,n){t(e).each(function(){var e=t(this),r=t(this).data("ui-resizable-alsoresize"),s={},o=n&&n.length?n:e.parents(i.originalElement[0]).length?["width","height"]:["width","height","top","left"];t.each(o,function(t,e){var i=(r[e]||0)+(a[e]||0);i&&i>=0&&(s[e]=i||null)}),e.css(s)})};"object"!=typeof r.alsoResize||r.alsoResize.nodeType?l(r.alsoResize):t.each(r.alsoResize,function(t,e){l(t,e)})},stop:function(){t(this).removeData("resizable-alsoresize")}}),t.ui.plugin.add("resizable","ghost",{start:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.size;e.ghost=e.originalElement.clone(),e.ghost.css({opacity:.25,display:"block",position:"relative",height:n.height,width:n.width,margin:0,left:0,top:0}).addClass("ui-resizable-ghost").addClass("string"==typeof i.ghost?i.ghost:""),e.ghost.appendTo(e.helper)},resize:function(){var e=t(this).data("ui-resizable");e.ghost&&e.ghost.css({position:"relative",height:e.size.height,width:e.size.width})},stop:function(){var e=t(this).data("ui-resizable");e.ghost&&e.helper&&e.helper.get(0).removeChild(e.ghost.get(0))}}),t.ui.plugin.add("resizable","grid",{resize:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.size,r=e.originalSize,s=e.originalPosition,o=e.axis,a="number"==typeof i.grid?[i.grid,i.grid]:i.grid,l=a[0]||1,u=a[1]||1,h=Math.round((n.width-r.width)/l)*l,c=Math.round((n.height-r.height)/u)*u,p=r.width+h,d=r.height+c,f=i.maxWidth&&i.maxWidth<p,g=i.maxHeight&&i.maxHeight<d,m=i.minWidth&&i.minWidth>p,_=i.minHeight&&i.minHeight>d;i.grid=a,m&&(p+=l),_&&(d+=u),f&&(p-=l),g&&(d-=u),/^(se|s|e)$/.test(o)?(e.size.width=p,e.size.height=d):/^(ne)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.top=s.top-c):/^(sw)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.left=s.left-h):(e.size.width=p,e.size.height=d,e.position.top=s.top-c,e.position.left=s.left-h)}})}(n),function(t,e){t.widget("ui.selectable",t.ui.mouse,{version:"1.10.3",options:{appendTo:"body",autoRefresh:!0,distance:0,filter:"*",tolerance:"touch",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var e,i=this;this.element.addClass("ui-selectable"),this.dragged=!1,this.refresh=function(){e=t(i.options.filter,i.element[0]),e.addClass("ui-selectee"),e.each(function(){var e=t(this),i=e.offset();t.data(this,"selectable-item",{element:this,$element:e,left:i.left,top:i.top,right:i.left+e.outerWidth(),bottom:i.top+e.outerHeight(),startselected:!1,selected:e.hasClass("ui-selected"),selecting:e.hasClass("ui-selecting"),unselecting:e.hasClass("ui-unselecting")})})},this.refresh(),this.selectees=e.addClass("ui-selectee"),this._mouseInit(),this.helper=t("<div class='ui-selectable-helper'></div>")},_destroy:function(){this.selectees.removeClass("ui-selectee").removeData("selectable-item"),this.element.removeClass("ui-selectable ui-selectable-disabled"),this._mouseDestroy()},_mouseStart:function(e){var i=this,n=this.options;this.opos=[e.pageX,e.pageY],this.options.disabled||(this.selectees=t(n.filter,this.element[0]),this._trigger("start",e),t(n.appendTo).append(this.helper),this.helper.css({left:e.pageX,top:e.pageY,width:0,height:0}),n.autoRefresh&&this.refresh(),this.selectees.filter(".ui-selected").each(function(){var n=t.data(this,"selectable-item");n.startselected=!0,e.metaKey||e.ctrlKey||(n.$element.removeClass("ui-selected"),n.selected=!1,n.$element.addClass("ui-unselecting"),n.unselecting=!0,i._trigger("unselecting",e,{unselecting:n.element}))}),t(e.target).parents().addBack().each(function(){var n,r=t.data(this,"selectable-item");return r?(n=!e.metaKey&&!e.ctrlKey||!r.$element.hasClass("ui-selected"),r.$element.removeClass(n?"ui-unselecting":"ui-selected").addClass(n?"ui-selecting":"ui-unselecting"),r.unselecting=!n,r.selecting=n,r.selected=n,n?i._trigger("selecting",e,{selecting:r.element}):i._trigger("unselecting",e,{unselecting:r.element}),!1):void 0}))},_mouseDrag:function(e){if(this.dragged=!0,!this.options.disabled){var i,n=this,r=this.options,s=this.opos[0],o=this.opos[1],a=e.pageX,l=e.pageY;return s>a&&(i=a,a=s,s=i),o>l&&(i=l,l=o,o=i),this.helper.css({left:s,top:o,width:a-s,height:l-o}),this.selectees.each(function(){var i=t.data(this,"selectable-item"),u=!1;i&&i.element!==n.element[0]&&("touch"===r.tolerance?u=!(i.left>a||i.right<s||i.top>l||i.bottom<o):"fit"===r.tolerance&&(u=i.left>s&&i.right<a&&i.top>o&&i.bottom<l),u?(i.selected&&(i.$element.removeClass("ui-selected"),i.selected=!1),i.unselecting&&(i.$element.removeClass("ui-unselecting"),i.unselecting=!1),i.selecting||(i.$element.addClass("ui-selecting"),i.selecting=!0,n._trigger("selecting",e,{selecting:i.element}))):(i.selecting&&((e.metaKey||e.ctrlKey)&&i.startselected?(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.$element.addClass("ui-selected"),i.selected=!0):(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.startselected&&(i.$element.addClass("ui-unselecting"),i.unselecting=!0),n._trigger("unselecting",e,{unselecting:i.element}))),i.selected&&(e.metaKey||e.ctrlKey||i.startselected||(i.$element.removeClass("ui-selected"),i.selected=!1,i.$element.addClass("ui-unselecting"),i.unselecting=!0,n._trigger("unselecting",e,{unselecting:i.element})))))}),!1}},_mouseStop:function(e){var i=this;return this.dragged=!1,t(".ui-unselecting",this.element[0]).each(function(){var n=t.data(this,"selectable-item");n.$element.removeClass("ui-unselecting"),n.unselecting=!1,n.startselected=!1,i._trigger("unselected",e,{unselected:n.element})}),t(".ui-selecting",this.element[0]).each(function(){var n=t.data(this,"selectable-item");n.$element.removeClass("ui-selecting").addClass("ui-selected"),n.selecting=!1,n.selected=!0,n.startselected=!0,i._trigger("selected",e,{selected:n.element})}),this._trigger("stop",e),this.helper.remove(),!1}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css("float"))||/inline|table-cell/.test(t.css("display"))}t.widget("ui.sortable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.floating=this.items.length?"x"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+"-item");return this},_setOption:function(e,i){"disabled"===e?(this.options[e]=i,this.widget().toggleClass("ui-sortable-disabled",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+"-item")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+"-item")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find("*").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(s=this.document.find("body"),this.storedCursor=s.css("cursor"),s.css("cursor",o.cursor),this.storedStylesheet=t("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(s)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger("activate",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?"next":"prev"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&("semi-dynamic"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger("change",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger("sort",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&"x"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&"y"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger("deactivate",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger("out",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||"id")||"").match(e.expression||/(.+)[\-=_](.+)/);i&&n.push((e.key||i[1]+"[]")+"="+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+"="),n.join("&")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||"id")||"")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c="x"===this.options.axis||n+u>a&&l>n+u,p="y"===this.options.axis||e+h>s&&o>e+h,d=c&&p;
+        return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>t[this.floating?"width":"height"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e="x"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n="y"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&"right"===o||"down"===s?2:1:s&&("down"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?"right"===s&&n||"left"===s&&!n:r&&("down"===r&&e||"up"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?"down":"up")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?"right":"left")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){var i,n,r,s,o=[],a=[],l=this._connectWith();if(l&&e)for(i=l.length-1;i>=0;i--)for(r=t(l[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&a.push([t.isFunction(s.options.items)?s.options.items.call(s.element):t(s.options.items,s.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),s]);for(a.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),i=a.length-1;i>=0;i--)a[i][0].each(function(){o.push(this)});return t(o)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+"-item",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t("<"+n+">",e.document[0]).addClass(i||e.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tr"===n?e.currentItem.children().each(function(){t("<td>&#160;</td>",e.document[0]).attr("colspan",t(this).attr("colspan")||1).appendTo(r)}):"img"===n&&r.attr("src",e.currentItem.attr("src")),i||r.css("visibility","hidden"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css("paddingTop")||0,10)-parseInt(e.currentItem.css("paddingBottom")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css("paddingLeft")||0,10)-parseInt(e.currentItem.css("paddingRight")||0,10)))}}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger("out",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?"left":"top",u=d?"width":"height",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger("change",e,this._uiHash()),this.containers[g]._trigger("change",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return n.parents("body").length||t("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;"parent"===r.containment&&(r.containment=this.helper[0].parentNode),("document"===r.containment||"window"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t("document"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t("document"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n="hidden"!==t(e).css("overflow"),this.containment=[i.left+(parseInt(t(e).css("borderLeftWidth"),10)||0)+(parseInt(t(e).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css("borderTopWidth"),10)||0)+(parseInt(t(e).css("paddingTop"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css("borderLeftWidth"),10)||0)-(parseInt(t(e).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css("borderTopWidth"),10)||0)-(parseInt(t(e).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return"relative"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],"down"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){this.reverting=!1;var i,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(i in this._storedCSS)("auto"===this._storedCSS[i]||"static"===this._storedCSS[i])&&(this._storedCSS[i]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!e&&n.push(function(t){this._trigger("receive",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||n.push(function(t){this._trigger("update",t,this._uiHash())}),this!==this.currentContainer&&(e||(n.push(function(t){this._trigger("remove",t,this._uiHash())}),n.push(function(t){return function(e){t._trigger("receive",e,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(t){return function(e){t._trigger("update",e,this._uiHash(this))}}.call(this,this.currentContainer)))),i=this.containers.length-1;i>=0;i--)e||n.push(function(t){return function(e){t._trigger("deactivate",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over&&(n.push(function(t){return function(e){t._trigger("out",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger("beforeStop",t,this._uiHash()),i=0;i<n.length;i++)n[i].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger("beforeStop",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(i=0;i<n.length;i++)n[i].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n),function(t,e){var i="ui-effects-";t.effects={effect:{}},function(t,e){function i(t,e,i){var n=c[e.type]||{};return null==t?i||!e.def?null:e.def:(t=n.floor?~~t:parseFloat(t),isNaN(t)?e.def:n.mod?(t+n.mod)%n.mod:0>t?0:n.max<t?n.max:t)}function n(e){var i=u(),n=i._rgba=[];return e=e.toLowerCase(),f(l,function(t,r){var s,o=r.re.exec(e),a=o&&r.parse(o),l=r.space||"rgba";return a?(s=i[l](a),i[h[l].cache]=s[h[l].cache],n=i._rgba=s._rgba,!1):void 0}),n.length?("0,0,0,0"===n.join()&&t.extend(n,s.transparent),i):s[e]}function r(t,e,i){return i=(i+1)%1,1>6*i?t+(e-t)*i*6:1>2*i?e:2>3*i?t+(e-t)*(2/3-i)*6:t}var s,o="backgroundColor borderBottomColor borderLeftColor 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t.Color.fn.parse(e,i,n,r)},h={rgba:{props:{red:{idx:0,type:"byte"},green:{idx:1,type:"byte"},blue:{idx:2,type:"byte"}}},hsla:{props:{hue:{idx:0,type:"degrees"},saturation:{idx:1,type:"percent"},lightness:{idx:2,type:"percent"}}}},c={"byte":{floor:!0,max:255},percent:{max:1},degrees:{mod:360,floor:!0}},p=u.support={},d=t("<p>")[0],f=t.each;d.style.cssText="background-color:rgba(1,1,1,.5)",p.rgba=d.style.backgroundColor.indexOf("rgba")>-1,f(h,function(t,e){e.cache="_"+t,e.props.alpha={idx:3,type:"percent",def:1}}),u.fn=t.extend(u.prototype,{parse:function(r,o,a,l){if(r===e)return this._rgba=[null,null,null,null],this;(r.jquery||r.nodeType)&&(r=t(r).css(o),o=e);var c=this,p=t.type(r),d=this._rgba=[];return o!==e&&(r=[r,o,a,l],p="array"),"string"===p?this.parse(n(r)||s._default):"array"===p?(f(h.rgba.props,function(t,e){d[e.idx]=i(r[e.idx],e)}),this):"object"===p?(r instanceof u?f(h,function(t,e){r[e.cache]&&(c[e.cache]=r[e.cache].slice())}):f(h,function(e,n){var s=n.cache;f(n.props,function(t,e){if(!c[s]&&n.to){if("alpha"===t||null==r[t])return;c[s]=n.to(c._rgba)}c[s][e.idx]=i(r[t],e,!0)}),c[s]&&t.inArray(null,c[s].slice(0,3))<0&&(c[s][3]=1,n.from&&(c._rgba=n.from(c[s])))}),this):void 0},is:function(t){var e=u(t),i=!0,n=this;return f(h,function(t,r){var s,o=e[r.cache];return o&&(s=n[r.cache]||r.to&&r.to(n._rgba)||[],f(r.props,function(t,e){return null!=o[e.idx]?i=o[e.idx]===s[e.idx]:void 0})),i}),i},_space:function(){var t=[],e=this;return f(h,function(i,n){e[n.cache]&&t.push(i)}),t.pop()},transition:function(t,e){var n=u(t),r=n._space(),s=h[r],o=0===this.alpha()?u("transparent"):this,a=o[s.cache]||s.to(o._rgba),l=a.slice();return n=n[s.cache],f(s.props,function(t,r){var s=r.idx,o=a[s],u=n[s],h=c[r.type]||{};null!==u&&(null===o?l[s]=u:(h.mod&&(u-o>h.mod/2?o+=h.mod:o-u>h.mod/2&&(o-=h.mod)),l[s]=i((u-o)*e+o,r)))}),this[r](l)},blend:function(e){if(1===this._rgba[3])return this;var i=this._rgba.slice(),n=i.pop(),r=u(e)._rgba;return 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e,i,n,r=this.element[0].nodeName.toLowerCase(),s="textarea"===r,o="input"===r;this.isMultiLine=s?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[s||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(r){if(this.element.prop("readOnly"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move("previousPage",r);break;case s.PAGE_DOWN:e=!0,this._move("nextPage",r);break;case s.UP:e=!0,this._keyEvent("previous",r);break;case s.DOWN:e=!0,this._keyEvent("next",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(":visible")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(":visible"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move("previousPage",n);break;case r.PAGE_DOWN:this._move("nextPage",n);break;case r.UP:this._keyEvent("previous",n);break;case r.DOWN:this._keyEvent("next",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().data("ui-menu"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(".ui-menu-item").length||this._delay(function(){var e=this;this.document.one("mousedown",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one("mousemove",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data("ui-autocomplete-item");!1!==this._trigger("focus",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data("ui-autocomplete-item"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger("select",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t("<span>",{role:"status","aria-live":"polite"}).addClass("ui-helper-hidden-accessible").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),"source"===t&&this._initSource(),"appendTo"===t&&this.menu.element.appendTo(this._appendTo()),"disabled"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(".ui-front")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:"json",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger("search",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var t=this,e=++i;return function(n){e===i&&t.__response(n),t.pending--,t.pending||t.element.removeClass("ui-autocomplete-loading")}},__response:function(t){t&&(t=this._normalize(t)),this._trigger("response",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger("open")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",t))},_change:function(t){this.previous!==this._value()&&this._trigger("change",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return"string"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data("ui-autocomplete-item",e)},_renderItem:function(e,i){return t("<li>").append(t("<a>").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),"i");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget("ui.autocomplete",t.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(t){return t+(t>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n),function(t,e){var i,n,r,s,o="ui-button ui-widget ui-state-default ui-corner-all",a="ui-state-hover ui-state-active ",l="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",u=function(){var e=t(this);setTimeout(function(){e.find(":ui-button").button("refresh")},1)},h=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,"\\'"),r=n?t(n).find("[name='"+i+"']"):t("[name='"+i+"']",e.ownerDocument).filter(function(){return!this.form})),r};t.widget("ui.button",{version:"1.10.3",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,u),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var e=this,a=this.options,l="checkbox"===this.type||"radio"===this.type,c=l?"":"ui-state-active",p="ui-state-focus";null===a.label&&(a.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(o).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){a.disabled||this===i&&t(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){a.disabled||t(this).removeClass(c)}).bind("click"+this.eventNamespace,function(t){a.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this.element.bind("focus"+this.eventNamespace,function(){e.buttonElement.addClass(p)}).bind("blur"+this.eventNamespace,function(){e.buttonElement.removeClass(p)}),l&&(this.element.bind("change"+this.eventNamespace,function(){s||e.refresh()}),this.buttonElement.bind("mousedown"+this.eventNamespace,function(t){a.disabled||(s=!1,n=t.pageX,r=t.pageY)}).bind("mouseup"+this.eventNamespace,function(t){a.disabled||(n!==t.pageX||r!==t.pageY)&&(s=!0)})),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return a.disabled||s?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(a.disabled||s)return!1;t(this).addClass("ui-state-active"),e.buttonElement.attr("aria-pressed","true");var i=e.element[0];h(i).not(i).map(function(){return t(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return a.disabled?!1:(t(this).addClass("ui-state-active"),i=this,void e.document.one("mouseup",function(){i=null}))}).bind("mouseup"+this.eventNamespace,function(){return a.disabled?!1:void t(this).removeClass("ui-state-active")}).bind("keydown"+this.eventNamespace,function(e){return a.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass("ui-state-active"))}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){t(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption("disabled",a.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is("[type=checkbox]")?this.type="checkbox":this.element.is("[type=radio]")?this.type="radio":this.element.is("input")?this.type="input":this.type="button","checkbox"===this.type||"radio"===this.type?(t=this.element.parents().last(),e="label[for='"+this.element.attr("id")+"']",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(o+" "+a+" "+l).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(t,e){return this._super(t,e),"disabled"===t?void(e?this.element.prop("disabled",!0):this.element.prop("disabled",!1)):void this._resetButton()},refresh:function(){var e=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");e!==this.options.disabled&&this._setOption("disabled",e),"radio"===this.type?h(this.element[0]).each(function(){t(this).is(":checked")?t(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):t(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(l),i=t("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,r=n.primary&&n.secondary,s=[];n.primary||n.secondary?(this.options.text&&s.push("ui-button-text-icon"+(r?"s":n.primary?"-primary":"-secondary")),n.primary&&e.prepend("<span class='ui-button-icon-primary ui-icon "+n.primary+"'></span>"),n.secondary&&e.append("<span class='ui-button-icon-secondary ui-icon "+n.secondary+"'></span>"),this.options.text||(s.push(r?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||e.attr("title",t.trim(i)))):s.push("ui-button-text-only"),e.addClass(s.join(" "))}}),t.widget("ui.buttonset",{version:"1.10.3",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(t,e){"disabled"===t&&this.buttons.button("option",t,e),this._super(t,e)},refresh:function(){var e="rtl"===this.element.css("direction");this.buttons=this.element.find(this.options.items).filter(":ui-button").button("refresh").end().not(":ui-button").button().end().map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(e?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(e?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}})}(n),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId="ui-datepicker-div",this._inlineClass="ui-datepicker-inline",this._appendClass="ui-datepicker-append",this._triggerClass="ui-datepicker-trigger",this._dialogClass="ui-datepicker-dialog",this._disableClass="ui-datepicker-disabled",this._unselectableClass="ui-datepicker-unselectable",this._currentClass="ui-datepicker-current-day",this._dayOverClass="ui-datepicker-days-cell-over",this.regional=[],this.regional[""]={closeText:"Done",prevText:"Prev",nextText:"Next",currentText:"Today",monthNames:["January","February","March","April","May","June","July","August","September","October","November","December"],monthNamesShort:["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"],dayNames:["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],dayNamesShort:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],dayNamesMin:["Su","Mo","Tu","We","Th","Fr","Sa"],weekHeader:"Wk",dateFormat:"mm/dd/yy",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:""},this._defaults={showOn:"focus",showAnim:"fadeIn",showOptions:{},defaultDate:null,appendText:"",buttonText:"...",buttonImage:"",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:"c-10:c+10",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:"+10",minDate:null,maxDate:null,duration:"fast",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:"",altFormat:"",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[""]),this.dpDiv=n(t("<div id='"+this._mainDivId+"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>"))}function n(e){var i="button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a";return e.delegate(i,"mouseout",function(){t(this).removeClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).removeClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).removeClass("ui-datepicker-next-hover")}).delegate(i,"mouseover",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(".ui-datepicker-calendar").find("a").removeClass("ui-state-hover"),t(this).addClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).addClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).addClass("ui-datepicker-next-hover"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:"1.10.3"}});var s,o="datepicker";t.extend(i.prototype,{markerClassName:"hasDatepicker",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r="div"===n||"span"===n,e.id||(this.uuid+=1,e.id="dp"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),"input"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\-])/g,"\\\\$1");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t("<div class='"+this._inlineClass+" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,"appendText"),a=this._get(i,"isRTL");i.append&&i.append.remove(),o&&(i.append=t("<span class='"+this._appendClass+"'>"+o+"</span>"),e[a?"before":"after"](i.append)),e.unbind("focus",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,"showOn"),("focus"===n||"both"===n)&&e.focus(this._showDatepicker),("button"===n||"both"===n)&&(r=this._get(i,"buttonText"),s=this._get(i,"buttonImage"),i.trigger=t(this._get(i,"buttonImageOnly")?t("<img/>").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t("<button type='button'></button>").addClass(this._triggerClass).html(s?t("<img/>").attr({src:s,alt:r,title:r}):r)),e[a?"before":"after"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,"autoSize")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,"dateFormat");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?"monthNames":"monthNamesShort"))),s.setDate(e(this._get(t,o.match(/DD/)?"dayNames":"dayNamesShort"))+20-s.getDay())),t.input.attr("size",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css("display","block"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l="dp"+this.uuid,this._dialogInput=t("<input type='text' id='"+l+"' style='position: absolute; top: -100px; width: 0px;'/>"),this._dialogInput.keydown(this._doKeyDown),t("body").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css("left",this._pos[0]+20+"px").css("top",this._pos[1]+"px"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),"input"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind("focus",this._showDatepicker).unbind("keydown",this._doKeyDown).unbind("keypress",this._doKeyPress).unbind("keyup",this._doKeyUp)):("div"===i||"span"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!1,s.trigger.filter("button").each(function(){this.disabled=!1}).end().filter("img").css({opacity:"1.0",cursor:""})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().removeClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!0,s.trigger.filter("button").each(function(){this.disabled=!0}).end().filter("img").css({opacity:"0.5",cursor:"default"})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().addClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw"Missing instance data for this datepicker"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&"string"==typeof n?"defaults"===n?t.extend({},t.datepicker._defaults):h?"all"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},"string"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,"min"),u=this._getMinMaxDate(h,"max"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),"disabled"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(".ui-datepicker-rtl");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t("td."+t.datepicker._dayOverClass+":not(."+t.datepicker._currentClass+")",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,"onSelect"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,"D"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,"D"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,"constrainInput")?(i=t.datepicker._possibleChars(t.datepicker._get(r,"dateFormat")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||" ">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,"dateFormat"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,"input"!==e.nodeName.toLowerCase()&&(e=t("input",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,"beforeShow"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,
+        t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=""),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|="fixed"===t(this).css("position"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:"absolute",display:"block",top:"-1000px"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?"static":o?"fixed":"absolute",display:"none",left:a.left+"px",top:a.top+"px"}),i.inline||(l=t.datepicker._get(i,"showAnim"),u=t.datepicker._get(i,"duration"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,"showOptions"),u):i.dpDiv[l||"show"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find("."+this._dayOverClass+" a").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass("ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4").width(""),r>1&&e.dpDiv.addClass("ui-datepicker-multi-"+r).css("width",o*r+"em"),e.dpDiv[(1!==n[0]||1!==n[1]?"add":"remove")+"Class"]("ui-datepicker-multi"),e.dpDiv[(this._get(e,"isRTL")?"add":"remove")+"Class"]("ui-datepicker-rtl"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find("select.ui-datepicker-year:first").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(":visible")&&!t.input.is(":disabled")&&!t.input.is(":focus")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,"isRTL")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,"isRTL");e&&("hidden"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?"previousSibling":"nextSibling"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,"showAnim"),n=this._get(a,"duration"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,"showOptions"),n,r):a.dpDiv["slideDown"===i?"slideUp":"fadeIn"===i?"fadeOut":"hide"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,"onClose"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():"",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:"absolute",left:"0",top:"-100px"}),t.blockUI&&(t.unblockUI(),t("body").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(".ui-datepicker-calendar")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents("#"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest("."+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+("M"===n?this._get(s,"showCurrentAtPos"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,"gotoCurrent")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s["selected"+("M"===n?"Month":"Year")]=s["draw"+("M"===n?"Month":"Year")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t("a",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,"")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,"onSelect"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger("change"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],"object"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,"altField");s&&(i=this._get(e,"altFormat")||this._get(e,"dateFormat"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,""]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw"Invalid arguments";if(i="object"==typeof i?i.toString():i+"",""===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h="string"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n="@"===t?14:"!"===t?20:"y"===t&&e?4:"o"===t?3:2,r=new RegExp("^\\d{1,"+n+"}"),s=i.substring(l).match(r);if(!s)throw"Missing number at position "+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw"Unknown name at position "+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw"Unexpected literal at position "+l;l++};for(r=0;r<e.length;r++)if(y)"'"!==e.charAt(r)||b("'")?k():y=!1;else switch(e.charAt(r)){case"d":_=w("d");break;case"D":x("D",c,p);break;case"o":v=w("o");break;case"m":m=w("m");break;case"M":m=x("M",d,f);break;case"y":g=w("y");break;case"@":a=new Date(w("@")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"!":a=new Date((w("!")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"'":b("'")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\s+/.test(o)))throw"Extra/unparsed characters found in date: "+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw"Invalid date";return a},ATOM:"yy-mm-dd",COOKIE:"D, dd M yy",ISO_8601:"yy-mm-dd",RFC_822:"D, d M y",RFC_850:"DD, dd-M-y",RFC_1036:"D, d M y",RFC_1123:"D, d M yy",RFC_2822:"D, d M yy",RSS:"D, d M y",TICKS:"!",TIMESTAMP:"@",W3C:"yy-mm-dd",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return"";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=""+e;if(l(t))for(;n.length<i;)n="0"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c="",p=!1;if(e)for(n=0;n<t.length;n++)if(p)"'"!==t.charAt(n)||l("'")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case"d":c+=u("d",e.getDate(),2);break;case"D":c+=h("D",e.getDay(),r,s);break;case"o":c+=u("o",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case"m":c+=u("m",e.getMonth()+1,2);break;case"M":c+=h("M",e.getMonth(),o,a);break;case"y":c+=l("y")?e.getFullYear():(e.getYear()%100<10?"0":"")+e.getYear()%100;break;case"@":c+=e.getTime();break;case"!":c+=1e4*e.getTime()+this._ticksTo1970;break;case"'":l("'")?c+="'":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i="",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)"'"!==t.charAt(e)||r("'")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case"d":case"m":case"y":case"@":i+="0123456789";break;case"D":case"M":return null;case"'":r("'")?i+="'":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,"dateFormat"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?"":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,"defaultDate"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,"dateFormat"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\-]?[0-9]+)\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||"d"){case"d":case"D":a+=parseInt(u[1],10);break;case"w":case"W":a+=7*parseInt(u[1],10);break;case"m":case"M":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case"y":case"Y":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||""===i?n:"string"==typeof i?s(i):"number"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&"Invalid Date"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?"":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&""===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,"stepMonths"),n="#"+e.id.replace(/\\\\/g,"\\");e.dpDiv.find("[data-handler]").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,"M")},next:function(){t.datepicker._adjustDate(n,+i,"M")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute("data-month"),+this.getAttribute("data-year"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,"M"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,"Y"),!1}};t(this).bind(this.getAttribute("data-event"),e[this.getAttribute("data-handler")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,"isRTL"),q=this._get(t,"showButtonPanel"),Y=this._get(t,"hideIfNoPrevNext"),V=this._get(t,"navigationAsDateFormat"),$=this._getNumberOfMonths(t),U=this._get(t,"showCurrentAtPos"),G=this._get(t,"stepMonths"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,"min"),Q=this._getMinMaxDate(t,"max"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,"prevText"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>":Y?"":"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>",r=this._get(t,"nextText"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>":Y?"":"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>",o=this._get(t,"currentText"),a=this._get(t,"gotoCurrent")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?"":"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>"+this._get(t,"closeText")+"</button>",u=q?"<div class='ui-datepicker-buttonpane ui-widget-content'>"+(W?l:"")+(this._isInRange(t,a)?"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>"+o+"</button>":"")+(W?"":l)+"</div>":"",h=parseInt(this._get(t,"firstDay"),10),h=isNaN(h)?0:h,c=this._get(t,"showWeek"),p=this._get(t,"dayNames"),d=this._get(t,"dayNamesMin"),f=this._get(t,"monthNames"),g=this._get(t,"monthNamesShort"),m=this._get(t,"beforeShowDay"),_=this._get(t,"showOtherMonths"),v=this._get(t,"selectOtherMonths"),y=this._getDefaultDate(t),b="",x=0;x<$[0];x++){for(k="",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=" ui-corner-all",T="",X){if(T+="<div class='ui-datepicker-group",$[1]>1)switch(M){case 0:T+=" ui-datepicker-group-first",D=" ui-corner-"+(W?"right":"left");break;case $[1]-1:T+=" ui-datepicker-group-last",D=" ui-corner-"+(W?"left":"right");break;default:T+=" ui-datepicker-group-middle",D=""}T+="'>"}for(T+="<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix"+D+"'>"+(/all|left/.test(D)&&0===x?W?s:n:"")+(/all|right/.test(D)&&0===x?W?n:s:"")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+"</div><table class='ui-datepicker-calendar'><thead><tr>",S=c?"<th class='ui-datepicker-week-col'>"+this._get(t,"weekHeader")+"</th>":"",w=0;7>w;w++)A=(w+h)%7,S+="<th"+((w+h+6)%7>=5?" class='ui-datepicker-week-end'":"")+"><span title='"+p[A]+"'>"+d[A]+"</span></th>";for(T+=S+"</tr></thead><tbody>",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+="<tr>",j=c?"<td class='ui-datepicker-week-col'>"+this._get(t,"calculateWeek")(R)+"</td>":"",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,""],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+="<td class='"+((w+h+6)%7>=5?" ui-datepicker-week-end":"")+(F?" ui-datepicker-other-month":"")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?" "+this._dayOverClass:"")+(L?" "+this._unselectableClass+" ui-state-disabled":"")+(F&&!_?"":" "+O[1]+(R.getTime()===Z.getTime()?" "+this._currentClass:"")+(R.getTime()===B.getTime()?" ui-datepicker-today":""))+"'"+(F&&!_||!O[2]?"":" title='"+O[2].replace(/'/g,"&#39;")+"'")+(L?"":" data-handler='selectDay' data-event='click' data-month='"+R.getMonth()+"' data-year='"+R.getFullYear()+"'")+">"+(F&&!_?"&#xa0;":L?"<span class='ui-state-default'>"+R.getDate()+"</span>":"<a class='ui-state-default"+(R.getTime()===B.getTime()?" ui-state-highlight":"")+(R.getTime()===Z.getTime()?" ui-state-active":"")+(F?" ui-priority-secondary":"")+"' href='#'>"+R.getDate()+"</a>")+"</td>",R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+"</tr>"}K++,K>11&&(K=0,tt++),T+="</tbody></table>"+(X?"</div>"+($[0]>0&&M===$[1]-1?"<div class='ui-datepicker-row-break'></div>":""):""),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,"changeMonth"),_=this._get(t,"changeYear"),v=this._get(t,"showMonthAfterYear"),y="<div class='ui-datepicker-title'>",b="";if(s||!m)b+="<span class='ui-datepicker-month'>"+o[e]+"</span>";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+="<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+="<option value='"+h+"'"+(h===e?" selected='selected'":"")+">"+a[h]+"</option>");b+="</select>"}if(v||(y+=b+(!s&&m&&_?"":"&#xa0;")),!t.yearshtml)if(t.yearshtml="",s||!_)y+="<span class='ui-datepicker-year'>"+i+"</span>";else{for(c=this._get(t,"yearRange").split(":"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||"")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+="<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>";g>=f;f++)t.yearshtml+="<option value='"+f+"'"+(f===i?" selected='selected'":"")+">"+f+"</option>";t.yearshtml+="</select>",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,"yearSuffix"),v&&(y+=(!s&&m&&_?"":"&#xa0;")+b),y+="</div>"},_adjustInstDate:function(t,e,i){var n=t.drawYear+("Y"===i?e:0),r=t.drawMonth+("M"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+("D"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),("M"===i||"Y"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,"min"),n=this._getMinMaxDate(t,"max"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,"onChangeMonthYear");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,"numberOfMonths");return null==e?[1,1]:"number"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+"Date"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,"min"),s=this._getMinMaxDate(t,"max"),o=null,a=null,l=this._get(t,"yearRange");return l&&(i=l.split(":"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\-].*/)&&(o+=n),i[1].match(/[+\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,"shortYearCutoff");return e="string"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,"dayNamesShort"),dayNames:this._get(t,"dayNames"),monthNamesShort:this._get(t,"monthNamesShort"),monthNames:this._get(t,"monthNames")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?"object"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,"dateFormat"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t("#"+t.datepicker._mainDivId).length&&t("body").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return"string"!=typeof e||"isDisabled"!==e&&"getDate"!==e&&"widget"!==e?"option"===e&&2===arguments.length&&"string"==typeof arguments[1]?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){"string"==typeof e?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version="1.10.3"}(n),function(t,e){var i={buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},n={maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0};t.widget("ui.dialog",{version:"1.10.3",options:{appendTo:"body",autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:"close",dialogClass:"",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr("title").addClass("ui-dialog-content ui-widget-content").appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._destroyOverlay(),this.element.removeUniqueId().removeClass("ui-dialog-content ui-widget-content").css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._destroyOverlay(),this.opener.filter(":focusable").focus().length||t(this.document[0].activeElement).blur(),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,e){var i=!!this.uiDialog.nextAll(":visible").insertBefore(this.uiDialog).length;return i&&!e&&this._trigger("focus",t),i},open:function(){var e=this;return this._isOpen?void(this._moveToTop()&&this._focusTabbable()):(this._isOpen=!0,this.opener=t(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),void this._trigger("open"))},_focusTabbable:function(){var t=this.element.find("[autofocus]");t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).focus()},_keepFocus:function(e){function i(){var e=this.document[0].activeElement,i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").addClass("ui-dialog ui-widget ui-widget-content ui-corner-all ui-front "+this.options.dialogClass).hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),void this.close(e);if(e.keyCode===t.ui.keyCode.TAB){var i=this.uiDialog.find(":tabbable"),n=i.filter(":first"),r=i.filter(":last");e.target!==r[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==n[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(r.focus(1),e.preventDefault()):(n.focus(1),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>").addClass("ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix").prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=t("<button></button>").button({label:this.options.closeText,icons:{primary:"ui-icon-closethick"},text:!1}).addClass("ui-dialog-titlebar-close").appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().addClass("ui-dialog-title").prependTo(this.uiDialogTitlebar),this._title(e),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title||t.html("&#160;"),t.text(this.options.title)},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>").addClass("ui-dialog-buttonpane ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").addClass("ui-dialog-buttonset").appendTo(this.uiDialogButtonPane),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?void this.uiDialog.removeClass("ui-dialog-buttons"):(t.each(i,function(i,n){var r,s;n=t.isFunction(n)?{click:n,text:i}:n,n=t.extend({type:"button"},n),r=n.click,n.click=function(){r.apply(e.element[0],arguments)},s={icons:n.icons,text:n.showText},delete n.icons,delete n.showText,t("<button></button>",n).button(s).appendTo(e.uiButtonSet)}),this.uiDialog.addClass("ui-dialog-buttons"),void this.uiDialogButtonPane.appendTo(this.uiDialog))},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,n=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, 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i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,n=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children("a").removeClass("ui-state-focus"),this.active=null,this._trigger("blur",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false").end().find("a.ui-state-active").removeClass("ui-state-active")},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu 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9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\+\-]\d+(\.[\d]+)?%?/,p=/^\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t("<div style='display:block;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=r.children()[0];return t("body").append(r),i=o.offsetWidth,r.css("overflow","scroll"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow?"":e.element.css("overflow-x"),n=e.isWindow?"":e.element.css("overflow-y"),r="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,s="scroll"===n||"auto"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]);return{element:i,isWindow:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||"flip").split(" "),k={};return v=r(y),y[0].preventDefault&&(e.at="left top"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each(["my","at"],function(){var t,i,n=(e[this]||"").split(" 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i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?"left":i>0?"right":"center",vertical:0>s?"top":r>0?"bottom":"middle"};c>d&&a(i+n)<d&&(l.horizontal="center"),p>g&&a(r+s)<g&&(l.vertical="middle"),o(a(i),a(n))>o(a(r),a(s))?l.important="horizontal":l.important="vertical",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,d="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var 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ui-corner-left'></div>").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.valueDiv.remove()},value:function(t){return t===e?this.options.value:(this.options.value=this._constrainedValue(t),void this._refreshValue())},_constrainedValue:function(t){return t===e&&(t=this.options.value),this.indeterminate=t===!1,"number"!=typeof t&&(t=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,t))},_setOptions:function(t){var e=t.value;delete t.value,this._super(t),this.options.value=this._constrainedValue(e),this._refreshValue()},_setOption:function(t,e){"max"===t&&(e=Math.max(this.min,e)),this._super(t,e)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var 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n,r,s,o,a=t(e.target).data("ui-slider-handle-index");switch(e.keyCode){case t.ui.keyCode.HOME:case t.ui.keyCode.END:case t.ui.keyCode.PAGE_UP:case t.ui.keyCode.PAGE_DOWN:case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(e.preventDefault(),!this._keySliding&&(this._keySliding=!0,t(e.target).addClass("ui-state-active"),n=this._start(e,a),n===!1))return}switch(o=this.options.step,r=s=this.options.values&&this.options.values.length?this.values(a):this.value(),e.keyCode){case t.ui.keyCode.HOME:s=this._valueMin();break;case t.ui.keyCode.END:s=this._valueMax();break;case t.ui.keyCode.PAGE_UP:s=this._trimAlignValue(r+(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.PAGE_DOWN:s=this._trimAlignValue(r-(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:if(r===this._valueMax())return;s=this._trimAlignValue(r+o);break;case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(r===this._valueMin())return;s=this._trimAlignValue(r-o)}this._slide(e,a,s)},click:function(t){t.preventDefault()},keyup:function(e){var i=t(e.target).data("ui-slider-handle-index");this._keySliding&&(this._keySliding=!1,this._stop(e,i),this._change(e,i),t(e.target).removeClass("ui-state-active"))}}})}(n),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger("change")}}t.widget("ui.spinner",{version:"1.10.3",defaultElement:"<input>",widgetEventPrefix:"spin",options:{culture:null,icons:{down:"ui-icon-triangle-1-s",up:"ui-icon-triangle-1-n"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption("max",this.options.max),this._setOption("min",this.options.min),this._setOption("step",this.options.step),this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each(["min","max","step"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:"_stop",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger("change",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},"mousedown .ui-spinner-button":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e)},"mouseup .ui-spinner-button":"_stop","mouseenter .ui-spinner-button":function(e){return t(e.currentTarget).hasClass("ui-state-active")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e):void 0},"mouseleave .ui-spinner-button":"_stop"},_draw:function(){var t=this.uiSpinner=this.element.addClass("ui-spinner-input").attr("autocomplete","off").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr("role","spinbutton"),this.buttons=t.find(".ui-spinner-button").attr("tabIndex",-1).button().removeClass("ui-corner-all"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>"},_buttonHtml:function(){return"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon "+this.options.icons.up+"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon "+this.options.icons.down+"'>&#9660;</span></a>"},_start:function(t){return this.spinning||this._trigger("start",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger("spin",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(".");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger("stop",t))},_setOption:function(t,e){if("culture"===t||"numberFormat"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}("max"===t||"min"===t||"step"===t)&&"string"==typeof e&&(e=this._parse(e)),"icons"===t&&(this.buttons.first().find(".ui-icon").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(".ui-icon").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),"disabled"===t&&(e?(this.element.prop("disabled",!0),this.buttons.button("disable")):(this.element.prop("disabled",!1),this.buttons.button("enable")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return"string"==typeof t&&""!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),""===t||isNaN(t)?null:t},_format:function(t){return""===t?"":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({"aria-valuemin":this.options.min,"aria-valuemax":this.options.max,"aria-valuenow":this._parse(this.element.val())})},_value:function(t,e){var i;""!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass("ui-spinner-input").prop("disabled",!1).removeAttr("autocomplete").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n),function(t,e){function i(){return++r}function n(t){return t.hash.length>1&&decodeURIComponent(t.href.replace(s,""))===decodeURIComponent(location.href.replace(s,""))}var r=0,s=/#.*$/;t.widget("ui.tabs",{version:"1.10.3",delay:300,options:{active:null,collapsible:!1,event:"click",heightStyle:"content",hide:null,show:null,activate:null,beforeActivate:null,beforeLoad:null,load:null},_create:function(){var e=this,i=this.options;this.running=!1,this.element.addClass("ui-tabs ui-widget ui-widget-content ui-corner-all").toggleClass("ui-tabs-collapsible",i.collapsible).delegate(".ui-tabs-nav > li","mousedown"+this.eventNamespace,function(e){t(this).is(".ui-state-disabled")&&e.preventDefault()}).delegate(".ui-tabs-anchor","focus"+this.eventNamespace,function(){t(this).closest("li").is(".ui-state-disabled")&&this.blur()}),this._processTabs(),i.active=this._initialActive(),t.isArray(i.disabled)&&(i.disabled=t.unique(i.disabled.concat(t.map(this.tabs.filter(".ui-state-disabled"),function(t){return e.tabs.index(t)}))).sort()),this.options.active!==!1&&this.anchors.length?this.active=this._findActive(i.active):this.active=t(),this._refresh(),this.active.length&&this.load(i.active)},_initialActive:function(){var e=this.options.active,i=this.options.collapsible,n=location.hash.substring(1);return null===e&&(n&&this.tabs.each(function(i,r){return t(r).attr("aria-controls")===n?(e=i,!1):void 0}),null===e&&(e=this.tabs.index(this.tabs.filter(".ui-tabs-active"))),(null===e||-1===e)&&(e=this.tabs.length?0:!1)),e!==!1&&(e=this.tabs.index(this.tabs.eq(e)),-1===e&&(e=i?!1:0)),!i&&e===!1&&this.anchors.length&&(e=0),e},_getCreateEventData:function(){return{tab:this.active,panel:this.active.length?this._getPanelForTab(this.active):t()}},_tabKeydown:function(e){var i=t(this.document[0].activeElement).closest("li"),n=this.tabs.index(i),r=!0;if(!this._handlePageNav(e)){switch(e.keyCode){case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:n++;break;case t.ui.keyCode.UP:case t.ui.keyCode.LEFT:r=!1,n--;break;case t.ui.keyCode.END:n=this.anchors.length-1;break;case t.ui.keyCode.HOME:n=0;break;case t.ui.keyCode.SPACE:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n);case t.ui.keyCode.ENTER:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n===this.options.active?!1:n);default:return}e.preventDefault(),clearTimeout(this.activating),n=this._focusNextTab(n,r),e.ctrlKey||(i.attr("aria-selected","false"),this.tabs.eq(n).attr("aria-selected","true"),this.activating=this._delay(function(){this.option("active",n)},this.delay))}},_panelKeydown:function(e){this._handlePageNav(e)||e.ctrlKey&&e.keyCode===t.ui.keyCode.UP&&(e.preventDefault(),this.active.focus())},_handlePageNav:function(e){return e.altKey&&e.keyCode===t.ui.keyCode.PAGE_UP?(this._activate(this._focusNextTab(this.options.active-1,!1)),!0):e.altKey&&e.keyCode===t.ui.keyCode.PAGE_DOWN?(this._activate(this._focusNextTab(this.options.active+1,!0)),!0):void 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i.index(t)}),this._processTabs(),e.active!==!1&&this.anchors.length?this.active.length&&!t.contains(this.tablist[0],this.active[0])?this.tabs.length===e.disabled.length?(e.active=!1,this.active=t()):this._activate(this._findNextTab(Math.max(0,e.active-1),!1)):e.active=this.tabs.index(this.active):(e.active=!1,this.active=t()),this._refresh()},_refresh:function(){this._setupDisabled(this.options.disabled),this._setupEvents(this.options.event),this._setupHeightStyle(this.options.heightStyle),this.tabs.not(this.active).attr({"aria-selected":"false",tabIndex:-1}),this.panels.not(this._getPanelForTab(this.active)).hide().attr({"aria-expanded":"false","aria-hidden":"true"}),this.active.length?(this.active.addClass("ui-tabs-active ui-state-active").attr({"aria-selected":"true",tabIndex:0}),this._getPanelForTab(this.active).show().attr({"aria-expanded":"true","aria-hidden":"false"})):this.tabs.eq(0).attr("tabIndex",0)},_processTabs:function(){var e=this;this.tablist=this._getList().addClass("ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all").attr("role","tablist"),this.tabs=this.tablist.find("> li:has(a[href])").addClass("ui-state-default ui-corner-top").attr({role:"tab",tabIndex:-1}),this.anchors=this.tabs.map(function(){return t("a",this)[0]}).addClass("ui-tabs-anchor").attr({role:"presentation",tabIndex:-1}),this.panels=t(),this.anchors.each(function(i,r){var s,o,a,l=t(r).uniqueId().attr("id"),u=t(r).closest("li"),h=u.attr("aria-controls");n(r)?(s=r.hash,o=e.element.find(e._sanitizeSelector(s))):(a=e._tabId(u),s="#"+a,o=e.element.find(s),o.length||(o=e._createPanel(a),o.insertAfter(e.panels[i-1]||e.tablist)),o.attr("aria-live","polite")),o.length&&(e.panels=e.panels.add(o)),h&&u.data("ui-tabs-aria-controls",h),u.attr({"aria-controls":s.substring(1),"aria-labelledby":l}),o.attr("aria-labelledby",l)}),this.panels.addClass("ui-tabs-panel ui-widget-content ui-corner-bottom").attr("role","tabpanel")},_getList:function(){return this.element.find("ol,ul").eq(0)},_createPanel:function(e){return t("<div>").attr("id",e).addClass("ui-tabs-panel ui-widget-content ui-corner-bottom").data("ui-tabs-destroy",!0)},_setupDisabled:function(e){t.isArray(e)&&(e.length?e.length===this.anchors.length&&(e=!0):e=!1);for(var i,n=0;i=this.tabs[n];n++)e===!0||-1!==t.inArray(n,e)?t(i).addClass("ui-state-disabled").attr("aria-disabled","true"):t(i).removeClass("ui-state-disabled").removeAttr("aria-disabled");this.options.disabled=e},_setupEvents:function(e){var i={click:function(t){t.preventDefault()}};e&&t.each(e.split(" "),function(t,e){i[e]="_eventHandler"}),this._off(this.anchors.add(this.tabs).add(this.panels)),this._on(this.anchors,i),this._on(this.tabs,{keydown:"_tabKeydown"}),this._on(this.panels,{keydown:"_panelKeydown"}),this._focusable(this.tabs),this._hoverable(this.tabs)},_setupHeightStyle:function(e){var i,n=this.element.parent();"fill"===e?(i=n.height(),i-=this.element.outerHeight()-this.element.height(),this.element.siblings(":visible").each(function(){var e=t(this),n=e.css("position");"absolute"!==n&&"fixed"!==n&&(i-=e.outerHeight(!0))}),this.element.children().not(this.panels).each(function(){i-=t(this).outerHeight(!0)}),this.panels.each(function(){t(this).height(Math.max(0,i-t(this).innerHeight()+t(this).height()))}).css("overflow","auto")):"auto"===e&&(i=0,this.panels.each(function(){i=Math.max(i,t(this).height("").height())}).height(i))},_eventHandler:function(e){var i=this.options,n=this.active,r=t(e.currentTarget),s=r.closest("li"),o=s[0]===n[0],a=o&&i.collapsible,l=a?t():this._getPanelForTab(s),u=n.length?this._getPanelForTab(n):t(),h={oldTab:n,oldPanel:u,newTab:a?t():s,newPanel:l};e.preventDefault(),s.hasClass("ui-state-disabled")||s.hasClass("ui-tabs-loading")||this.running||o&&!i.collapsible||this._trigger("beforeActivate",e,h)===!1||(i.active=a?!1:this.tabs.index(s),this.active=o?t():s,this.xhr&&this.xhr.abort(),u.length||l.length||t.error("jQuery UI Tabs: Mismatching fragment identifier."),l.length&&this.load(this.tabs.index(s),e),this._toggle(e,h))},_toggle:function(e,i){function n(){s.running=!1,s._trigger("activate",e,i)}function r(){i.newTab.closest("li").addClass("ui-tabs-active ui-state-active"),o.length&&s.options.show?s._show(o,s.options.show,n):(o.show(),n())}var s=this,o=i.newPanel,a=i.oldPanel;this.running=!0,a.length&&this.options.hide?this._hide(a,this.options.hide,function(){i.oldTab.closest("li").removeClass("ui-tabs-active ui-state-active"),r()}):(i.oldTab.closest("li").removeClass("ui-tabs-active ui-state-active"),a.hide(),r()),a.attr({"aria-expanded":"false","aria-hidden":"true"}),i.oldTab.attr("aria-selected","false"),o.length&&a.length?i.oldTab.attr("tabIndex",-1):o.length&&this.tabs.filter(function(){return 0===t(this).attr("tabIndex")}).attr("tabIndex",-1),o.attr({"aria-expanded":"true","aria-hidden":"false"}),i.newTab.attr({"aria-selected":"true",tabIndex:0})},_activate:function(e){var i,n=this._findActive(e);n[0]!==this.active[0]&&(n.length||(n=this.active),i=n.find(".ui-tabs-anchor")[0],this._eventHandler({target:i,currentTarget:i,preventDefault:t.noop}))},_findActive:function(e){return e===!1?t():this.tabs.eq(e)},_getIndex:function(t){return"string"==typeof t&&(t=this.anchors.index(this.anchors.filter("[href$='"+t+"']"))),t},_destroy:function(){this.xhr&&this.xhr.abort(),this.element.removeClass("ui-tabs ui-widget ui-widget-content ui-corner-all ui-tabs-collapsible"),this.tablist.removeClass("ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all").removeAttr("role"),this.anchors.removeClass("ui-tabs-anchor").removeAttr("role").removeAttr("tabIndex").removeUniqueId(),this.tabs.add(this.panels).each(function(){t.data(this,"ui-tabs-destroy")?t(this).remove():t(this).removeClass("ui-state-default ui-state-active ui-state-disabled ui-corner-top ui-corner-bottom ui-widget-content ui-tabs-active ui-tabs-panel").removeAttr("tabIndex").removeAttr("aria-live").removeAttr("aria-busy").removeAttr("aria-selected").removeAttr("aria-labelledby").removeAttr("aria-hidden").removeAttr("aria-expanded").removeAttr("role")}),this.tabs.each(function(){var e=t(this),i=e.data("ui-tabs-aria-controls");i?e.attr("aria-controls",i).removeData("ui-tabs-aria-controls"):e.removeAttr("aria-controls")}),this.panels.show(),"content"!==this.options.heightStyle&&this.panels.css("height","")},enable:function(i){var n=this.options.disabled;n!==!1&&(i===e?n=!1:(i=this._getIndex(i),n=t.isArray(n)?t.map(n,function(t){return t!==i?t:null}):t.map(this.tabs,function(t,e){return e!==i?e:null})),this._setupDisabled(n))},disable:function(i){var n=this.options.disabled;if(n!==!0){if(i===e)n=!0;else{if(i=this._getIndex(i),-1!==t.inArray(i,n))return;n=t.isArray(n)?t.merge([i],n).sort():[i]}this._setupDisabled(n)}},load:function(e,i){e=this._getIndex(e);var r=this,s=this.tabs.eq(e),o=s.find(".ui-tabs-anchor"),a=this._getPanelForTab(s),l={tab:s,panel:a};n(o[0])||(this.xhr=t.ajax(this._ajaxSettings(o,i,l)),this.xhr&&"canceled"!==this.xhr.statusText&&(s.addClass("ui-tabs-loading"),a.attr("aria-busy","true"),this.xhr.success(function(t){setTimeout(function(){a.html(t),r._trigger("load",i,l)},1)}).complete(function(t,e){setTimeout(function(){"abort"===e&&r.panels.stop(!1,!0),s.removeClass("ui-tabs-loading"),a.removeAttr("aria-busy"),t===r.xhr&&delete r.xhr},1)})))},_ajaxSettings:function(e,i,n){var r=this;return{url:e.attr("href"),beforeSend:function(e,s){return r._trigger("beforeLoad",i,t.extend({jqXHR:e,ajaxSettings:s},n))}}},_getPanelForTab:function(e){var i=t(e).attr("aria-controls");return this.element.find(this._sanitizeSelector("#"+i))}})}(n),function(t){function e(e,i){var n=(e.attr("aria-describedby")||"").split(/\s+/);n.push(i),e.data("ui-tooltip-id",i).attr("aria-describedby",t.trim(n.join(" ")))}function i(e){var i=e.data("ui-tooltip-id"),n=(e.attr("aria-describedby")||"").split(/\s+/),r=t.inArray(i,n);-1!==r&&n.splice(r,1),e.removeData("ui-tooltip-id"),n=t.trim(n.join(" ")),n?e.attr("aria-describedby",n):e.removeAttr("aria-describedby")}var n=0;t.widget("ui.tooltip",{version:"1.10.3",options:{content:function(){var e=t(this).attr("title")||"";return t("<a>").text(e).html()},hide:!0,items:"[title]:not([disabled])",position:{my:"left top+15",at:"left bottom",collision:"flipfit flip"},show:!0,tooltipClass:null,track:!1,close:null,open:null},_create:function(){this._on({mouseover:"open",focusin:"open"}),this.tooltips={},this.parents={},this.options.disabled&&this._disable()},_setOption:function(e,i){var n=this;return"disabled"===e?(this[i?"_disable":"_enable"](),void(this.options[e]=i)):(this._super(e,i),void("content"===e&&t.each(this.tooltips,function(t,e){n._updateContent(e)})))},_disable:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event("blur");r.target=r.currentTarget=n[0],e.close(r,!0)}),this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.is("[title]")&&e.data("ui-tooltip-title",e.attr("title")).attr("title","")})},_enable:function(){this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.data("ui-tooltip-title")&&e.attr("title",e.data("ui-tooltip-title"))})},open:function(e){var i=this,n=t(e?e.target:this.element).closest(this.options.items);n.length&&!n.data("ui-tooltip-id")&&(n.attr("title")&&n.data("ui-tooltip-title",n.attr("title")),n.data("ui-tooltip-open",!0),e&&"mouseover"===e.type&&n.parents().each(function(){var e,n=t(this);n.data("ui-tooltip-open")&&(e=t.Event("blur"),e.target=e.currentTarget=this,i.close(e,!0)),n.attr("title")&&(n.uniqueId(),i.parents[this.id]={element:this,title:n.attr("title")},n.attr("title",""))}),this._updateContent(n,e))},_updateContent:function(t,e){var i,n=this.options.content,r=this,s=e?e.type:null;return"string"==typeof n?this._open(e,t,n):(i=n.call(t[0],function(i){t.data("ui-tooltip-open")&&r._delay(function(){e&&(e.type=s),this._open(e,t,i)})}),void(i&&this._open(e,t,i)))},_open:function(i,n,r){function s(t){u.of=t,o.is(":hidden")||o.position(u)}var o,a,l,u=t.extend({},this.options.position);if(r){if(o=this._find(n),o.length)return void o.find(".ui-tooltip-content").html(r);n.is("[title]")&&(i&&"mouseover"===i.type?n.attr("title",""):n.removeAttr("title")),o=this._tooltip(n),e(n,o.attr("id")),o.find(".ui-tooltip-content").html(r),this.options.track&&i&&/^mouse/.test(i.type)?(this._on(this.document,{mousemove:s}),s(i)):o.position(t.extend({of:n},this.options.position)),o.hide(),this._show(o,this.options.show),this.options.show&&this.options.show.delay&&(l=this.delayedShow=setInterval(function(){o.is(":visible")&&(s(u.of),clearInterval(l))},t.fx.interval)),this._trigger("open",i,{tooltip:o}),a={keyup:function(e){if(e.keyCode===t.ui.keyCode.ESCAPE){var i=t.Event(e);i.currentTarget=n[0],this.close(i,!0)}},remove:function(){this._removeTooltip(o)}},i&&"mouseover"!==i.type||(a.mouseleave="close"),i&&"focusin"!==i.type||(a.focusout="close"),this._on(!0,n,a)}},close:function(e){var n=this,r=t(e?e.currentTarget:this.element),s=this._find(r);this.closing||(clearInterval(this.delayedShow),r.data("ui-tooltip-title")&&r.attr("title",r.data("ui-tooltip-title")),i(r),s.stop(!0),this._hide(s,this.options.hide,function(){n._removeTooltip(t(this))}),r.removeData("ui-tooltip-open"),this._off(r,"mouseleave focusout keyup"),r[0]!==this.element[0]&&this._off(r,"remove"),this._off(this.document,"mousemove"),e&&"mouseleave"===e.type&&t.each(this.parents,function(e,i){t(i.element).attr("title",i.title),delete n.parents[e]}),this.closing=!0,this._trigger("close",e,{tooltip:s}),this.closing=!1)},_tooltip:function(e){var i="ui-tooltip-"+n++,r=t("<div>").attr({id:i,role:"tooltip"}).addClass("ui-tooltip ui-widget ui-corner-all ui-widget-content "+(this.options.tooltipClass||""));return t("<div>").addClass("ui-tooltip-content").appendTo(r),r.appendTo(this.document[0].body),this.tooltips[i]=e,r},_find:function(e){var i=e.data("ui-tooltip-id");return i?t("#"+i):t()},_removeTooltip:function(t){t.remove(),delete this.tooltips[t.attr("id")]},_destroy:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event("blur");r.target=r.currentTarget=n[0],e.close(r,!0),t("#"+i).remove(),n.data("ui-tooltip-title")&&(n.attr("title",n.data("ui-tooltip-title")),n.removeData("ui-tooltip-title"))})}})}(n)},{jquery:18}],12:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),
+        t("./position"),function(t,e){t.widget("ui.menu",{version:"1.10.4",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-carat-1-e"},menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass("ui-menu ui-widget ui-widget-content ui-corner-all").toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length).attr({role:this.options.role,tabIndex:0}).bind("click"+this.eventNamespace,t.proxy(function(t){this.options.disabled&&t.preventDefault()},this)),this.options.disabled&&this.element.addClass("ui-state-disabled").attr("aria-disabled","true"),this._on({"mousedown .ui-menu-item > a":function(t){t.preventDefault()},"click .ui-state-disabled > a":function(t){t.preventDefault()},"click .ui-menu-item:has(a)":function(e){var i=t(e.target).closest(".ui-menu-item");!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&t(this.document[0].activeElement).closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){var i=t(e.currentTarget);i.siblings().children(".ui-state-active").removeClass("ui-state-active"),this.focus(e,i)},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.children(".ui-menu-item").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(".ui-menu").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeClass("ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons").removeAttr("role").removeAttr("tabIndex").removeAttr("aria-labelledby").removeAttr("aria-expanded").removeAttr("aria-hidden").removeAttr("aria-disabled").removeUniqueId().show(),this.element.find(".ui-menu-item").removeClass("ui-menu-item").removeAttr("role").removeAttr("aria-disabled").children("a").removeUniqueId().removeClass("ui-corner-all ui-state-hover").removeAttr("tabIndex").removeAttr("role").removeAttr("aria-haspopup").children().each(function(){var e=t(this);e.data("ui-menu-submenu-carat")&&e.remove()}),this.element.find(".ui-menu-divider").removeClass("ui-menu-divider ui-widget-content")},_keydown:function(e){function i(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")}var n,r,s,o,a,l=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:l=!1,r=this.previousFilter||"",s=String.fromCharCode(e.keyCode),o=!1,clearTimeout(this.filterTimer),s===r?o=!0:s=r+s,a=new RegExp("^"+i(s),"i"),n=this.activeMenu.children(".ui-menu-item").filter(function(){return a.test(t(this).children("a").text())}),n=o&&-1!==n.index(this.active.next())?this.active.nextAll(".ui-menu-item"):n,n.length||(s=String.fromCharCode(e.keyCode),a=new RegExp("^"+i(s),"i"),n=this.activeMenu.children(".ui-menu-item").filter(function(){return a.test(t(this).children("a").text())})),n.length?(this.focus(e,n),n.length>1?(this.previousFilter=s,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter):delete this.previousFilter}l&&e.preventDefault()},_activate:function(t){this.active.is(".ui-state-disabled")||(this.active.children("a[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i=this.options.icons.submenu,n=this.element.find(this.options.menus);this.element.toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length),n.filter(":not(.ui-menu)").addClass("ui-menu ui-widget ui-widget-content ui-corner-all").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),n=e.prev("a"),r=t("<span>").addClass("ui-menu-icon ui-icon "+i).data("ui-menu-submenu-carat",!0);n.attr("aria-haspopup","true").prepend(r),e.attr("aria-labelledby",n.attr("id"))}),e=n.add(this.element),e.children(":not(.ui-menu-item):has(a)").addClass("ui-menu-item").attr("role","presentation").children("a").uniqueId().addClass("ui-corner-all").attr({tabIndex:-1,role:this._itemRole()}),e.children(":not(.ui-menu-item)").each(function(){var e=t(this);/[^\-\u2014\u2013\s]/.test(e.text())||e.addClass("ui-widget-content ui-menu-divider")}),e.children(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){"icons"===t&&this.element.find(".ui-menu-icon").removeClass(this.options.icons.submenu).addClass(e.submenu),this._super(t,e)},focus:function(t,e){var i,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children("a").addClass("ui-state-focus"),this.options.role&&this.element.attr("aria-activedescendant",n.attr("id")),this.active.parent().closest(".ui-menu-item").children("a:first").addClass("ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,n=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children("a").removeClass("ui-state-focus"),this.active=null,this._trigger("blur",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false").end().find("a.ui-state-active").removeClass("ui-state-active")},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").children(".ui-menu-item").first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var n;this.active&&(n="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),n&&n.length&&this.active||(n=this.activeMenu.children(".ui-menu-item")[e]()),this.focus(i,n)},nextPage:function(e){var i,n,r;return this.active?void(this.isLastItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(".ui-menu-item")[this.active?"last":"first"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(".ui-menu-item").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)}})}(n)},{"./core":7,"./position":14,"./widget":17,jquery:18}],13:[function(t,e,i){var n=t("jquery");t("./widget"),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget("ui.mouse",{version:"1.10.4",options:{cancel:"input,textarea,button,select,option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).bind("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind("."+this.widgetName),this._mouseMoveDelegate&&t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind("mousemove."+this.widgetName,this._mouseMoveDelegate).bind("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n)},{"./widget":17,jquery:18}],14:[function(t,e,i){var n=t("jquery");!function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\+\-]\d+(\.[\d]+)?%?/,p=/^\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=r.children()[0];return t("body").append(r),i=o.offsetWidth,r.css("overflow","scroll"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),n=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),r="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,s="scroll"===n||"auto"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]),r=!!i[0]&&9===i[0].nodeType;return{element:i,isWindow:n,isDocument:r,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||"flip").split(" "),k={};return v=r(y),y[0].preventDefault&&(e.at="left top"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each(["my","at"],function(){var t,i,n=(e[this]||"").split(" ");1===n.length&&(n=u.test(n[0])?n.concat(["center"]):h.test(n[0])?["center"].concat(n):["center","center"]),n[0]=u.test(n[0])?n[0]:"center",n[1]=h.test(n[1])?n[1]:"center",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),"right"===e.at[0]?_.left+=d:"center"===e.at[0]&&(_.left+=d/2),"bottom"===e.at[1]?_.top+=g:"center"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,"marginLeft"),v=n(this,"marginTop"),M=c+f+n(this,"marginRight")+w.width,C=p+v+n(this,"marginBottom")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());"right"===e.my[0]?D.left-=c:"center"===e.my[0]&&(D.left-=c/2),"bottom"===e.my[1]?D.top-=p:"center"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each(["left","top"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?"left":i>0?"right":"center",vertical:0>s?"top":r>0?"bottom":"middle"};c>d&&a(i+n)<d&&(l.horizontal="center"),p>g&&a(r+s)<g&&(l.vertical="middle"),o(a(i),a(n))>o(a(r),a(s))?l.important="horizontal":l.important="vertical",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,d="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p="top"===e.my[1],d=p?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName("body")[0],a=document.createElement("div");e=document.createElement(o?"div":"body"),n={visibility:"hidden",width:0,height:0,border:0,margin:0,background:"none"},o&&t.extend(n,{position:"absolute",left:"-1000px",top:"-1000px"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText="position: absolute; left: 10.7432222px;",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML="",i.removeChild(e)}()}(n)},{jquery:18}],15:[function(t,e,i){var n=t("jquery");t("./core"),t("./mouse"),t("./widget"),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css("float"))||/inline|table-cell/.test(t.css("display"))}t.widget("ui.sortable",t.ui.mouse,{version:"1.10.4",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.floating=this.items.length?"x"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+"-item");return this},_setOption:function(e,i){"disabled"===e?(this.options[e]=i,this.widget().toggleClass("ui-sortable-disabled",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+"-item")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+"-item")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find("*").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(s=this.document.find("body"),this.storedCursor=s.css("cursor"),s.css("cursor",o.cursor),this.storedStylesheet=t("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(s)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger("activate",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?"next":"prev"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&("semi-dynamic"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger("change",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger("sort",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&"x"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&"y"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger("deactivate",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger("out",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||"id")||"").match(e.expression||/(.+)[\-=_](.+)/);i&&n.push((e.key||i[1]+"[]")+"="+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+"="),n.join("&")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||"id")||"")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c="x"===this.options.axis||n+u>a&&l>n+u,p="y"===this.options.axis||e+h>s&&o>e+h,d=c&&p;return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>t[this.floating?"width":"height"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e="x"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n="y"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&"right"===o||"down"===s?2:1:s&&("down"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?"right"===s&&n||"left"===s&&!n:r&&("down"===r&&e||"up"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?"down":"up")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?"right":"left")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){function i(){a.push(this)}var n,r,s,o,a=[],l=[],u=this._connectWith();if(u&&e)for(n=u.length-1;n>=0;n--)for(s=t(u[n]),r=s.length-1;r>=0;r--)o=t.data(s[r],this.widgetFullName),o&&o!==this&&!o.options.disabled&&l.push([t.isFunction(o.options.items)?o.options.items.call(o.element):t(o.options.items,o.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),o]);for(l.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),n=l.length-1;n>=0;n--)l[n][0].each(i);return t(a)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+"-item",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t("<"+n+">",e.document[0]).addClass(i||e.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tr"===n?e.currentItem.children().each(function(){t("<td>&#160;</td>",e.document[0]).attr("colspan",t(this).attr("colspan")||1).appendTo(r)}):"img"===n&&r.attr("src",e.currentItem.attr("src")),i||r.css("visibility","hidden"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css("paddingTop")||0,10)-parseInt(e.currentItem.css("paddingBottom")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css("paddingLeft")||0,10)-parseInt(e.currentItem.css("paddingRight")||0,10)));
+        }}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger("out",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?"left":"top",u=d?"width":"height",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger("change",e,this._uiHash()),this.containers[g]._trigger("change",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return n.parents("body").length||t("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;"parent"===r.containment&&(r.containment=this.helper[0].parentNode),("document"===r.containment||"window"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t("document"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t("document"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n="hidden"!==t(e).css("overflow"),this.containment=[i.left+(parseInt(t(e).css("borderLeftWidth"),10)||0)+(parseInt(t(e).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css("borderTopWidth"),10)||0)+(parseInt(t(e).css("paddingTop"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css("borderLeftWidth"),10)||0)-(parseInt(t(e).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css("borderTopWidth"),10)||0)-(parseInt(t(e).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return"relative"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],"down"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){function i(t,e,i){return function(n){i._trigger(t,n,e._uiHash(e))}}this.reverting=!1;var n,r=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(n in this._storedCSS)("auto"===this._storedCSS[n]||"static"===this._storedCSS[n])&&(this._storedCSS[n]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!e&&r.push(function(t){this._trigger("receive",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||r.push(function(t){this._trigger("update",t,this._uiHash())}),this!==this.currentContainer&&(e||(r.push(function(t){this._trigger("remove",t,this._uiHash())}),r.push(function(t){return function(e){t._trigger("receive",e,this._uiHash(this))}}.call(this,this.currentContainer)),r.push(function(t){return function(e){t._trigger("update",e,this._uiHash(this))}}.call(this,this.currentContainer)))),n=this.containers.length-1;n>=0;n--)e||r.push(i("deactivate",this,this.containers[n])),this.containers[n].containerCache.over&&(r.push(i("out",this,this.containers[n])),this.containers[n].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger("beforeStop",t,this._uiHash()),n=0;n<r.length;n++)r[n].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger("beforeStop",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(n=0;n<r.length;n++)r[n].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n)},{"./core":7,"./mouse":13,"./widget":17,jquery:18}],16:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./button"),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger("change")}}t.widget("ui.spinner",{version:"1.10.4",defaultElement:"<input>",widgetEventPrefix:"spin",options:{culture:null,icons:{down:"ui-icon-triangle-1-s",up:"ui-icon-triangle-1-n"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption("max",this.options.max),this._setOption("min",this.options.min),this._setOption("step",this.options.step),""!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each(["min","max","step"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:"_stop",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger("change",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},"mousedown .ui-spinner-button":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e)},"mouseup .ui-spinner-button":"_stop","mouseenter .ui-spinner-button":function(e){return t(e.currentTarget).hasClass("ui-state-active")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e):void 0},"mouseleave .ui-spinner-button":"_stop"},_draw:function(){var t=this.uiSpinner=this.element.addClass("ui-spinner-input").attr("autocomplete","off").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr("role","spinbutton"),this.buttons=t.find(".ui-spinner-button").attr("tabIndex",-1).button().removeClass("ui-corner-all"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>"},_buttonHtml:function(){return"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon "+this.options.icons.up+"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon "+this.options.icons.down+"'>&#9660;</span></a>"},_start:function(t){return this.spinning||this._trigger("start",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger("spin",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(".");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return 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this.datum_type!==t.datum_type?!1:this.a!==t.a||Math.abs(this.es-t.es)>5e-11?!1:this.datum_type===r?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]:this.datum_type===s?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]&&this.datum_params[3]===t.datum_params[3]&&this.datum_params[4]===t.datum_params[4]&&this.datum_params[5]===t.datum_params[5]&&this.datum_params[6]===t.datum_params[6]:this.datum_type===o||t.datum_type===o?this.nadgrids===t.nadgrids:!0},geodetic_to_geocentric:function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=t.z?t.z:0,p=0;if(-n>h&&h>-1.001*n)h=-n;else if(h>n&&1.001*n>h)h=n;else if(-n>h||h>n)return null;return u>Math.PI&&(u-=2*Math.PI),o=Math.sin(h),l=Math.cos(h),a=o*o,s=this.a/Math.sqrt(1-this.es*a),e=(s+c)*l*Math.cos(u),i=(s+c)*l*Math.sin(u),r=(s*(1-this.es)+c)*o,t.x=e,t.y=i,t.z=r,p},geocentric_to_geodetic:function(t){var e,i,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y=1e-12,b=y*y,w=30,x=t.x,k=t.y,M=t.z?t.z:0;if(f=!1,e=Math.sqrt(x*x+k*k),i=Math.sqrt(x*x+k*k+M*M),e/this.a<y){if(f=!0,m=0,i/this.a<y)return _=n,void(v=-this.b)}else m=Math.atan2(k,x);r=M/i,s=e/i,o=1/Math.sqrt(1-this.es*(2-this.es)*s*s),u=s*(1-this.es)*o,h=r*o,g=0;do g++,l=this.a/Math.sqrt(1-this.es*h*h),v=e*u+M*h-l*(1-this.es*h*h),a=this.es*l/(l+v),o=1/Math.sqrt(1-a*(2-a)*s*s),c=s*(1-a)*o,p=r*o,d=p*u-c*h,u=c,h=p;while(d*d>b&&w>g);return _=Math.atan(p/Math.abs(c)),t.x=m,t.y=_,t.z=v,t},geocentric_to_geodetic_noniter:function(t){var e,i,r,s,o,a,l,u,p,d,f,g,m,_,v,y,b,w=t.x,x=t.y,k=t.z?t.z:0;if(w=parseFloat(w),x=parseFloat(x),k=parseFloat(k),b=!1,0!==w)e=Math.atan2(x,w);else if(x>0)e=n;else if(0>x)e=-n;else if(b=!0,
+        e=0,k>0)i=n;else{if(!(0>k))return i=n,void(r=-this.b);i=-n}return o=w*w+x*x,s=Math.sqrt(o),a=k*h,u=Math.sqrt(a*a+o),d=a/u,g=s/u,f=d*d*d,l=k+this.b*this.ep2*f,y=s-this.a*this.es*g*g*g,p=Math.sqrt(l*l+y*y),m=l/p,_=y/p,v=this.a/Math.sqrt(1-this.es*m*m),r=_>=c?s/_-v:-c>=_?s/-_-v:k/m+v*(this.es-1),b===!1&&(i=Math.atan(m/_)),t.x=e,t.y=i,t.z=r,t},geocentric_to_wgs84:function(t){if(this.datum_type===r)t.x+=this.datum_params[0],t.y+=this.datum_params[1],t.z+=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=u*(t.x-l*t.y+a*t.z)+e,c=u*(l*t.x+t.y-o*t.z)+i,p=u*(-a*t.x+o*t.y+t.z)+n;t.x=h,t.y=c,t.z=p}},geocentric_from_wgs84:function(t){if(this.datum_type===r)t.x-=this.datum_params[0],t.y-=this.datum_params[1],t.z-=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=(t.x-e)/u,c=(t.y-i)/u,p=(t.z-n)/u;t.x=h+l*c-a*p,t.y=-l*h+c+o*p,t.z=a*h-o*c+p}}},e.exports=p},{}],50:[function(t,e,i){var n=1,r=2,s=3,o=5,a=6378137,l=.006694379990141316;e.exports=function(t,e,i){function u(t){return t===n||t===r}var h,c,p;if(t.compare_datums(e))return i;if(t.datum_type===o||e.datum_type===o)return i;var d=t.a,f=t.es,g=e.a,m=e.es,_=t.datum_type;if(_===s)if(0===this.apply_gridshift(t,0,i))t.a=a,t.es=l;else{if(!t.datum_params)return t.a=d,t.es=t.es,i;for(h=1,c=0,p=t.datum_params.length;p>c;c++)h*=t.datum_params[c];if(0===h)return t.a=d,t.es=t.es,i;_=t.datum_params.length>3?r:n}return e.datum_type===s&&(e.a=a,e.es=l),(t.es!==e.es||t.a!==e.a||u(_)||u(e.datum_type))&&(t.geodetic_to_geocentric(i),u(t.datum_type)&&t.geocentric_to_wgs84(i),u(e.datum_type)&&e.geocentric_from_wgs84(i),e.geocentric_to_geodetic(i)),e.datum_type===s&&this.apply_gridshift(e,1,i),t.a=d,t.es=f,e.a=g,e.es=m,i}},{}],51:[function(t,e,i){function n(t){var e=this;if(2===arguments.length){var i=arguments[1];"string"==typeof i?"+"===i.charAt(0)?n[t]=s(arguments[1]):n[t]=o(arguments[1]):n[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map(function(t){Array.isArray(t)?n.apply(e,t):n(t)});if("string"==typeof t){if(t in n)return n[t]}else"EPSG"in t?n["EPSG:"+t.EPSG]=t:"ESRI"in t?n["ESRI:"+t.ESRI]=t:"IAU2000"in t?n["IAU2000:"+t.IAU2000]=t:console.log(t);return}}var r=t("./global"),s=t("./projString"),o=t("./wkt");r(n),e.exports=n},{"./global":54,"./projString":58,"./wkt":86}],52:[function(t,e,i){var n=t("./constants/Datum"),r=t("./constants/Ellipsoid"),s=t("./extend"),o=t("./datum"),a=1e-10,l=.16666666666666666,u=.04722222222222222,h=.022156084656084655;e.exports=function(t){if(t.datumCode&&"none"!==t.datumCode){var e=n[t.datumCode];e&&(t.datum_params=e.towgs84?e.towgs84.split(","):null,t.ellps=e.ellipse,t.datumName=e.datumName?e.datumName:t.datumCode)}if(!t.a){var i=r[t.ellps]?r[t.ellps]:r.WGS84;s(t,i)}return t.rf&&!t.b&&(t.b=(1-1/t.rf)*t.a),(0===t.rf||Math.abs(t.a-t.b)<a)&&(t.sphere=!0,t.b=t.a),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=(t.a2-t.b2)/t.a2,t.e=Math.sqrt(t.es),t.R_A&&(t.a*=1-t.es*(l+t.es*(u+t.es*h)),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=0),t.ep2=(t.a2-t.b2)/t.b2,t.k0||(t.k0=1),t.axis||(t.axis="enu"),t.datum||(t.datum=o(t)),t}},{"./constants/Datum":44,"./constants/Ellipsoid":45,"./datum":49,"./extend":53}],53:[function(t,e,i){e.exports=function(t,e){t=t||{};var i,n;if(!e)return t;for(n in e)i=e[n],void 0!==i&&(t[n]=i);return t}},{}],54:[function(t,e,i){e.exports=function(t){t("EPSG:4326","+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees"),t("EPSG:4269","+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees"),t("EPSG:3857","+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs"),t.WGS84=t["EPSG:4326"],t["EPSG:3785"]=t["EPSG:3857"],t.GOOGLE=t["EPSG:3857"],t["EPSG:900913"]=t["EPSG:3857"],t["EPSG:102113"]=t["EPSG:3857"]}},{}],55:[function(t,e,i){var n=[t("./projections/tmerc"),t("./projections/utm"),t("./projections/sterea"),t("./projections/stere"),t("./projections/somerc"),t("./projections/omerc"),t("./projections/lcc"),t("./projections/krovak"),t("./projections/cass"),t("./projections/laea"),t("./projections/aea"),t("./projections/gnom"),t("./projections/cea"),t("./projections/eqc"),t("./projections/poly"),t("./projections/nzmg"),t("./projections/mill"),t("./projections/sinu"),t("./projections/moll"),t("./projections/eqdc"),t("./projections/vandg"),t("./projections/aeqd")];e.exports=function(t){n.forEach(function(e){t.Proj.projections.add(e)})}},{"./projections/aea":60,"./projections/aeqd":61,"./projections/cass":62,"./projections/cea":63,"./projections/eqc":64,"./projections/eqdc":65,"./projections/gnom":67,"./projections/krovak":68,"./projections/laea":69,"./projections/lcc":70,"./projections/mill":73,"./projections/moll":74,"./projections/nzmg":75,"./projections/omerc":76,"./projections/poly":77,"./projections/sinu":78,"./projections/somerc":79,"./projections/stere":80,"./projections/sterea":81,"./projections/tmerc":82,"./projections/utm":83,"./projections/vandg":84}],56:[function(t,e,i){var n=t("./core");n.defaultDatum="WGS84",n.Proj=t("./Proj"),n.WGS84=new n.Proj("WGS84"),n.Point=t("./Point"),n.toPoint=t("./common/toPoint"),n.defs=t("./defs"),n.transform=t("./transform"),n.mgrs=t("mgrs"),n.version=t("../package.json").version,t("./includedProjections")(n),e.exports=n},{"../package.json":88,"./Point":20,"./Proj":21,"./common/toPoint":42,"./core":48,"./defs":51,"./includedProjections":55,"./transform":85,mgrs:87}],57:[function(t,e,i){function n(t){return"string"==typeof t}function r(t){return t in l}function s(t){var e=["GEOGCS","GEOCCS","PROJCS","LOCAL_CS"];return e.reduce(function(e,i){return e+1+t.indexOf(i)},0)}function o(t){return"+"===t[0]}function a(t){return n(t)?r(t)?l[t]:s(t)?u(t):o(t)?h(t):void 0:t}var l=t("./defs"),u=t("./wkt"),h=t("./projString");e.exports=a},{"./defs":51,"./projString":58,"./wkt":86}],58:[function(t,e,i){var n=.017453292519943295,r=t("./constants/PrimeMeridian"),s=t("./constants/units");e.exports=function(t){var e={},i={};t.split("+").map(function(t){return t.trim()}).filter(function(t){return t}).forEach(function(t){var e=t.split("=");e.push(!0),i[e[0].toLowerCase()]=e[1]});var o,a,l,u={proj:"projName",datum:"datumCode",rf:function(t){e.rf=parseFloat(t)},lat_0:function(t){e.lat0=t*n},lat_1:function(t){e.lat1=t*n},lat_2:function(t){e.lat2=t*n},lat_ts:function(t){e.lat_ts=t*n},lon_0:function(t){e.long0=t*n},lon_1:function(t){e.long1=t*n},lon_2:function(t){e.long2=t*n},alpha:function(t){e.alpha=parseFloat(t)*n},lonc:function(t){e.longc=t*n},x_0:function(t){e.x0=parseFloat(t)},y_0:function(t){e.y0=parseFloat(t)},k_0:function(t){e.k0=parseFloat(t)},k:function(t){e.k0=parseFloat(t)},a:function(t){e.a=parseFloat(t)},b:function(t){e.b=parseFloat(t)},r_a:function(){e.R_A=!0},zone:function(t){e.zone=parseInt(t,10)},south:function(){e.utmSouth=!0},towgs84:function(t){e.datum_params=t.split(",").map(function(t){return parseFloat(t)})},to_meter:function(t){e.to_meter=parseFloat(t)},units:function(t){e.units=t,s[t]&&(e.to_meter=s[t].to_meter)},from_greenwich:function(t){e.from_greenwich=t*n},pm:function(t){e.from_greenwich=(r[t]?r[t]:parseFloat(t))*n},nadgrids:function(t){"@null"===t?e.datumCode="none":e.nadgrids=t},axis:function(t){var i="ewnsud";3===t.length&&-1!==i.indexOf(t.substr(0,1))&&-1!==i.indexOf(t.substr(1,1))&&-1!==i.indexOf(t.substr(2,1))&&(e.axis=t)}};for(o in i)a=i[o],o in u?(l=u[o],"function"==typeof l?l(a):e[l]=a):e[o]=a;return"string"==typeof e.datumCode&&"WGS84"!==e.datumCode&&(e.datumCode=e.datumCode.toLowerCase()),e}},{"./constants/PrimeMeridian":46,"./constants/units":47}],59:[function(t,e,i){function n(t,e){var i=o.length;return t.names?(o[i]=t,t.names.forEach(function(t){s[t.toLowerCase()]=i}),this):(console.log(e),!0)}var r=[t("./projections/merc"),t("./projections/longlat")],s={},o=[];i.add=n,i.get=function(t){if(!t)return!1;var e=t.toLowerCase();return"undefined"!=typeof s[e]&&o[s[e]]?o[s[e]]:void 0},i.start=function(){r.forEach(n)}},{"./projections/longlat":71,"./projections/merc":72}],60:[function(t,e,i){var n=1e-10,r=t("../common/msfnz"),s=t("../common/qsfnz"),o=t("../common/adjust_lon"),a=t("../common/asinz");i.init=function(){Math.abs(this.lat1+this.lat2)<n||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=r(this.e3,this.sin_po,this.cos_po),this.qs1=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=r(this.e3,this.sin_po,this.cos_po),this.qs2=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=s(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>n?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},i.forward=function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var n=s(this.e3,this.sin_phi,this.cos_phi),r=this.a*Math.sqrt(this.c-this.ns0*n)/this.ns0,a=this.ns0*o(e-this.long0),l=r*Math.sin(a)+this.x0,u=this.rh-r*Math.cos(a)+this.y0;return t.x=l,t.y=u,t},i.inverse=function(t){var e,i,n,r,s,a;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,this.ns0>=0?(e=Math.sqrt(t.x*t.x+t.y*t.y),n=1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),n=-1),r=0,0!==e&&(r=Math.atan2(n*t.x,n*t.y)),n=e*this.ns0/this.a,this.sphere?a=Math.asin((this.c-n*n)/(2*this.ns0)):(i=(this.c-n*n)/this.ns0,a=this.phi1z(this.e3,i)),s=o(r/this.ns0+this.long0),t.x=s,t.y=a,t},i.phi1z=function(t,e){var i,r,s,o,l,u=a(.5*e);if(n>t)return u;for(var h=t*t,c=1;25>=c;c++)if(i=Math.sin(u),r=Math.cos(u),s=t*i,o=1-s*s,l=.5*o*o/r*(e/(1-h)-i/o+.5/t*Math.log((1-s)/(1+s))),u+=l,Math.abs(l)<=1e-7)return u;return null},i.names=["Albers_Conic_Equal_Area","Albers","aea"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/msfnz":34,"../common/qsfnz":39}],61:[function(t,e,i){var n=t("../common/adjust_lon"),r=Math.PI/2,s=1e-10,o=t("../common/mlfn"),a=t("../common/e0fn"),l=t("../common/e1fn"),u=t("../common/e2fn"),h=t("../common/e3fn"),c=t("../common/gN"),p=t("../common/asinz"),d=t("../common/imlfn");i.init=function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},i.forward=function(t){var e,i,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N=t.x,R=t.y,z=Math.sin(t.y),j=Math.cos(t.y),O=n(N-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=s?(t.x=this.x0+this.a*(r-R)*Math.sin(O),t.y=this.y0-this.a*(r-R)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(t.x=this.x0+this.a*(r+R)*Math.sin(O),t.y=this.y0+this.a*(r+R)*Math.cos(O),t):(T=this.sin_p12*z+this.cos_p12*j*Math.cos(O),C=Math.acos(T),D=C/Math.sin(C),t.x=this.x0+this.a*D*j*Math.sin(O),t.y=this.y0+this.a*D*(this.cos_p12*z-this.sin_p12*j*Math.cos(O)),t):(e=a(this.es),i=l(this.es),p=u(this.es),d=h(this.es),Math.abs(this.sin_p12-1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f-g)*Math.sin(O),t.y=this.y0-(f-g)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f+g)*Math.sin(O),t.y=this.y0+(f+g)*Math.cos(O),t):(m=z/j,_=c(this.a,this.e,this.sin_p12),v=c(this.a,this.e,z),y=Math.atan((1-this.es)*m+this.es*_*this.sin_p12/(v*j)),b=Math.atan2(Math.sin(O),this.cos_p12*Math.tan(y)-this.sin_p12*Math.cos(O)),S=0===b?Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.abs(Math.abs(b)-Math.PI)<=s?-Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.asin(Math.sin(O)*Math.cos(y)/Math.sin(b)),w=this.e*this.sin_p12/Math.sqrt(1-this.es),x=this.e*this.cos_p12*Math.cos(b)/Math.sqrt(1-this.es),k=w*x,M=x*x,A=S*S,P=A*S,E=P*S,I=E*S,C=_*S*(1-A*M*(1-M)/6+P/8*k*(1-2*M)+E/120*(M*(4-7*M)-3*w*w*(1-7*M))-I/48*k),t.x=this.x0+C*Math.sin(b),t.y=this.y0+C*Math.cos(b),t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R;if(this.sphere){if(e=Math.sqrt(t.x*t.x+t.y*t.y),e>2*r*this.a)return;return i=e/this.a,f=Math.sin(i),g=Math.cos(i),m=this.long0,Math.abs(e)<=s?_=this.lat0:(_=p(g*this.sin_p12+t.y*f*this.cos_p12/e),v=Math.abs(this.lat0)-r,m=n(Math.abs(v)<=s?this.lat0>=0?this.long0+Math.atan2(t.x,-t.y):this.long0-Math.atan2(-t.x,t.y):this.long0+Math.atan2(t.x*f,e*this.cos_p12*g-t.y*this.sin_p12*f))),t.x=m,t.y=_,t}return y=a(this.es),b=l(this.es),w=u(this.es),x=h(this.es),Math.abs(this.sin_p12-1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=k-e,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,-1*t.y)),t.x=m,t.y=_,t):Math.abs(this.sin_p12+1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=e-k,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,t.y)),t.x=m,t.y=_,t):(e=Math.sqrt(t.x*t.x+t.y*t.y),T=Math.atan2(t.x,t.y),C=c(this.a,this.e,this.sin_p12),S=Math.cos(T),A=this.e*this.cos_p12*S,P=-A*A/(1-this.es),E=3*this.es*(1-P)*this.sin_p12*this.cos_p12*S/(1-this.es),I=e/C,N=I-P*(1+P)*Math.pow(I,3)/6-E*(1+3*P)*Math.pow(I,4)/24,R=1-P*N*N/2-I*N*N*N/6,D=Math.asin(this.sin_p12*Math.cos(N)+this.cos_p12*Math.sin(N)*S),m=n(this.long0+Math.asin(Math.sin(T)*Math.sin(N)/Math.cos(D))),_=Math.atan((1-this.es*R*this.sin_p12/Math.sin(D))*Math.tan(D)/(1-this.es)),t.x=m,t.y=_,t)},i.names=["Azimuthal_Equidistant","aeqd"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/imlfn":31,"../common/mlfn":33}],62:[function(t,e,i){var n=t("../common/mlfn"),r=t("../common/e0fn"),s=t("../common/e1fn"),o=t("../common/e2fn"),a=t("../common/e3fn"),l=t("../common/gN"),u=t("../common/adjust_lon"),h=t("../common/adjust_lat"),c=t("../common/imlfn"),p=Math.PI/2,d=1e-10;i.init=function(){this.sphere||(this.e0=r(this.es),this.e1=s(this.es),this.e2=o(this.es),this.e3=a(this.es),this.ml0=this.a*n(this.e0,this.e1,this.e2,this.e3,this.lat0))},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=u(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(s)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(s),Math.cos(r))-this.lat0);else{var o=Math.sin(s),a=Math.cos(s),h=l(this.a,this.e,o),c=Math.tan(s)*Math.tan(s),p=r*Math.cos(s),d=p*p,f=this.es*a*a/(1-this.es),g=this.a*n(this.e0,this.e1,this.e2,this.e3,s);e=h*p*(1-d*c*(1/6-(8-c+8*f)*d/120)),i=g-this.ml0+h*o/a*d*(.5+(5-c+6*f)*d/24)}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,n=t.x/this.a,r=t.y/this.a;if(this.sphere){var s=r+this.lat0;e=Math.asin(Math.sin(s)*Math.cos(n)),i=Math.atan2(Math.tan(n),Math.cos(s))}else{var o=this.ml0/this.a+r,a=c(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(a)-p)<=d)return t.x=this.long0,t.y=p,0>r&&(t.y*=-1),t;var f=l(this.a,this.e,Math.sin(a)),g=f*f*f/this.a/this.a*(1-this.es),m=Math.pow(Math.tan(a),2),_=n*this.a/f,v=_*_;e=a-f*Math.tan(a)/g*_*_*(.5-(1+3*m)*_*_/24),i=_*(1-v*(m/3+(1+3*m)*m*v/15))/Math.cos(a)}return t.x=u(i+this.long0),t.y=h(e),t},i.names=["Cassini","Cassini_Soldner","cass"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/imlfn":31,"../common/mlfn":33}],63:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/qsfnz"),s=t("../common/msfnz"),o=t("../common/iqsfnz");i.init=function(){this.sphere||(this.k0=s(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},i.forward=function(t){var e,i,s=t.x,o=t.y,a=n(s-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(o)/Math.cos(this.lat_ts);else{var l=r(this.e,Math.sin(o));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*l*.5/this.k0}return t.x=e,t.y=i,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i;return this.sphere?(e=n(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=o(this.e,2*t.y*this.k0/this.a),e=n(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},i.names=["cea"]},{"../common/adjust_lon":24,"../common/iqsfnz":32,"../common/msfnz":34,"../common/qsfnz":39}],64:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/adjust_lat");i.init=function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||"Equidistant Cylindrical (Plate Carre)",this.rc=Math.cos(this.lat_ts)},i.forward=function(t){var e=t.x,i=t.y,s=n(e-this.long0),o=r(i-this.lat0);return t.x=this.x0+this.a*s*this.rc,t.y=this.y0+this.a*o,t},i.inverse=function(t){var e=t.x,i=t.y;return t.x=n(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=r(this.lat0+(i-this.y0)/this.a),t},i.names=["Equirectangular","Equidistant_Cylindrical","eqc"]},{"../common/adjust_lat":23,"../common/adjust_lon":24}],65:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/msfnz"),l=t("../common/mlfn"),u=t("../common/adjust_lon"),h=t("../common/adjust_lat"),c=t("../common/imlfn"),p=1e-10;i.init=function(){Math.abs(this.lat1+this.lat2)<p||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=a(this.e,this.sinphi,this.cosphi),this.ml1=l(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<p?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=a(this.e,this.sinphi,this.cosphi),this.ml2=l(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=l(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},i.forward=function(t){var e,i=t.x,n=t.y;if(this.sphere)e=this.a*(this.g-n);else{var r=l(this.e0,this.e1,this.e2,this.e3,n);e=this.a*(this.g-r)}var s=this.ns*u(i-this.long0),o=this.x0+e*Math.sin(s),a=this.y0+this.rh-e*Math.cos(s);return t.x=o,t.y=a,t},i.inverse=function(t){t.x-=this.x0,t.y=this.rh-t.y+this.y0;var e,i,n,r;this.ns>=0?(i=Math.sqrt(t.x*t.x+t.y*t.y),e=1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),e=-1);var s=0;if(0!==i&&(s=Math.atan2(e*t.x,e*t.y)),this.sphere)return r=u(this.long0+s/this.ns),n=h(this.g-i/this.a),t.x=r,t.y=n,t;var o=this.g-i/this.a;return n=c(o,this.e0,this.e1,this.e2,this.e3),r=u(this.long0+s/this.ns),t.x=r,t.y=n,t},i.names=["Equidistant_Conic","eqdc"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/imlfn":31,"../common/mlfn":33,"../common/msfnz":34}],66:[function(t,e,i){var n=Math.PI/4,r=t("../common/srat"),s=Math.PI/2,o=20;i.init=function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+n)/(Math.pow(Math.tan(.5*this.lat0+n),this.C)*r(this.e*t,this.ratexp))},i.forward=function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+n),this.C)*r(this.e*Math.sin(i),this.ratexp))-s,t.x=this.C*e,t},i.inverse=function(t){for(var e=1e-14,i=t.x/this.C,a=t.y,l=Math.pow(Math.tan(.5*a+n)/this.K,1/this.C),u=o;u>0&&(a=2*Math.atan(l*r(this.e*Math.sin(t.y),-.5*this.e))-s,!(Math.abs(a-t.y)<e));--u)t.y=a;return u?(t.x=i,t.y=a,t):null},i.names=["gauss"]},{"../common/srat":41}],67:[function(t,e,i){var n=t("../common/adjust_lon"),r=1e-10,s=t("../common/asinz");i.init=function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},i.forward=function(t){var e,i,s,o,a,l,u,h,c=t.x,p=t.y;return s=n(c-this.long0),e=Math.sin(p),i=Math.cos(p),o=Math.cos(s),l=this.sin_p14*e+this.cos_p14*i*o,a=1,l>0||Math.abs(l)<=r?(u=this.x0+this.a*a*i*Math.sin(s)/l,h=this.y0+this.a*a*(this.cos_p14*e-this.sin_p14*i*o)/l):(u=this.x0+this.infinity_dist*i*Math.sin(s),h=this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*o)),t.x=u,t.y=h,t},i.inverse=function(t){var e,i,r,o,a,l;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,(e=Math.sqrt(t.x*t.x+t.y*t.y))?(o=Math.atan2(e,this.rc),i=Math.sin(o),r=Math.cos(o),l=s(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),a=n(this.long0+a)):(l=this.phic0,a=0),t.x=a,t.y=l,t},i.names=["gnom"]},{"../common/adjust_lon":24,"../common/asinz":25}],68:[function(t,e,i){var n=t("../common/adjust_lon");i.init=function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},i.forward=function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=n(u-this.long0);return e=Math.pow((1+this.e*Math.sin(h))/(1-this.e*Math.sin(h)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(h/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,s=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),o=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(s)),a=this.n*o,l=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(s/2+this.s45),this.n),t.y=l*Math.cos(a)/1,t.x=l*Math.sin(a)/1,this.czech||(t.y*=-1,t.x*=-1),t},i.inverse=function(t){var e,i,n,r,s,o,a,l,u=t.x;t.x=t.y,t.y=u,this.czech||(t.y*=-1,t.x*=-1),o=Math.sqrt(t.x*t.x+t.y*t.y),s=Math.atan2(t.y,t.x),r=s/Math.sin(this.s0),n=2*(Math.atan(Math.pow(this.ro0/o,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(n)-Math.sin(this.ad)*Math.cos(n)*Math.cos(r)),i=Math.asin(Math.cos(n)*Math.sin(r)/Math.cos(e)),t.x=this.long0-i/this.alfa,a=e,l=0;var h=0;do t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(a))/(1-this.e*Math.sin(a)),this.e/2))-this.s45),Math.abs(a-t.y)<1e-10&&(l=1),a=t.y,h+=1;while(0===l&&15>h);return h>=15?null:t},i.names=["Krovak","krovak"]},{"../common/adjust_lon":24}],69:[function(t,e,i){var n=Math.PI/2,r=Math.PI/4,s=1e-10,o=t("../common/qsfnz"),a=t("../common/adjust_lon");i.S_POLE=1,i.N_POLE=2,i.EQUIT=3,i.OBLIQ=4,i.init=function(){var t=Math.abs(this.lat0);if(Math.abs(t-n)<s?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(t)<s?this.mode=this.EQUIT:this.mode=this.OBLIQ,this.es>0){var e;switch(this.qp=o(this.e,1),this.mmf=.5/(1-this.es),this.apa=this.authset(this.es),this.mode){case this.N_POLE:this.dd=1;break;case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),e=Math.sin(this.lat0),this.sinb1=o(this.e,e)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*e*e)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},i.forward=function(t){var e,i,l,u,h,c,p,d,f,g,m=t.x,_=t.y;if(m=a(m-this.long0),this.sphere){if(h=Math.sin(_),g=Math.cos(_),l=Math.cos(m),this.mode===this.OBLIQ||this.mode===this.EQUIT){if(i=this.mode===this.EQUIT?1+g*l:1+this.sinph0*h+this.cosph0*g*l,s>=i)return null;i=Math.sqrt(2/i),e=i*g*Math.sin(m),i*=this.mode===this.EQUIT?h:this.cosph0*h-this.sinph0*g*l}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(l=-l),Math.abs(_+this.phi0)<s)return null;i=r-.5*_,i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)),e=i*Math.sin(m),i*=l}}else{switch(p=0,d=0,f=0,l=Math.cos(m),u=Math.sin(m),h=Math.sin(_),c=o(this.e,h),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(p=c/this.qp,d=Math.sqrt(1-p*p)),this.mode){case this.OBLIQ:f=1+this.sinb1*p+this.cosb1*d*l;break;case this.EQUIT:f=1+d*l;break;case this.N_POLE:f=n+_,c=this.qp-c;break;case this.S_POLE:f=_-n,c=this.qp+c}if(Math.abs(f)<s)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:f=Math.sqrt(2/f),i=this.mode===this.OBLIQ?this.ymf*f*(this.cosb1*p-this.sinb1*d*l):(f=Math.sqrt(2/(1+d*l)))*p*this.ymf,e=this.xmf*f*d*u;break;case this.N_POLE:case this.S_POLE:c>=0?(e=(f=Math.sqrt(c))*u,i=l*(this.mode===this.S_POLE?f:-f)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,o,l,u,h,c=t.x/this.a,p=t.y/this.a;if(this.sphere){var d,f=0,g=0;if(d=Math.sqrt(c*c+p*p),i=.5*d,i>1)return null;switch(i=2*Math.asin(i),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(g=Math.sin(i),f=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(d)<=s?0:Math.asin(p*g/d),c*=g,p=f*d;break;case this.OBLIQ:i=Math.abs(d)<=s?this.phi0:Math.asin(f*this.sinph0+p*g*this.cosph0/d),c*=g*this.cosph0,p=(f-Math.sin(i)*this.sinph0)*d;break;case this.N_POLE:p=-p,i=n-i;break;case this.S_POLE:i-=n}e=0!==p||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(c,p):0}else{if(h=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(c/=this.dd,p*=this.dd,u=Math.sqrt(c*c+p*p),s>u)return t.x=0,t.y=this.phi0,t;o=2*Math.asin(.5*u/this.rq),r=Math.cos(o),c*=o=Math.sin(o),this.mode===this.OBLIQ?(h=r*this.sinb1+p*o*this.cosb1/u,l=this.qp*h,p=u*this.cosb1*r-p*this.sinb1*o):(h=p*o/u,l=this.qp*h,p=u*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(p=-p),l=c*c+p*p,!l)return t.x=0,t.y=this.phi0,t;h=1-l/this.qp,this.mode===this.S_POLE&&(h=-h)}e=Math.atan2(c,p),i=this.authlat(Math.asin(h),this.apa)}return t.x=a(this.long0+e),t.y=i,t},i.P00=.3333333333333333,i.P01=.17222222222222222,i.P02=.10257936507936508,i.P10=.06388888888888888,i.P11=.0664021164021164,i.P20=.016415012942191543,i.authset=function(t){var e,i=[];return i[0]=t*this.P00,e=t*t,i[0]+=e*this.P01,i[1]=e*this.P10,e*=t,i[0]+=e*this.P02,i[1]+=e*this.P11,i[2]=e*this.P20,i},i.authlat=function(t,e){var i=t+t;return t+e[0]*Math.sin(i)+e[1]*Math.sin(i+i)+e[2]*Math.sin(i+i+i)},i.names=["Lambert Azimuthal Equal Area","Lambert_Azimuthal_Equal_Area","laea"]},{"../common/adjust_lon":24,"../common/qsfnz":39}],70:[function(t,e,i){var n=1e-10,r=t("../common/msfnz"),s=t("../common/tsfnz"),o=Math.PI/2,a=t("../common/sign"),l=t("../common/adjust_lon"),u=t("../common/phi2z");i.init=function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<n)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),o=r(this.e,e,i),a=s(this.e,this.lat1,e),l=Math.sin(this.lat2),u=Math.cos(this.lat2),h=r(this.e,l,u),c=s(this.e,this.lat2,l),p=s(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>n?this.ns=Math.log(o/h)/Math.log(a/c):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=o/(this.ns*Math.pow(a,this.ns)),this.rh=this.a*this.f0*Math.pow(p,this.ns),this.title||(this.title="Lambert Conformal Conic")}},i.forward=function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=n&&(i=a(i)*(o-2*n));var r,u,h=Math.abs(Math.abs(i)-o);if(h>n)r=s(this.e,i,Math.sin(i)),u=this.a*this.f0*Math.pow(r,this.ns);else{if(h=i*this.ns,0>=h)return null;u=0}var c=this.ns*l(e-this.long0);return t.x=this.k0*(u*Math.sin(c))+this.x0,t.y=this.k0*(this.rh-u*Math.cos(c))+this.y0,t},i.inverse=function(t){var e,i,n,r,s,a=(t.x-this.x0)/this.k0,h=this.rh-(t.y-this.y0)/this.k0;this.ns>0?(e=Math.sqrt(a*a+h*h),i=1):(e=-Math.sqrt(a*a+h*h),i=-1);var c=0;if(0!==e&&(c=Math.atan2(i*a,i*h)),0!==e||this.ns>0){if(i=1/this.ns,n=Math.pow(e/(this.a*this.f0),i),r=u(this.e,n),-9999===r)return null}else r=-o;return s=l(c/this.ns+this.long0),t.x=s,t.y=r,t},i.names=["Lambert Tangential Conformal Conic Projection","Lambert_Conformal_Conic","Lambert_Conformal_Conic_2SP","lcc"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/sign":40,"../common/tsfnz":43}],71:[function(t,e,i){function n(t){return t}i.init=function(){},i.forward=n,i.inverse=n,i.names=["longlat","identity"]},{}],72:[function(t,e,i){var n=t("../common/msfnz"),r=Math.PI/2,s=1e-10,o=57.29577951308232,a=t("../common/adjust_lon"),l=Math.PI/4,u=t("../common/tsfnz"),h=t("../common/phi2z");i.init=function(){var t=this.b/this.a;this.es=1-t*t,"x0"in this||(this.x0=0),"y0"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=n(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)},i.forward=function(t){var e=t.x,i=t.y;if(i*o>90&&-90>i*o&&e*o>180&&-180>e*o)return null;var n,h;if(Math.abs(Math.abs(i)-r)<=s)return null;if(this.sphere)n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0+this.a*this.k0*Math.log(Math.tan(l+.5*i));else{var c=Math.sin(i),p=u(this.e,i,c);n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0-this.a*this.k0*Math.log(p)}return t.x=n,t.y=h,t},i.inverse=function(t){var e,i,n=t.x-this.x0,s=t.y-this.y0;if(this.sphere)i=r-2*Math.atan(Math.exp(-s/(this.a*this.k0)));else{var o=Math.exp(-s/(this.a*this.k0));if(i=h(this.e,o),-9999===i)return null}return e=a(this.long0+n/(this.a*this.k0)),t.x=e,t.y=i,t},i.names=["Mercator","Popular Visualisation Pseudo Mercator","Mercator_1SP","Mercator_Auxiliary_Sphere","merc"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/tsfnz":43}],73:[function(t,e,i){var n=t("../common/adjust_lon");i.init=function(){},i.forward=function(t){var e=t.x,i=t.y,r=n(e-this.long0),s=this.x0+this.a*r,o=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=s,t.y=o,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e=n(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},i.names=["Miller_Cylindrical","mill"]},{"../common/adjust_lon":24}],74:[function(t,e,i){var n=t("../common/adjust_lon"),r=1e-10;i.init=function(){},i.forward=function(t){for(var e=t.x,i=t.y,s=n(e-this.long0),o=i,a=Math.PI*Math.sin(i),l=0;!0;l++){var u=-(o+Math.sin(o)-a)/(1+Math.cos(o));if(o+=u,Math.abs(u)<r)break}o/=2,Math.PI/2-Math.abs(i)<r&&(s=0);var h=.900316316158*this.a*s*Math.cos(o)+this.x0,c=1.4142135623731*this.a*Math.sin(o)+this.y0;return t.x=h,t.y=c,t},i.inverse=function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),Math.abs(i)>.999999999999&&(i=.999999999999),e=Math.asin(i);var r=n(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,Math.abs(i)>1&&(i=1);var s=Math.asin(i);return t.x=r,t.y=s,t},i.names=["Mollweide","moll"]},{"../common/adjust_lon":24}],75:[function(t,e,i){var n=484813681109536e-20;i.iterations=1,i.init=function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,
+        this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},i.forward=function(t){var e,i=t.x,r=t.y,s=r-this.lat0,o=i-this.long0,a=s/n*1e-5,l=o,u=1,h=0;for(e=1;10>=e;e++)u*=a,h+=this.A[e]*u;var c,p,d=h,f=l,g=1,m=0,_=0,v=0;for(e=1;6>=e;e++)c=g*d-m*f,p=m*d+g*f,g=c,m=p,_=_+this.B_re[e]*g-this.B_im[e]*m,v=v+this.B_im[e]*g+this.B_re[e]*m;return t.x=v*this.a+this.x0,t.y=_*this.a+this.y0,t},i.inverse=function(t){var e,i,r,s=t.x,o=t.y,a=s-this.x0,l=o-this.y0,u=l/this.a,h=a/this.a,c=1,p=0,d=0,f=0;for(e=1;6>=e;e++)i=c*u-p*h,r=p*u+c*h,c=i,p=r,d=d+this.C_re[e]*c-this.C_im[e]*p,f=f+this.C_im[e]*c+this.C_re[e]*p;for(var g=0;g<this.iterations;g++){var m,_,v=d,y=f,b=u,w=h;for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,b+=(e-1)*(this.B_re[e]*v-this.B_im[e]*y),w+=(e-1)*(this.B_im[e]*v+this.B_re[e]*y);v=1,y=0;var x=this.B_re[1],k=this.B_im[1];for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,x+=e*(this.B_re[e]*v-this.B_im[e]*y),k+=e*(this.B_im[e]*v+this.B_re[e]*y);var M=x*x+k*k;d=(b*x+w*k)/M,f=(w*x-b*k)/M}var C=d,D=f,T=1,S=0;for(e=1;9>=e;e++)T*=C,S+=this.D[e]*T;var A=this.lat0+S*n*1e5,P=this.long0+D;return t.x=P,t.y=A,t},i.names=["New_Zealand_Map_Grid","nzmg"]},{}],76:[function(t,e,i){var n=t("../common/tsfnz"),r=t("../common/adjust_lon"),s=t("../common/phi2z"),o=Math.PI/2,a=Math.PI/4,l=1e-10;i.init=function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var s=n(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));1>o*o&&(o=1);var a,l;if(isNaN(this.longc)){var u=n(this.e,this.lat1,Math.sin(this.lat1)),h=n(this.e,this.lat2,Math.sin(this.lat2));this.lat0>=0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(s,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(s,this.bl);var c=Math.pow(u,this.bl),p=Math.pow(h,this.bl);a=this.el/c,l=.5*(a-1/a);var d=(this.el*this.el-p*c)/(this.el*this.el+p*c),f=(p-c)/(p+c),g=r(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(d*Math.tan(.5*this.bl*g)/f)/this.bl,this.long0=r(this.long0);var m=r(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*m)/l),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else a=this.lat0>=0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=a*Math.pow(s,this.bl),l=.5*(a-1/a),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(l*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:this.lat0>=0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},i.forward=function(t){var e,i,s,u=t.x,h=t.y,c=r(u-this.long0);if(Math.abs(Math.abs(h)-o)<=l)s=h>0?-1:1,i=this.al/this.bl*Math.log(Math.tan(a+s*this.gamma0*.5)),e=-1*s*o*this.al/this.bl;else{var p=n(this.e,h,Math.sin(h)),d=this.el/Math.pow(p,this.bl),f=.5*(d-1/d),g=.5*(d+1/d),m=Math.sin(this.bl*c),_=(f*Math.sin(this.gamma0)-m*Math.cos(this.gamma0))/g;i=Math.abs(Math.abs(_)-1)<=l?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-_)/(1+_))/this.bl,e=Math.abs(Math.cos(this.bl*c))<=l?this.al*this.bl*c:this.al*Math.atan2(f*Math.cos(this.gamma0)+m*Math.sin(this.gamma0),Math.cos(this.bl*c))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},i.inverse=function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var n=Math.exp(-1*this.bl*i/this.al),a=.5*(n-1/n),u=.5*(n+1/n),h=Math.sin(this.bl*e/this.al),c=(h*Math.cos(this.gamma0)+a*Math.sin(this.gamma0))/u,p=Math.pow(this.el/Math.sqrt((1+c)/(1-c)),1/this.bl);return Math.abs(c-1)<l?(t.x=this.long0,t.y=o):Math.abs(c+1)<l?(t.x=this.long0,t.y=-1*o):(t.y=s(this.e,p),t.x=r(this.long0-Math.atan2(a*Math.cos(this.gamma0)-h*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},i.names=["Hotine_Oblique_Mercator","Hotine Oblique Mercator","Hotine_Oblique_Mercator_Azimuth_Natural_Origin","Hotine_Oblique_Mercator_Azimuth_Center","omerc"]},{"../common/adjust_lon":24,"../common/phi2z":35,"../common/tsfnz":43}],77:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/adjust_lon"),l=t("../common/adjust_lat"),u=t("../common/mlfn"),h=1e-10,c=t("../common/gN"),p=20;i.init=function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*u(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=a(r-this.long0);if(n=o*Math.sin(s),this.sphere)Math.abs(s)<=h?(e=this.a*o,i=-1*this.a*this.lat0):(e=this.a*Math.sin(n)/Math.tan(s),i=this.a*(l(s-this.lat0)+(1-Math.cos(n))/Math.tan(s)));else if(Math.abs(s)<=h)e=this.a*o,i=-1*this.ml0;else{var p=c(this.a,this.e,Math.sin(s))/Math.tan(s);e=p*Math.sin(n),i=this.a*u(this.e0,this.e1,this.e2,this.e3,s)-this.ml0+p*(1-Math.cos(n))}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){var e,i,n,r,s,o,l,c,d;if(n=t.x-this.x0,r=t.y-this.y0,this.sphere)if(Math.abs(r+this.a*this.lat0)<=h)e=a(n/this.a+this.long0),i=0;else{o=this.lat0+r/this.a,l=n*n/this.a/this.a+o*o,c=o;var f;for(s=p;s;--s)if(f=Math.tan(c),d=-1*(o*(c*f+1)-c-.5*(c*c+l)*f)/((c-o)/f-1),c+=d,Math.abs(d)<=h){i=c;break}e=a(this.long0+Math.asin(n*Math.tan(c)/this.a)/Math.sin(i))}else if(Math.abs(r+this.ml0)<=h)i=0,e=a(this.long0+n/this.a);else{o=(this.ml0+r)/this.a,l=n*n/this.a/this.a+o*o,c=o;var g,m,_,v,y;for(s=p;s;--s)if(y=this.e*Math.sin(c),g=Math.sqrt(1-y*y)*Math.tan(c),m=this.a*u(this.e0,this.e1,this.e2,this.e3,c),_=this.e0-2*this.e1*Math.cos(2*c)+4*this.e2*Math.cos(4*c)-6*this.e3*Math.cos(6*c),v=m/this.a,d=(o*(g*v+1)-v-.5*g*(v*v+l))/(this.es*Math.sin(2*c)*(v*v+l-2*o*v)/(4*g)+(o-v)*(g*_-2/Math.sin(2*c))-_),c-=d,Math.abs(d)<=h){i=c;break}g=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=a(this.long0+Math.asin(n*g/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},i.names=["Polyconic","poly"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/mlfn":33}],78:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/adjust_lat"),s=t("../common/pj_enfn"),o=20,a=t("../common/pj_mlfn"),l=t("../common/pj_inv_mlfn"),u=Math.PI/2,h=1e-10,c=t("../common/asinz");i.init=function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=s(this.es)},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=n(r-this.long0),this.sphere){if(this.m)for(var l=this.n*Math.sin(s),u=o;u;--u){var c=(this.m*s+Math.sin(s)-l)/(this.m+Math.cos(s));if(s-=c,Math.abs(c)<h)break}else s=1!==this.n?Math.asin(this.n*Math.sin(s)):s;e=this.a*this.C_x*r*(this.m+Math.cos(s)),i=this.a*this.C_y*s}else{var p=Math.sin(s),d=Math.cos(s);i=this.a*a(s,p,d,this.en),e=this.a*r*d/Math.sqrt(1-this.es*p*p)}return t.x=e,t.y=i,t},i.inverse=function(t){var e,i,s,o;return t.x-=this.x0,s=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,s/=this.C_x*(this.m+Math.cos(e)),this.m?e=c((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=c(Math.sin(e)/this.n)),s=n(s+this.long0),e=r(e)):(e=l(t.y/this.a,this.es,this.en),o=Math.abs(e),u>o?(o=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*o*o)/(this.a*Math.cos(e)),s=n(i)):u>o-h&&(s=this.long0)),t.x=s,t.y=e,t},i.names=["Sinusoidal","sinu"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/asinz":25,"../common/pj_enfn":36,"../common/pj_inv_mlfn":37,"../common/pj_mlfn":38}],79:[function(t,e,i){i.init=function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,n=this.rf,r=1/n,s=2*r-Math.pow(r,2),o=this.e=Math.sqrt(s);this.R=this.k0*i*Math.sqrt(1-s)/(1-s*Math.pow(e,2)),this.alpha=Math.sqrt(1+s/(1-s)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var a=Math.log(Math.tan(Math.PI/4+this.b0/2)),l=Math.log(Math.tan(Math.PI/4+t/2)),u=Math.log((1+o*e)/(1-o*e));this.K=a-this.alpha*l+this.alpha*o/2*u},i.forward=function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),n=-this.alpha*(e+i)+this.K,r=2*(Math.atan(Math.exp(n))-Math.PI/4),s=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(s)/(Math.sin(this.b0)*Math.tan(r)+Math.cos(this.b0)*Math.cos(s))),a=Math.asin(Math.cos(this.b0)*Math.sin(r)-Math.sin(this.b0)*Math.cos(r)*Math.cos(s));return t.y=this.R/2*Math.log((1+Math.sin(a))/(1-Math.sin(a)))+this.y0,t.x=this.R*o+this.x0,t},i.inverse=function(t){for(var e=t.x-this.x0,i=t.y-this.y0,n=e/this.R,r=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),s=Math.asin(Math.cos(this.b0)*Math.sin(r)+Math.sin(this.b0)*Math.cos(r)*Math.cos(n)),o=Math.atan(Math.sin(n)/(Math.cos(this.b0)*Math.cos(n)-Math.sin(this.b0)*Math.tan(r))),a=this.lambda0+o/this.alpha,l=0,u=s,h=-1e3,c=0;Math.abs(u-h)>1e-7;){if(++c>20)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+s/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),h=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=a,t.y=u,t},i.names=["somerc"]},{}],80:[function(t,e,i){var n=Math.PI/2,r=1e-10,s=t("../common/sign"),o=t("../common/msfnz"),a=t("../common/tsfnz"),l=t("../common/phi2z"),u=t("../common/adjust_lon");i.ssfn_=function(t,e,i){return e*=i,Math.tan(.5*(n+t))*Math.pow((1-e)/(1+e),.5*i)},i.init=function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*(1+s(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=r&&(this.lat0>0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*this.cons*o(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/a(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=o(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-n,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},i.forward=function(t){var e,i,s,o,l,h,c=t.x,p=t.y,d=Math.sin(p),f=Math.cos(p),g=u(c-this.long0);return Math.abs(Math.abs(c-this.long0)-Math.PI)<=r&&Math.abs(p+this.lat0)<=r?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*d+this.coslat0*f*Math.cos(g)),t.x=this.a*e*f*Math.sin(g)+this.x0,t.y=this.a*e*(this.coslat0*d-this.sinlat0*f*Math.cos(g))+this.y0,t):(i=2*Math.atan(this.ssfn_(p,d,this.e))-n,o=Math.cos(i),s=Math.sin(i),Math.abs(this.coslat0)<=r?(l=a(this.e,p*this.con,this.con*d),h=2*this.a*this.k0*l/this.cons,t.x=this.x0+h*Math.sin(c-this.long0),t.y=this.y0-this.con*h*Math.cos(c-this.long0),t):(Math.abs(this.sinlat0)<r?(e=2*this.a*this.k0/(1+o*Math.cos(g)),t.y=e*s):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*s+this.cosX0*o*Math.cos(g))),t.y=e*(this.cosX0*s-this.sinX0*o*Math.cos(g))+this.y0),t.x=e*o*Math.sin(g)+this.x0,t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,s,o,a,h=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var c=2*Math.atan(h/(.5*this.a*this.k0));return e=this.long0,i=this.lat0,r>=h?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(c)*this.sinlat0+t.y*Math.sin(c)*this.coslat0/h),e=u(Math.abs(this.coslat0)<r?this.lat0>0?this.long0+Math.atan2(t.x,-1*t.y):this.long0+Math.atan2(t.x,t.y):this.long0+Math.atan2(t.x*Math.sin(c),h*this.coslat0*Math.cos(c)-t.y*this.sinlat0*Math.sin(c))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=r){if(r>=h)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,s=h*this.cons/(2*this.a*this.k0),i=this.con*l(this.e,s),e=this.con*u(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else o=2*Math.atan(h*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,r>=h?a=this.X0:(a=Math.asin(Math.cos(o)*this.sinX0+t.y*Math.sin(o)*this.cosX0/h),e=u(this.long0+Math.atan2(t.x*Math.sin(o),h*this.cosX0*Math.cos(o)-t.y*this.sinX0*Math.sin(o)))),i=-1*l(this.e,Math.tan(.5*(n+a)));return t.x=e,t.y=i,t},i.names=["stere","Stereographic_South_Pole","Polar Stereographic (variant B)"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/sign":40,"../common/tsfnz":43}],81:[function(t,e,i){var n=t("./gauss"),r=t("../common/adjust_lon");i.init=function(){n.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title="Oblique Stereographic Alternative"))},i.forward=function(t){var e,i,s,o;return t.x=r(t.x-this.long0),n.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),s=Math.cos(t.x),o=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*s),t.x=o*i*Math.sin(t.x),t.y=o*(this.cosc0*e-this.sinc0*i*s),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},i.inverse=function(t){var e,i,s,o,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var l=2*Math.atan2(a,this.R2);e=Math.sin(l),i=Math.cos(l),o=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),s=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else o=this.phic0,s=0;return t.x=s,t.y=o,n.inverse.apply(this,[t]),t.x=r(t.x+this.long0),t},i.names=["Stereographic_North_Pole","Oblique_Stereographic","Polar_Stereographic","sterea","Oblique Stereographic Alternative"]},{"../common/adjust_lon":24,"./gauss":66}],82:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/mlfn"),l=t("../common/adjust_lon"),u=Math.PI/2,h=1e-10,c=t("../common/sign"),p=t("../common/asinz");i.init=function(){this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*a(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=l(r-this.long0),u=Math.sin(s),h=Math.cos(s);if(this.sphere){var c=h*Math.sin(o);if(Math.abs(Math.abs(c)-1)<1e-10)return 93;i=.5*this.a*this.k0*Math.log((1+c)/(1-c)),e=Math.acos(h*Math.cos(o)/Math.sqrt(1-c*c)),0>s&&(e=-e),n=this.a*this.k0*(e-this.lat0)}else{var p=h*o,d=Math.pow(p,2),f=this.ep2*Math.pow(h,2),g=Math.tan(s),m=Math.pow(g,2);e=1-this.es*Math.pow(u,2);var _=this.a/Math.sqrt(e),v=this.a*a(this.e0,this.e1,this.e2,this.e3,s);i=this.k0*_*p*(1+d/6*(1-m+f+d/20*(5-18*m+Math.pow(m,2)+72*f-58*this.ep2)))+this.x0,n=this.k0*(v-this.ml0+_*g*(d*(.5+d/24*(5-m+9*f+4*Math.pow(f,2)+d/30*(61-58*m+Math.pow(m,2)+600*f-330*this.ep2)))))+this.y0}return t.x=i,t.y=n,t},i.inverse=function(t){var e,i,n,r,s,o,a=6;if(this.sphere){var d=Math.exp(t.x/(this.a*this.k0)),f=.5*(d-1/d),g=this.lat0+t.y/(this.a*this.k0),m=Math.cos(g);e=Math.sqrt((1-m*m)/(1+f*f)),s=p(e),0>g&&(s=-s),o=0===f&&0===m?this.long0:l(Math.atan2(f,m)+this.long0)}else{var _=t.x-this.x0,v=t.y-this.y0;for(e=(this.ml0+v/this.k0)/this.a,i=e,r=0;!0&&(n=(e+this.e1*Math.sin(2*i)-this.e2*Math.sin(4*i)+this.e3*Math.sin(6*i))/this.e0-i,i+=n,!(Math.abs(n)<=h));r++)if(r>=a)return 95;if(Math.abs(i)<u){var y=Math.sin(i),b=Math.cos(i),w=Math.tan(i),x=this.ep2*Math.pow(b,2),k=Math.pow(x,2),M=Math.pow(w,2),C=Math.pow(M,2);e=1-this.es*Math.pow(y,2);var D=this.a/Math.sqrt(e),T=D*(1-this.es)/e,S=_/(D*this.k0),A=Math.pow(S,2);s=i-D*w*A/T*(.5-A/24*(5+3*M+10*x-4*k-9*this.ep2-A/30*(61+90*M+298*x+45*C-252*this.ep2-3*k))),o=l(this.long0+S*(1-A/6*(1+2*M+x-A/20*(5-2*x+28*M-3*k+8*this.ep2+24*C)))/b)}else s=u*c(v),o=this.long0}return t.x=o,t.y=s,t},i.names=["Transverse_Mercator","Transverse Mercator","tmerc"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/mlfn":33,"../common/sign":40}],83:[function(t,e,i){var n=.017453292519943295,r=t("./tmerc");i.dependsOn="tmerc",i.init=function(){this.zone&&(this.lat0=0,this.long0=(6*Math.abs(this.zone)-183)*n,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,r.init.apply(this),this.forward=r.forward,this.inverse=r.inverse)},i.names=["Universal Transverse Mercator System","utm"]},{"./tmerc":82}],84:[function(t,e,i){var n=t("../common/adjust_lon"),r=Math.PI/2,s=1e-10,o=t("../common/asinz");i.init=function(){this.R=this.a},i.forward=function(t){var e,i,a=t.x,l=t.y,u=n(a-this.long0);Math.abs(l)<=s&&(e=this.x0+this.R*u,i=this.y0);var h=o(2*Math.abs(l/Math.PI));(Math.abs(u)<=s||Math.abs(Math.abs(l)-r)<=s)&&(e=this.x0,i=l>=0?this.y0+Math.PI*this.R*Math.tan(.5*h):this.y0+Math.PI*this.R*-Math.tan(.5*h));var c=.5*Math.abs(Math.PI/u-u/Math.PI),p=c*c,d=Math.sin(h),f=Math.cos(h),g=f/(d+f-1),m=g*g,_=g*(2/d-1),v=_*_,y=Math.PI*this.R*(c*(g-v)+Math.sqrt(p*(g-v)*(g-v)-(v+p)*(m-v)))/(v+p);0>u&&(y=-y),e=this.x0+y;var b=p+g;return y=Math.PI*this.R*(_*b-c*Math.sqrt((v+p)*(p+1)-b*b))/(v+p),i=l>=0?this.y0+y:this.y0-y,t.x=e,t.y=i,t},i.inverse=function(t){var e,i,r,o,a,l,u,h,c,p,d,f,g;return t.x-=this.x0,t.y-=this.y0,d=Math.PI*this.R,r=t.x/d,o=t.y/d,a=r*r+o*o,l=-Math.abs(o)*(1+a),u=l-2*o*o+r*r,h=-2*l+1+2*o*o+a*a,g=o*o/h+(2*u*u*u/h/h/h-9*l*u/h/h)/27,c=(l-u*u/3/h)/h,p=2*Math.sqrt(-c/3),d=3*g/c/p,Math.abs(d)>1&&(d=d>=0?1:-1),f=Math.acos(d)/3,i=t.y>=0?(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI:-(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI,e=Math.abs(r)<s?this.long0:n(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-o*o)+a*a))/2/r),t.x=e,t.y=i,t},i.names=["Van_der_Grinten_I","VanDerGrinten","vandg"]},{"../common/adjust_lon":24,"../common/asinz":25}],85:[function(t,e,i){var n=.017453292519943295,r=57.29577951308232,s=1,o=2,a=t("./datum_transform"),l=t("./adjust_axis"),u=t("./Proj"),h=t("./common/toPoint");e.exports=function c(t,e,i){function p(t,e){return(t.datum.datum_type===s||t.datum.datum_type===o)&&"WGS84"!==e.datumCode}var d;return Array.isArray(i)&&(i=h(i)),t.datum&&e.datum&&(p(t,e)||p(e,t))&&(d=new u("WGS84"),c(t,d,i),t=d),"enu"!==t.axis&&l(t,!1,i),"longlat"===t.projName?(i.x*=n,i.y*=n):(t.to_meter&&(i.x*=t.to_meter,i.y*=t.to_meter),t.inverse(i)),t.from_greenwich&&(i.x+=t.from_greenwich),i=a(t.datum,e.datum,i),e.from_greenwich&&(i.x-=e.from_greenwich),"longlat"===e.projName?(i.x*=r,i.y*=r):(e.forward(i),e.to_meter&&(i.x/=e.to_meter,i.y/=e.to_meter)),"enu"!==e.axis&&l(e,!0,i),i}},{"./Proj":21,"./adjust_axis":22,"./common/toPoint":42,"./datum_transform":50}],86:[function(t,e,i){function n(t,e,i){t[e]=i.map(function(t){var e={};return r(t,e),e}).reduce(function(t,e){return u(t,e)},{})}function r(t,e){var i;return Array.isArray(t)?(i=t.shift(),"PARAMETER"===i&&(i=t.shift()),1===t.length?Array.isArray(t[0])?(e[i]={},r(t[0],e[i])):e[i]=t[0]:t.length?"TOWGS84"===i?e[i]=t:(e[i]={},["UNIT","PRIMEM","VERT_DATUM"].indexOf(i)>-1?(e[i]={name:t[0].toLowerCase(),convert:t[1]},3===t.length&&(e[i].auth=t[2])):"SPHEROID"===i?(e[i]={name:t[0],a:t[1],rf:t[2]},4===t.length&&(e[i].auth=t[3])):["GEOGCS","GEOCCS","DATUM","VERT_CS","COMPD_CS","LOCAL_CS","FITTED_CS","LOCAL_DATUM"].indexOf(i)>-1?(t[0]=["name",t[0]],n(e,i,t)):t.every(function(t){return Array.isArray(t)})?n(e,i,t):r(t,e[i])):e[i]=!0,void 0):void(e[t]=!0)}function s(t,e){var i=e[0],n=e[1];!(i in t)&&n in t&&(t[i]=t[n],3===e.length&&(t[i]=e[2](t[i])))}function o(t){return t*l}function a(t){function e(e){var i=t.to_meter||1;return parseFloat(e,10)*i}"GEOGCS"===t.type?t.projName="longlat":"LOCAL_CS"===t.type?(t.projName="identity",t.local=!0):"object"==typeof t.PROJECTION?t.projName=Object.keys(t.PROJECTION)[0]:t.projName=t.PROJECTION,t.UNIT&&(t.units=t.UNIT.name.toLowerCase(),"metre"===t.units&&(t.units="meter"),t.UNIT.convert&&(t.to_meter=parseFloat(t.UNIT.convert,10))),t.GEOGCS&&(t.GEOGCS.DATUM?t.datumCode=t.GEOGCS.DATUM.name.toLowerCase():t.datumCode=t.GEOGCS.name.toLowerCase(),"d_"===t.datumCode.slice(0,2)&&(t.datumCode=t.datumCode.slice(2)),("new_zealand_geodetic_datum_1949"===t.datumCode||"new_zealand_1949"===t.datumCode)&&(t.datumCode="nzgd49"),"wgs_1984"===t.datumCode&&("Mercator_Auxiliary_Sphere"===t.PROJECTION&&(t.sphere=!0),t.datumCode="wgs84"),"_ferro"===t.datumCode.slice(-6)&&(t.datumCode=t.datumCode.slice(0,-6)),"_jakarta"===t.datumCode.slice(-8)&&(t.datumCode=t.datumCode.slice(0,-8)),~t.datumCode.indexOf("belge")&&(t.datumCode="rnb72"),t.GEOGCS.DATUM&&t.GEOGCS.DATUM.SPHEROID&&(t.ellps=t.GEOGCS.DATUM.SPHEROID.name.replace("_19","").replace(/[Cc]larke\_18/,"clrk"),"international"===t.ellps.toLowerCase().slice(0,13)&&(t.ellps="intl"),t.a=t.GEOGCS.DATUM.SPHEROID.a,t.rf=parseFloat(t.GEOGCS.DATUM.SPHEROID.rf,10)),~t.datumCode.indexOf("osgb_1936")&&(t.datumCode="osgb36")),t.b&&!isFinite(t.b)&&(t.b=t.a);var i=function(e){return s(t,e)},n=[["standard_parallel_1","Standard_Parallel_1"],["standard_parallel_2","Standard_Parallel_2"],["false_easting","False_Easting"],["false_northing","False_Northing"],["central_meridian","Central_Meridian"],["latitude_of_origin","Latitude_Of_Origin"],["latitude_of_origin","Central_Parallel"],["scale_factor","Scale_Factor"],["k0","scale_factor"],["latitude_of_center","Latitude_of_center"],["lat0","latitude_of_center",o],["longitude_of_center","Longitude_Of_Center"],["longc","longitude_of_center",o],["x0","false_easting",e],["y0","false_northing",e],["long0","central_meridian",o],["lat0","latitude_of_origin",o],["lat0","standard_parallel_1",o],["lat1","standard_parallel_1",o],["lat2","standard_parallel_2",o],["alpha","azimuth",o],["srsCode","name"]];n.forEach(i),t.long0||!t.longc||"Albers_Conic_Equal_Area"!==t.projName&&"Lambert_Azimuthal_Equal_Area"!==t.projName||(t.long0=t.longc),t.lat_ts||!t.lat1||"Stereographic_South_Pole"!==t.projName&&"Polar Stereographic (variant B)"!==t.projName||(t.lat0=o(t.lat1>0?90:-90),t.lat_ts=t.lat1)}var l=.017453292519943295,u=t("./extend");e.exports=function(t,e){var i=JSON.parse((","+t).replace(/\s*\,\s*([A-Z_0-9]+?)(\[)/g,',["$1",').slice(1).replace(/\s*\,\s*([A-Z_0-9]+?)\]/g,',"$1"]').replace(/,\["VERTCS".+/,"")),n=i.shift(),s=i.shift();i.unshift(["name",s]),i.unshift(["type",n]),i.unshift("output");var o={};return r(i,o),a(o.output),u(e,o.output)}},{"./extend":53}],87:[function(t,e,i){function n(t){return t*(Math.PI/180)}function r(t){return 180*(t/Math.PI)}function s(t){var e,i,r,s,o,l,u,h,c,p=t.lat,d=t.lon,f=6378137,g=.00669438,m=.9996,_=n(p),v=n(d);c=Math.floor((d+180)/6)+1,180===d&&(c=60),p>=56&&64>p&&d>=3&&12>d&&(c=32),p>=72&&84>p&&(d>=0&&9>d?c=31:d>=9&&21>d?c=33:d>=21&&33>d?c=35:d>=33&&42>d&&(c=37)),e=6*(c-1)-180+3,h=n(e),i=g/(1-g),r=f/Math.sqrt(1-g*Math.sin(_)*Math.sin(_)),s=Math.tan(_)*Math.tan(_),o=i*Math.cos(_)*Math.cos(_),l=Math.cos(_)*(v-h),u=f*((1-g/4-3*g*g/64-5*g*g*g/256)*_-(3*g/8+3*g*g/32+45*g*g*g/1024)*Math.sin(2*_)+(15*g*g/256+45*g*g*g/1024)*Math.sin(4*_)-35*g*g*g/3072*Math.sin(6*_));var y=m*r*(l+(1-s+o)*l*l*l/6+(5-18*s+s*s+72*o-58*i)*l*l*l*l*l/120)+5e5,b=m*(u+r*Math.tan(_)*(l*l/2+(5-s+9*o+4*o*o)*l*l*l*l/24+(61-58*s+s*s+600*o-330*i)*l*l*l*l*l*l/720));return 0>p&&(b+=1e7),{northing:Math.round(b),easting:Math.round(y),zoneNumber:c,zoneLetter:a(p)}}function o(t){var e=t.northing,i=t.easting,n=t.zoneLetter,s=t.zoneNumber;if(0>s||s>60)return null;var a,l,u,h,c,p,d,f,g,m,_=.9996,v=6378137,y=.00669438,b=(1-Math.sqrt(1-y))/(1+Math.sqrt(1-y)),w=i-5e5,x=e;"N">n&&(x-=1e7),f=6*(s-1)-180+3,a=y/(1-y),d=x/_,g=d/(v*(1-y/4-3*y*y/64-5*y*y*y/256)),m=g+(3*b/2-27*b*b*b/32)*Math.sin(2*g)+(21*b*b/16-55*b*b*b*b/32)*Math.sin(4*g)+151*b*b*b/96*Math.sin(6*g),l=v/Math.sqrt(1-y*Math.sin(m)*Math.sin(m)),u=Math.tan(m)*Math.tan(m),h=a*Math.cos(m)*Math.cos(m),c=v*(1-y)/Math.pow(1-y*Math.sin(m)*Math.sin(m),1.5),p=w/(l*_);var k=m-l*Math.tan(m)/c*(p*p/2-(5+3*u+10*h-4*h*h-9*a)*p*p*p*p/24+(61+90*u+298*h+45*u*u-252*a-3*h*h)*p*p*p*p*p*p/720);k=r(k);var M=(p-(1+2*u+h)*p*p*p/6+(5-2*h+28*u-3*h*h+8*a+24*u*u)*p*p*p*p*p/120)/Math.cos(m);M=f+r(M);var C;if(t.accuracy){var D=o({northing:t.northing+t.accuracy,easting:t.easting+t.accuracy,zoneLetter:t.zoneLetter,zoneNumber:t.zoneNumber});C={top:D.lat,right:D.lon,bottom:k,left:M}}else C={lat:k,lon:M};return C}function a(t){var e="Z";return 84>=t&&t>=72?e="X":72>t&&t>=64?e="W":64>t&&t>=56?e="V":56>t&&t>=48?e="U":48>t&&t>=40?e="T":40>t&&t>=32?e="S":32>t&&t>=24?e="R":24>t&&t>=16?e="Q":16>t&&t>=8?e="P":8>t&&t>=0?e="N":0>t&&t>=-8?e="M":-8>t&&t>=-16?e="L":-16>t&&t>=-24?e="K":-24>t&&t>=-32?e="J":-32>t&&t>=-40?e="H":-40>t&&t>=-48?e="G":-48>t&&t>=-56?e="F":-56>t&&t>=-64?e="E":-64>t&&t>=-72?e="D":-72>t&&t>=-80&&(e="C"),e}function l(t,e){var i="00000"+t.easting,n="00000"+t.northing;return t.zoneNumber+t.zoneLetter+u(t.easting,t.northing,t.zoneNumber)+i.substr(i.length-5,e)+n.substr(n.length-5,e)}function u(t,e,i){var n=h(i),r=Math.floor(t/1e5),s=Math.floor(e/1e5)%20;return c(r,s,n)}function h(t){var e=t%m;return 0===e&&(e=m),e}function c(t,e,i){var n=i-1,r=_.charCodeAt(n),s=v.charCodeAt(n),o=r+t-1,a=s+e,l=!1;o>k&&(o=o-k+y-1,l=!0),(o===b||b>r&&o>b||(o>b||b>r)&&l)&&o++,(o===w||w>r&&o>w||(o>w||w>r)&&l)&&(o++,o===b&&o++),o>k&&(o=o-k+y-1),a>x?(a=a-x+y-1,l=!0):l=!1,(a===b||b>s&&a>b||(a>b||b>s)&&l)&&a++,(a===w||w>s&&a>w||(a>w||w>s)&&l)&&(a++,a===b&&a++),a>x&&(a=a-x+y-1);var u=String.fromCharCode(o)+String.fromCharCode(a);return u}function p(t){if(t&&0===t.length)throw"MGRSPoint coverting from nothing";for(var e,i=t.length,n=null,r="",s=0;!/[A-Z]/.test(e=t.charAt(s));){if(s>=2)throw"MGRSPoint bad conversion from: "+t;r+=e,s++}var o=parseInt(r,10);if(0===s||s+3>i)throw"MGRSPoint bad conversion from: "+t;var a=t.charAt(s++);if("A">=a||"B"===a||"Y"===a||a>="Z"||"I"===a||"O"===a)throw"MGRSPoint zone letter "+a+" not handled: "+t;n=t.substring(s,s+=2);for(var l=h(o),u=d(n.charAt(0),l),c=f(n.charAt(1),l);c<g(a);)c+=2e6;var p=i-s;if(p%2!==0)throw"MGRSPoint has to have an even number \nof digits after the zone letter and two 100km letters - front \nhalf for easting meters, second half for \nnorthing meters"+t;var m,_,v,y,b,w=p/2,x=0,k=0;return w>0&&(m=1e5/Math.pow(10,w),_=t.substring(s,s+w),x=parseFloat(_)*m,v=t.substring(s+w),k=parseFloat(v)*m),y=x+u,b=k+c,{easting:y,northing:b,zoneLetter:a,zoneNumber:o,accuracy:m}}function d(t,e){for(var i=_.charCodeAt(e-1),n=1e5,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>k){if(r)throw"Bad character: "+t;i=y,r=!0}n+=1e5}return n}function f(t,e){if(t>"V")throw"MGRSPoint given invalid Northing "+t;for(var i=v.charCodeAt(e-1),n=0,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>x){if(r)throw"Bad character: "+t;i=y,r=!0}n+=1e5}return n}function g(t){var e;switch(t){case"C":e=11e5;break;case"D":e=2e6;break;case"E":e=28e5;break;case"F":e=37e5;break;case"G":e=46e5;break;case"H":e=55e5;break;case"J":e=64e5;break;case"K":e=73e5;break;case"L":e=82e5;break;case"M":e=91e5;break;case"N":e=0;break;case"P":e=8e5;break;case"Q":e=17e5;break;case"R":e=26e5;break;case"S":e=35e5;break;case"T":e=44e5;break;case"U":e=53e5;break;case"V":e=62e5;break;case"W":e=7e6;break;case"X":e=79e5;break;default:e=-1}if(e>=0)return e;throw"Invalid zone letter: "+t}var m=6,_="AJSAJS",v="AFAFAF",y=65,b=73,w=79,x=86,k=90;i.forward=function(t,e){return e=e||5,l(s({lat:t[1],lon:t[0]}),e)},i.inverse=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat,e.lon,e.lat]:[e.left,e.bottom,e.right,e.top]},i.toPoint=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat]:[(e.left+e.right)/2,(e.top+e.bottom)/2]}},{}],88:[function(t,e,i){e.exports={name:"proj4",version:"2.3.10",description:"Proj4js is a JavaScript library to transform point coordinates from one coordinate system to another, including datum transformations.",main:"lib/index.js",directories:{test:"test",doc:"docs"},scripts:{test:"./node_modules/istanbul/lib/cli.js test ./node_modules/mocha/bin/_mocha test/test.js"},repository:{type:"git",url:"git://github.com/proj4js/proj4js.git"},author:"",license:"MIT",jam:{main:"dist/proj4.js",include:["dist/proj4.js","README.md","AUTHORS","LICENSE.md"]},devDependencies:{"grunt-cli":"~0.1.13",grunt:"~0.4.2","grunt-contrib-connect":"~0.6.0","grunt-contrib-jshint":"~0.8.0",chai:"~1.8.1",mocha:"~1.17.1","grunt-mocha-phantomjs":"~0.4.0",browserify:"~3.24.5","grunt-browserify":"~1.3.0","grunt-contrib-uglify":"~0.3.2",curl:"git://github.com/cujojs/curl.git",istanbul:"~0.2.4",tin:"~0.4.0"},dependencies:{mgrs:"~0.0.2"},contributors:[{name:"Mike Adair",email:"madair@dmsolutions.ca"},{name:"Richard Greenwood",email:"rich@greenwoodmap.com"},{name:"Calvin Metcalf",email:"calvin.metcalf@gmail.com"},{name:"Richard 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n,r,s;s=function(t){for(;0>t;)t+=2*Math.PI;for(;t>2*Math.PI;)t-=2*Math.PI;return t},r=function(t,e){return Math.abs(s(t-e))},n=function(t,e,i,n){var o;return t=s(t),o=r(e,i),"anticlock"===n?r(e,t)<=o&&r(t,i)<=o:!(r(e,t)<=o&&r(t,i)<=o)},e.exports={angle_norm:s,angle_dist:r,angle_between:n}},{}],121:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A=function(t,e){return function(){return t.apply(e,arguments)}},P=function(t,e){function i(){this.constructor=t}for(var n in e)E.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,
+        t.prototype=new i,t.__super__=e.prototype,t},E={}.hasOwnProperty;w=t("underscore"),n=t("jquery"),r=t("backbone"),null!=i._bokehTest?M={}:(M=t("kiwi"),h=M.Expression,a=M.Constraint,g=M.Operator,u=g.Eq,f=g.Le,c=g.Ge),x=t("./build_views"),s=t("./canvas"),o=t("./cartesian_frame"),l=t("./continuum_view"),b=t("./ui_events"),p=t("./has_parent"),d=t("./layout_box"),C=t("./logging").logger,T=t("./plot_utils"),v=t("./solver"),y=t("./tool_manager"),D=t("./plot_template"),S=t("./properties"),k=null,_=function(t){function e(){return this.resize=A(this.resize,this),this.remove=A(this.remove,this),this.request_render=A(this.request_render,this),e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.className="bk-plot",e.prototype.template=D,e.prototype.view_options=function(){return w.extend({plot_model:this.model,plot_view:this},this.options)},e.prototype.pause=function(){return this.is_paused=!0},e.prototype.unpause=function(){return this.is_paused=!1,this.request_render()},e.prototype.request_render=function(){this.is_paused||this.throttled_render(!0)},e.prototype.remove=function(){var t,i,n,r;e.__super__.remove.call(this),i=this.tools,n=[];for(t in i)r=i[t],n.push(r.remove());return n},e.prototype.initialize=function(t){var i,r,s,o,a,l,u,h,c,p;for(e.__super__.initialize.call(this,t),this.pause(),this.model.initialize_layout(this.model.solver),this.frame=this.mget("frame"),this.x_range=this.frame.get("x_ranges")["default"],this.y_range=this.frame.get("y_ranges")["default"],this.xmapper=this.frame.get("x_mappers")["default"],this.ymapper=this.frame.get("y_mappers")["default"],this.$el.html(this.template()),this.canvas=this.mget("canvas"),this.canvas_view=new this.canvas.default_view({model:this.canvas}),this.$(".bk-plot-canvas-wrapper").append(this.canvas_view.el),this.canvas_view.render(),(this.mget("webgl")||window.location.search.indexOf("webgl=1")>0)&&-1===window.location.search.indexOf("webgl=0")&&this.init_webgl(),this.throttled_render=T.throttle_animation(this.render,15),this.outline_props=new S.Line({obj:this.model,prefix:"outline_"}),this.title_props=new S.Text({obj:this.model,prefix:"title_"}),this.renderers={},this.tools={},this.levels={},a=T.LEVELS,r=0,s=a.length;s>r;r++)o=a[r],this.levels[o]={};this.build_levels(),this.bind_bokeh_events(),this.model.add_constraints(this.canvas.solver),this.listenTo(this.canvas.solver,"layout_update",this.request_render),this.ui_event_bus=new b({tool_manager:this.mget("tool_manager"),hit_area:this.canvas_view.$el}),l=this.tools;for(i in l)h=l[i],this.ui_event_bus.register_tool(h);return c=this.mget("toolbar_location"),null!=c&&(p=".bk-plot-"+c,C.debug("attaching toolbar to "+p+" for plot "+this.model.id),this.tm_view=new y.View({model:this.mget("tool_manager"),el:this.$(p)})),this.update_dataranges(),this.mget("responsive")&&(u=w.throttle(this.resize,100),n(window).on("resize",u),n(this.resize)),this.unpause(),C.debug("PlotView initialized"),this},e.prototype.init_webgl=function(){var t,e;return t=k,null==t&&(k=t=document.createElement("canvas"),e={premultipliedAlpha:!0},t.gl=t.getContext("webgl",e)||t.getContext("experimental-webgl",e)),null!=t.gl?this.canvas_view.ctx.glcanvas=t:C.warn("WebGL is not supported, falling back to 2D canvas.")},e.prototype.update_dataranges=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f;i=this.model.get("frame"),e={},l=this.renderers;for(r in l)p=l[r],t=null!=(u=p.glyph)&&"function"==typeof u.bounds?u.bounds():void 0,null!=t&&(e[r]=t);for(h=w.values(i.get("x_ranges")),n=0,o=h.length;o>n;n++)d=h[n],"function"==typeof d.update&&d.update(e,0,this);for(c=w.values(i.get("y_ranges")),s=0,a=c.length;a>s;s++)f=c[s],"function"==typeof f.update&&f.update(e,1,this);return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,i,n){return null==i&&(i="default"),null==n&&(n="default"),this.frame.map_to_screen(t,e,this.canvas,i,n)},e.prototype.update_range=function(t){var e,i,n,r,s,o;null==t&&(t=this.initial_range_info),this.pause(),i=this.frame.get("x_ranges");for(e in i)o=i[e],(o.get("start")!==t.xrs[e].start||o.get("end")!==t.xrs[e].end)&&(o.set(t.xrs[e]),null!=(n=o.get("callback"))&&n.execute(this.model));r=this.frame.get("y_ranges");for(e in r)o=r[e],(o.get("start")!==t.yrs[e].start||o.get("end")!==t.yrs[e].end)&&(o.set(t.yrs[e]),null!=(s=o.get("callback"))&&s.execute(this.model));return this.unpause()},e.prototype.build_levels=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d;for(l=w.keys(this.renderers),d=x(this.renderers,this.mget("renderers"),this.view_options()),u=w.difference(l,w.pluck(this.mget("renderers"),"id")),e=0,n=u.length;n>e;e++)t=u[e],delete this.levels.glyph[t];for(c=x(this.tools,this.mget("tools"),this.view_options()),i=0,r=d.length;r>i;i++)p=d[i],o=p.mget("level"),this.levels[o][p.model.id]=p,p.bind_bokeh_events();for(a=0,s=c.length;s>a;a++)h=c[a],o=h.mget("level"),this.levels[o][h.model.id]=h,h.bind_bokeh_events();return this},e.prototype.bind_bokeh_events=function(){var t,e,i,n;e=this.mget("frame").get("x_ranges");for(t in e)n=e[t],this.listenTo(n,"change",this.request_render);i=this.mget("frame").get("y_ranges");for(t in i)n=i[t],this.listenTo(n,"change",this.request_render);return this.listenTo(this.model,"change:renderers",this.build_levels),this.listenTo(this.model,"change:tool",this.build_levels),this.listenTo(this.model,"change",this.request_render),this.listenTo(this.model,"destroy",function(t){return function(){return t.remove()}}(this))},e.prototype.set_initial_range=function(){var t,e,i,n,r,s,o;t=!0,s={},i=this.frame.get("x_ranges");for(e in i){if(r=i[e],null==r.get("start")||null==r.get("end")||w.isNaN(r.get("start")+r.get("end"))){t=!1;break}s[e]={start:r.get("start"),end:r.get("end")}}if(t){o={},n=this.frame.get("y_ranges");for(e in n){if(r=n[e],null==r.get("start")||null==r.get("end")||w.isNaN(r.get("start")+r.get("end"))){t=!1;break}o[e]={start:r.get("start"),end:r.get("end")}}}return t?(this.initial_range_info={xrs:s,yrs:o},C.debug("initial ranges set")):C.warn("could not set initial ranges")},e.prototype.render=function(t){var i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,D,T;null==t&&(t=!1),C.trace("Plot.render(force_canvas="+t+")"),Date.now()-this.interactive_timestamp<this.mget("lod_interval")?(this.interactive=!0,f=this.mget("lod_timeout"),setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>f&&(t.interactive=!1),t.request_render()}}(this),f)):this.interactive=!1,T=this.mget("plot_width"),l=this.mget("plot_height"),(this.canvas.get("canvas_width")!==T||this.canvas.get("canvas_height")!==l)&&this.canvas._set_dims([T,l],M=!1),e.__super__.render.call(this),this.canvas_view.render(t),null!=this.tm_view&&this.tm_view.render(),n=this.canvas_view.ctx,s=this.model.get("frame"),i=this.model.get("canvas"),m=this.renderers;for(h in m)D=m[h],null!=D.model.update_layout&&D.model.update_layout(D,this.canvas.solver);_=this.renderers;for(h in _)if(D=_[h],D.set_data_timestamp>(null!=this.range_update_timestamp)){this.update_dataranges();break}if(k=this.mget("title"),k&&(this.title_props.set_value(this.canvas_view.ctx),x=n.measureText(this.mget("title")).ascent+this.model.get("title_standoff"),x!==this.model.title_panel.get("height")&&this.model.title_panel.set("height",x)),this.model.get("frame").set("width",i.get("width")-1),this.model.get("frame").set("height",i.get("height")-1),this.canvas.solver.update_variables(!1),this.model.get("frame")._update_mappers(),o=[this.canvas.vx_to_sx(this.frame.get("left")),this.canvas.vy_to_sy(this.frame.get("top")),this.frame.get("width"),this.frame.get("height")],this._map_hook(n,o),this._paint_empty(n,o),n.glcanvas&&(n.glcanvas.width=this.canvas_view.canvas[0].width,n.glcanvas.height=this.canvas_view.canvas[0].height,a=n.glcanvas.gl,a.viewport(0,0,n.glcanvas.width,n.glcanvas.height),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT||a.DEPTH_BUFFER_BIT),a.enable(a.SCISSOR_TEST),r=n.glcanvas.height-(o[1]+o[3]),a.scissor(o[0],r,o[2],o[3]),a.enable(a.BLEND),a.blendFuncSeparate(a.SRC_ALPHA,a.ONE_MINUS_SRC_ALPHA,a.ONE_MINUS_DST_ALPHA,a.ONE)),this.outline_props.do_stroke&&(this.outline_props.set_value(n),n.strokeRect.apply(n,o)),this._render_levels(n,["image","underlay","glyph","annotation"],o),n.glcanvas){for(v=["image","mozImage","webkitImage","msImage"],u=0,p=v.length;p>u;u++)g=v[u],n[g+"SmoothingEnabled"]=!1;for(n.drawImage(n.glcanvas,.1,.1),y=["image","mozImage","webkitImage","msImage"],c=0,d=y.length;d>c;c++)g=y[c],n[g+"SmoothingEnabled"]=!0;C.debug("drawing with WebGL")}return this._render_levels(n,["overlay","tool"]),k&&(b=this.canvas.vx_to_sx(this.canvas.get("width")/2),w=this.canvas.vy_to_sy(this.model.title_panel.get("bottom")+this.model.get("title_standoff")),this.title_props.set_value(n),n.fillText(k,b,w)),null==this.initial_range_info?this.set_initial_range():void 0},e.prototype.resize=function(){var t,e,i,n,r,s;return e=this.canvas.get("height"),i=this.canvas.get("width"),t=i/e,n=this.mget("min_size"),s=Math.max(this.el.clientWidth,n),r=parseInt(s/t),n>r&&(r=100,s=r*t),this.canvas._set_dims([s,r]),null},e.prototype._render_levels=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m;for(t.save(),null!=i&&(t.beginPath(),t.rect.apply(t,i),t.clip(),t.beginPath()),r={},p=this.mget("renderers"),n=s=0,a=p.length;a>s;n=++s)d=p[n],r[d.id]=n;for(m=function(t){return r[t.model.id]},o=0,l=e.length;l>o;o++)for(h=e[o],g=w.sortBy(w.values(this.levels[h]),m),c=0,u=g.length;u>c;c++)f=g[c],f.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){return t.fillStyle=this.mget("border_fill"),t.fillRect(0,0,this.canvas_view.mget("canvas_width"),this.canvas_view.mget("canvas_height")),t.fillStyle=this.mget("background_fill"),t.fillRect.apply(t,e)},e}(l),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.type="Plot",e.prototype.default_view=_,e.prototype.initialize=function(t,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,b;for(e.__super__.initialize.call(this,t,i),d=w.values(this.get("extra_x_ranges")).concat(this.get("x_range")),r=0,a=d.length;a>r;r++)_=d[r],_=this.resolve_ref(_),c=_.get("plots"),w.isArray(c)&&(c=c.concat(this),_.set("plots",c));for(f=w.values(this.get("extra_y_ranges")).concat(this.get("y_range")),o=0,l=f.length;l>o;o++)b=f[o],b=this.resolve_ref(b),c=b.get("plots"),w.isArray(c)&&(c=c.concat(this),b.set("plots",c));for(n=new s.Model({map:null!=(g=this.use_map)?g:!1,canvas_width:this.get("plot_width"),canvas_height:this.get("plot_height"),hidpi:this.get("hidpi"),solver:new v}),this.set("canvas",n),this.solver=n.get("solver"),m=this.get("renderers"),h=0,u=m.length;u>h;h++)p=m[h],p.set("parent",this);return this.set("tool_manager",new y.Model({tools:this.get("tools"),toolbar_location:this.get("toolbar_location"),logo:this.get("logo")})),C.debug("Plot initialized")},e.prototype.initialize_layout=function(t){var e,i,n;return e=this.get("canvas"),n=new o.Model({x_range:this.get("x_range"),extra_x_ranges:this.get("extra_x_ranges"),x_mapper_type:this.get("x_mapper_type"),y_range:this.get("y_range"),extra_y_ranges:this.get("extra_y_ranges"),y_mapper_type:this.get("y_mapper_type"),solver:t}),this.set("frame",n),this.title_panel=new d.Model({solver:t}),this.title_panel._anchor=this.title_panel._bottom,i=this.get("above"),i.push(this.title_panel),this.set("above",i)},e.prototype.add_constraints=function(t){var e,i,n,r,s,o,l,p,g;return s=null!=(o=this.get("min_border_top"))?o:this.get("min_border"),i=null!=(l=this.get("min_border_bottom"))?l:this.get("min_border"),n=null!=(p=this.get("min_border_left"))?p:this.get("min_border"),r=null!=(g=this.get("min_border_right"))?g:this.get("min_border"),e=function(t){return function(e,i,n,r,s,o){var l,p,f,g,m,_,v,y,b,w,x,k;for(g=t.get("canvas"),_=t.get("frame"),l=new d.Model({solver:e}),p="_"+r[0],f="_"+r[1],e.add_constraint(new a(new h(l["_"+s],-i),c),M.Strength.strong),e.add_constraint(new a(new h(_[p],[-1,l[f]]),u)),e.add_constraint(new a(new h(l[p],[-1,g[p]]),u)),y=_,m=t.get(n),v=0,b=m.length;b>v;v++)x=m[v],(null!=(k=x.get("location"))?k:!0)&&x.set("location",n,{silent:!0}),null!=x.initialize_layout&&x.initialize_layout(e),e.add_constraint(new a(new h(y[p],[-1,x[f]]),u),M.Strength.strong),y=x;return w=new d.Model({solver:e}),e.add_constraint(new a(new h(y[p],[-1,w[f]]),u),M.Strength.strong),e.add_constraint(new a(new h(w[p],[-1,g[p]]),u),M.Strength.strong)}}(this),e(t,s,"above",["top","bottom"],"height",f),e(t,i,"below",["bottom","top"],"height",c),e(t,n,"left",["left","right"],"width",c),e(t,r,"right",["right","left"],"width",f)},e.prototype.add_renderers=function(t){var e;return e=this.get("renderers"),e=e.concat(t),this.set("renderers",e)},e.prototype.parent_properties=["background_fill","border_fill","min_border","min_border_top","min_border_bottom","min_border_left","min_border_right"],e.prototype.defaults=function(){return w.extend({},e.__super__.defaults.call(this),{renderers:[],tools:[],h_symmetry:!0,v_symmetry:!1,x_mapper_type:"auto",y_mapper_type:"auto",plot_width:600,plot_height:600,title:"",above:[],below:[],left:[],right:[],toolbar_location:"above",logo:"normal",lod_factor:10,lod_interval:300,lod_threshold:2e3,lod_timeout:500,webgl:!1,responsive:!1,min_size:100})},e.prototype.display_defaults=function(){return w.extend({},e.__super__.display_defaults.call(this),{hidpi:!0,background_fill:"#fff",border_fill:"#fff",min_border:40,title_standoff:8,title_text_font:"helvetica",title_text_font_size:"20pt",title_text_font_style:"normal",title_text_color:"#444444",title_text_alpha:1,title_text_align:"center",title_text_baseline:"alphabetic",outline_line_color:"#aaaaaa",outline_line_width:1,outline_line_alpha:1,outline_line_join:"miter",outline_line_cap:"butt",outline_line_dash:[],outline_line_dash_offset:0})},e}(p),e.exports={Model:m,View:_}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"./build_views":101,"./canvas":103,"./cartesian_frame":105,"./continuum_view":109,"./has_parent":114,"./layout_box":117,"./logging":119,"./plot_template":123,"./plot_utils":124,"./properties":126,"./solver":131,"./tool_manager":135,"./ui_events":137,backbone:2,jquery:18,kiwi:303,underscore:92}],122:[function(t,e,i){var 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e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type="Selector",e.prototype.update=function(t,e,i){return this.set("timestamp",new Date),this.set("final",e),i&&(t["0d"].indices=s.union(this.get("indices")["0d"].indices,t["0d"].indices),t["0d"].flag=this.get("indices")["0d"].flag||t["0d"].flag,t["1d"].indices=s.union(this.get("indices")["1d"].indices,t["1d"].indices),t["2d"].indices=s.union(this.get("indices")["2d"].indices,t["2d"].indices)),this.set("indices",t)},e.prototype.clear=function(){return this.set("timestamp",new Date),this.set("final",!0),this.set("indices",o.create_hit_test_result())},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{indices:o.create_hit_test_result()})},e}(n),e.exports=r},{"./has_properties":115,"./hittest":116,"./logging":119,underscore:92}],130:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){return function(){return 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this.auth[t]=e,i=JSON.stringify({msgtype:"subscribe",topic:t,auth:e}),this.send(i)},t}(),h=function(t,e,i){return t.subscribe(e,i),t.on("msg:"+e,function(t){var e,i,r,o,a,u,h;if(a=JSON.parse(t),"modelpush"===a.msgtype)l(a.modelspecs);else if("modeldel"===a.msgtype)for(h=a.modelspecs,i=0,r=h.length;r>i;i++)u=h[i],o=resolve_ref(u.type,u.id),o&&o.destroy({local:!0});else"status"===a.msgtype&&"subscribesuccess"===a.status[0]?(e=a.status[2],s.clientid=e,n.ajaxSetup({headers:{"Continuum-Clientid":e}})):log.warn("unknown msgtype '"+a.msgtype+"' for message: "+a);return null})},e.exports={WebSocketWrapper:o,submodels:h}},{"./base":99,"./load_models":118,"./logging":119,backbone:2,jquery:18,underscore:92}],131:[function(t,e,i){(function(i){var n,r,s,o;s=t("underscore"),n=t("backbone"),o=null!=i._bokehTest?i._bokehTest.kiwi:t("kiwi"),r=function(){function t(){this.solver=new o.Solver}return t.prototype.update_variables=function(t){return null==t&&(t=!0),this.solver.updateVariables(),t?this.trigger("layout_update"):void 0},t.prototype.add_constraint=function(t){return this.solver.addConstraint(t)},t.prototype.remove_constraint=function(t){return this.solver.removeConstraint(t)},t.prototype.add_edit_variable=function(t,e){return null==e&&(e=o.Strength.strong),this.solver.addEditVariable(t,e)},t.prototype.suggest_value=function(t,e){return this.solver.suggestValue(t,e)},t}(),s.extend(r.prototype,n.Events),e.exports=r}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{backbone:2,kiwi:303,underscore:92}],132:[function(t,e,i){e.exports={indianred:"#CD5C5C",lightcoral:"#F08080",salmon:"#FA8072",darksalmon:"#E9967A",lightsalmon:"#FFA07A",crimson:"#DC143C",red:"#FF0000",firebrick:"#B22222",darkred:"#8B0000",pink:"#FFC0CB",lightpink:"#FFB6C1",hotpink:"#FF69B4",deeppink:"#FF1493",mediumvioletred:"#C71585",palevioletred:"#DB7093",coral:"#FF7F50",tomato:"#FF6347",orangered:"#FF4500",darkorange:"#FF8C00",orange:"#FFA500",gold:"#FFD700",yellow:"#FFFF00",lightyellow:"#FFFFE0",lemonchiffon:"#FFFACD",lightgoldenrodyellow:"#FAFAD2",papayawhip:"#FFEFD5",moccasin:"#FFE4B5",peachpuff:"#FFDAB9",palegoldenrod:"#EEE8AA",khaki:"#F0E68C",darkkhaki:"#BDB76B",lavender:"#E6E6FA",thistle:"#D8BFD8",plum:"#DDA0DD",violet:"#EE82EE",orchid:"#DA70D6",fuchsia:"#FF00FF",magenta:"#FF00FF",mediumorchid:"#BA55D3",mediumpurple:"#9370DB",blueviolet:"#8A2BE2",darkviolet:"#9400D3",darkorchid:"#9932CC",darkmagenta:"#8B008B",purple:"#800080",indigo:"#4B0082",slateblue:"#6A5ACD",darkslateblue:"#483D8B",mediumslateblue:"#7B68EE",greenyellow:"#ADFF2F",chartreuse:"#7FFF00",lawngreen:"#7CFC00",lime:"#00FF00",limegreen:"#32CD32",palegreen:"#98FB98",lightgreen:"#90EE90",mediumspringgreen:"#00FA9A",springgreen:"#00FF7F",mediumseagreen:"#3CB371",seagreen:"#2E8B57",forestgreen:"#228B22",green:"#008000",darkgreen:"#006400",yellowgreen:"#9ACD32",olivedrab:"#6B8E23",olive:"#808000",darkolivegreen:"#556B2F",mediumaquamarine:"#66CDAA",darkseagreen:"#8FBC8F",lightseagreen:"#20B2AA",darkcyan:"#008B8B",teal:"#008080",aqua:"#00FFFF",cyan:"#00FFFF",lightcyan:"#E0FFFF",paleturquoise:"#AFEEEE",aquamarine:"#7FFFD4",turquoise:"#40E0D0",mediumturquoise:"#48D1CC",darkturquoise:"#00CED1",cadetblue:"#5F9EA0",steelblue:"#4682B4",lightsteelblue:"#B0C4DE",powderblue:"#B0E0E6",lightblue:"#ADD8E6",skyblue:"#87CEEB",lightskyblue:"#87CEFA",deepskyblue:"#00BFFF",dodgerblue:"#1E90FF",cornflowerblue:"#6495ED",royalblue:"#4169E1",blue:"#0000FF",mediumblue:"#0000CD",darkblue:"#00008B",navy:"#000080",midnightblue:"#191970",cornsilk:"#FFF8DC",blanchedalmond:"#FFEBCD",bisque:"#FFE4C4",navajowhite:"#FFDEAD",wheat:"#F5DEB3",burlywood:"#DEB887",tan:"#D2B48C",rosybrown:"#BC8F8F",sandybrown:"#F4A460",goldenrod:"#DAA520",darkgoldenrod:"#B8860B",peru:"#CD853F",chocolate:"#D2691E",saddlebrown:"#8B4513",sienna:"#A0522D",brown:"#A52A2A",maroon:"#800000",white:"#FFFFFF",snow:"#FFFAFA",honeydew:"#F0FFF0",mintcream:"#F5FFFA",azure:"#F0FFFF",aliceblue:"#F0F8FF",ghostwhite:"#F8F8FF",whitesmoke:"#F5F5F5",seashell:"#FFF5EE",beige:"#F5F5DC",oldlace:"#FDF5E6",floralwhite:"#FFFAF0",ivory:"#FFFFF0",antiquewhite:"#FAEBD7",linen:"#FAF0E6",lavenderblush:"#FFF0F5",mistyrose:"#FFE4E1",gainsboro:"#DCDCDC",lightgrey:"#D3D3D3",silver:"#C0C0C0",darkgray:"#A9A9A9",darkgrey:"#A9A9A9",gray:"#808080",grey:"#808080",dimgray:"#696969",dimgrey:"#696969",lightslategray:"#778899",lightslategrey:"#778899",slategray:"#708090",darkslategray:"#2F4F4F",darkslategrey:"#2F4F4F",black:"#000000"}},{}],133:[function(t,e,i){var n,r,s;n=t("jquery"),r={},s=function(t){var e,i,s,o,a;if(null!=r[t])return r[t];a=n("<span>Hg</span>").css({font:t}),e=n('<div style="display: inline-block; width: 1px; height: 0px;"> </div>'),s=n("<div></div>"),s.append(a,e),i=n("body"),i.append(s);try{o={},e.css({verticalAlign:"baseline"}),o.ascent=e.offset().top-a.offset().top,e.css({verticalAlign:"bottom"}),o.height=e.offset().top-a.offset().top,o.descent=o.height-o.ascent}finally{s.remove()}return r[t]=o,o},e.exports={getTextHeight:s}},{jquery:18}],134:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;n=t("./has_properties"),s=t("./logging").logger,r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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e.__super__.initialize.call(this,t),this.listenTo(this.model,"change",this.render),this.render()},e.prototype.render=function(){var t,e,i,r,o,l;this.$el.html(this.template(this.model.attributes)),this.$el.addClass("bk-sidebar"),this.$el.addClass("bk-toolbar-active"),e=this.$(".bk-button-bar-list"),o=this.model.get("inspectors"),e=this.$(".bk-bs-dropdown[type='inspectors']"),0===o.length?e.hide():(t=n('<a href="#" data-bk-bs-toggle="dropdown" class="bk-bs-dropdown-toggle">inspect <span class="bk-bs-caret"></a>'),t.appendTo(e),l=n('<ul class="bk-bs-dropdown-menu" />'),d.each(o,function(t){var e;return e=n("<li />"),e.append(new h.ListItemView({model:t}).el),e.appendTo(l)}),l.on("click",function(t){return t.stopPropagation()}),l.appendTo(e),t.dropdown()),e=this.$(".bk-button-bar-list[type='help']"),d.each(this.model.get("help"),function(t){return e.append(new s.ButtonView({model:t}).el)}),e=this.$(".bk-button-bar-list[type='actions']"),d.each(this.model.get("actions"),function(t){return e.append(new s.ButtonView({model:t}).el)}),r=this.model.get("gestures");for(i in r)e=this.$(".bk-button-bar-list[type='"+i+"']"),d.each(r[i].tools,function(t){return e.append(new a.ButtonView({model:t}).el)});return this},e}(o.View),c=function(t){function e(){return this._active_change=v(this._active_change,this),e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._init_tools()},e.prototype._init_tools=function(){var t,e,i,n,r,o,l,c,p,g,m;for(i=this.get("gestures"),c=this.get("tools"),r=0,l=c.length;l>r;r++)if(g=c[r],g instanceof h.Model)o=this.get("inspectors"),o.push(g),this.set("inspectors",o);else if(g instanceof u.Model)n=this.get("help"),n.push(g),this.set("help",n);else if(g instanceof s.Model)t=this.get("actions"),t.push(g),this.set("actions",t);else if(g instanceof a.Model){if(e=g.get("event_type"),!(e in i)){f.warn("ToolManager: unknown event type '"+e+"' for tool: "+g.type+" 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'"+i+"'"),null):null},e.prototype.defaults=function(){return{gestures:{pan:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},press:{tools:[],active:null},rotate:{tools:[],active:null}},actions:[],inspectors:[],help:[]}},e}(l),e.exports={Model:c,View:p}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../tool/actions/action_tool":226,"../tool/actions/help_tool":227,"../tool/gestures/gesture_tool":235,"../tool/inspectors/inspect_tool":245,"./has_properties":115,"./logging":119,"./toolbar_template":136,backbone:2,"bootstrap/dropdown":294,jquery:18,underscore:92}],136:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=t.safe,r=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;("undefined"==typeof t||null==t)&&(t="");var e=new String(t);return e.ecoSafe=!0,e},r||(r=t.escape=function(t){return(""+t).replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/"/g,"&quot;")}),function(){(function(){null!=this.logo&&"grey"===this.logo?i.push("\n  <a href='http://bokeh.pydata.org/' target='_blank' class='bk-logo bk-logo-small grey'></a>\n"):null!=this.logo&&i.push("\n<a href='http://bokeh.pydata.org/' target='_blank' class='bk-logo bk-logo-small'></a>\n"),i.push("\n<div class='bk-button-bar'>\n  <ul class='bk-button-bar-list' type=\"pan\" />\n  <ul class='bk-button-bar-list' type=\"scroll\" />\n  <ul class='bk-button-bar-list' type=\"pinch\" />\n  <ul class='bk-button-bar-list' type=\"tap\" />\n  <ul class='bk-button-bar-list' type=\"press\" />\n  <ul class='bk-button-bar-list' type=\"rotate\" />\n  <ul class='bk-button-bar-list' type=\"actions\" />\n  <div class='bk-button-bar-list bk-bs-dropdown' type=\"inspectors\" />\n  <ul class='bk-button-bar-list' type=\"help\" />\n</div>\n")}).call(this)}.call(t),t.safe=n,t.escape=r,i.join("")}},{}],137:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;n=t("jquery"),r=t("backbone"),null!=i._bokehTest?(h=i._bokehTest,s=h.Hammer,u=h.mousewhweel):(s=t("hammerjs"),l=t("jquery-mousewheel")(n)),a=t("./logging").logger,o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._hammer_element()},e.prototype._hammer_element=function(){var t;return t=this.get("hit_area"),this.hammer=new s(t[0]),this.hammer.get("doubletap").recognizeWith("tap"),this.hammer.get("tap").requireFailure("doubletap"),this.hammer.get("doubletap").dropRequireFailure("tap"),this.hammer.on("doubletap",function(t){return function(e){return t._doubletap(e)}}(this)),this.hammer.on("tap",function(t){return function(e){return t._tap(e)}}(this)),this.hammer.on("press",function(t){return function(e){return t._press(e)}}(this)),this.hammer.get("pan").set({direction:s.DIRECTION_ALL}),this.hammer.on("panstart",function(t){return function(e){return t._pan_start(e)}}(this)),this.hammer.on("pan",function(t){return function(e){return t._pan(e)}}(this)),this.hammer.on("panend",function(t){return function(e){return t._pan_end(e)}}(this)),this.hammer.get("pinch").set({enable:!0}),this.hammer.on("pinchstart",function(t){return function(e){return t._pinch_start(e)}}(this)),this.hammer.on("pinch",function(t){return function(e){return t._pinch(e)}}(this)),this.hammer.on("pinchend",function(t){return function(e){return t._pinch_end(e)}}(this)),this.hammer.get("rotate").set({enable:!0}),this.hammer.on("rotatestart",function(t){return function(e){return t._rotate_start(e)}}(this)),this.hammer.on("rotate",function(t){return function(e){return t._rotate(e)}}(this)),this.hammer.on("rotateend",function(t){return function(e){return t._rotate_end(e)}}(this)),t.mousemove(function(t){return function(e){return t._mouse_move(e)}}(this)),t.mouseenter(function(t){return function(e){return t._mouse_enter(e)}}(this)),t.mouseleave(function(t){return function(e){return t._mouse_exit(e)}}(this)),t.mousewheel(function(t){return function(e,i){return t._mouse_wheel(e,i)}}(this)),n(document).keydown(function(t){return function(e){return t._key_down(e)}}(this)),n(document).keyup(function(t){return function(e){return t._key_up(e)}}(this))},e.prototype.register_tool=function(t){var e,i,n;return e=t.mget("event_type"),i=t.mget("id"),n=t.model.type,null==e?void a.debug("Button tool: "+n):("pan"===e||"pinch"===e||"rotate"===e?(a.debug("Registering tool: "+n+" for event '"+e+"'"),null!=t["_"+e+"_start"]&&t.listenTo(this,e+":start:"+i,t["_"+e+"_start"]),t["_"+e]&&t.listenTo(this,e+":"+i,t["_"+e]),t["_"+e+"_end"]&&t.listenTo(this,e+":end:"+i,t["_"+e+"_end"])):"move"===e?(a.debug("Registering tool: "+n+" for event '"+e+"'"),null!=t._move_enter&&t.listenTo(this,"move:enter",t._move_enter),t.listenTo(this,"move",t._move),null!=t._move_exit&&t.listenTo(this,"move:exit",t._move_exit)):(a.debug("Registering tool: "+n+" for event '"+e+"'"),t.listenTo(this,e+":"+i,t["_"+e])),null!=t._keydown&&(a.debug("Registering tool: "+n+" for event 'keydown'"),t.listenTo(this,"keydown",t._keydown)),null!=t._keyup&&(a.debug("Registering tool: "+n+" for event 'keyup'"),t.listenTo(this,"keyup",t._keyup)),null!=t._doubletap?(a.debug("Registering tool: "+n+" for event 'doubletap'"),t.listenTo(this,"doubletap",t._doubletap)):void 0)},e.prototype._trigger=function(t,e){var i,n,r,s;return s=this.get("tool_manager"),n=t.split(":")[0],r=s.get("gestures"),i=r[n].active,this._trigger_event(t,i,e)},e.prototype._trigger_event=function(t,e,i){return null!=e?("scroll"===t&&(i.preventDefault(),i.stopPropagation()),this.trigger(t+":"+e.id,i)):void 0},e.prototype._bokify_hammer=function(t){var e,i,r,s,o;return"mouse"===t.pointerType?(i=n(t.target).offset(),e=null!=(r=i.left)?r:0,o=null!=(s=i.top)?s:0,t.bokeh={sx:t.srcEvent.pageX-e,sy:t.srcEvent.pageY-o}):t.bokeh={sx:t.center.x,sy:t.center.y}},e.prototype._bokify_jq=function(t){var e,i,r,s,o;return i=n(t.currentTarget).offset(),e=null!=(r=i.left)?r:0,o=null!=(s=i.top)?s:0,t.bokeh={sx:t.pageX-e,sy:t.pageY-o}},e.prototype._tap=function(t){return this._bokify_hammer(t),this._trigger("tap",t)},e.prototype._doubletap=function(t){return this._bokify_hammer(t),this.trigger("doubletap",t)},e.prototype._press=function(t){return this._bokify_hammer(t),this._trigger("press",t)},e.prototype._pan_start=function(t){return this._bokify_hammer(t),t.bokeh.sx-=t.deltaX,t.bokeh.sy-=t.deltaY,this._trigger("pan:start",t)},e.prototype._pan=function(t){return this._bokify_hammer(t),this._trigger("pan",t)},e.prototype._pan_end=function(t){return this._bokify_hammer(t),this._trigger("pan:end",t)},e.prototype._pinch_start=function(t){return this._bokify_hammer(t),this._trigger("pinch:start",t)},e.prototype._pinch=function(t){return this._bokify_hammer(t),this._trigger("pinch",t)},e.prototype._pinch_end=function(t){return this._bokify_hammer(t),this._trigger("pinch:end",t)},e.prototype._rotate_start=function(t){return this._bokify_hammer(t),this._trigger("rotate:start",t)},e.prototype._rotate=function(t){return this._bokify_hammer(t),this._trigger("rotate",t)},e.prototype._rotate_end=function(t){return this._bokify_hammer(t),this._trigger("rotate:end",t)},e.prototype._mouse_enter=function(t){return this._bokify_jq(t),this.trigger("move:enter",t)},e.prototype._mouse_move=function(t){return this._bokify_jq(t),this.trigger("move",t)},e.prototype._mouse_exit=function(t){return this._bokify_jq(t),this.trigger("move:exit",t)},e.prototype._mouse_wheel=function(t,e){return this._bokify_jq(t),t.bokeh.delta=e,this._trigger("scroll",t)},e.prototype._key_down=function(t){return this.trigger("keydown",t)},e.prototype._key_up=function(t){return this.trigger("keyup",t)},e}(r.Model),e.exports=o}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"./logging":119,backbone:2,hammerjs:3,jquery:18,"jquery-mousewheel":4}],138:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;s=t("underscore"),r=t("./linear_mapper"),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.map_to_target=function(t,i){var n,r,o,a,l,u;return null==i&&(i=!1),s.isNumber(t)?i?t:e.__super__.map_to_target.call(this,t):(a=this.get("source_range"),r=a.get("factors"),t.indexOf(":")>=0?(l=t.split(":"),n=l[0],o=l[1],o=parseFloat(o),u=r.indexOf(n)+.5+a.get("offset")+o):u=r.indexOf(t)+1+a.get("offset"),i?u:e.__super__.map_to_target.call(this,u))},e.prototype.v_map_to_target=function(t,i){var n,r,o,a,l,u,h,c,p,d;if(null==i&&(i=!1),s.isNumber(t[0]))return i?t:e.__super__.v_map_to_target.call(this,t);for(u=this.get("source_range"),r=u.get("factors"),p=Array(t.length),o=a=0,h=t.length;h>=0?h>a:a>h;o=h>=0?++a:--a)d=t[o],d.indexOf(":")>=0?(c=d.split(":"),n=c[0],l=c[1],l=parseFloat(l),p[o]=r.indexOf(n)+.5+u.get("offset")+l):p[o]=r.indexOf(d)+1+u.get("offset");return i?p:e.__super__.v_map_to_target.call(this,p)},e.prototype.map_from_target=function(t,i){var n,r;return null==i&&(i=!1),t=e.__super__.map_from_target.call(this,t),i?t:(r=this.get("source_range"),n=r.get("factors"),n[Math.floor(t-.5-r.get("offset"))])},e.prototype.v_map_from_target=function(t,i){var n,r,s,o,a,l,u,h,c;for(null==i&&(i=!1),c=e.__super__.v_map_from_target.call(this,t),r=s=0,l=c.length;l>=0?l>s:s>l;r=l>=0?++s:--s)c[r]=c[r];if(i)return c;for(h=Array(c),a=this.get("source_range"),n=a.get("factors"),r=o=0,u=t.length;u>=0?u>o:o>u;r=u>=0?++o:--o)h[r]=n[Math.floor(c[r]-.5-a.get("offset"))];return h},e}(r.Model),e.exports={Model:n}},{"./linear_mapper":141,underscore:92}],139:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;r=t("../common/has_properties"),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.map_to_target=function(t,e){var i,n;return i=this.get("domain_mapper").map_to_target(t),n=this.get("codomain_mapper").map_to_target(e),[i,n]},e.prototype.v_map_to_target=function(t,e){var i,n;return i=this.get("domain_mapper").v_map_to_target(t),n=this.get("codomain_mapper").v_map_to_target(e),[i,n]},e.prototype.map_from_target=function(t,e){var i,n;return i=this.get("domain_mapper").map_from_target(t),n=this.get("codomain_mapper").map_from_target(e),[i,n]},e.prototype.v_map_from_target=function(t,e){var i,n;return i=this.get("domain_mapper").v_map_from_target(t),n=this.get("codomain_mapper").v_map_from_target(e),[i,n]},e}(r),e.exports={Model:n}},{"../common/has_properties":115}],140:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;s=t("underscore"),n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.palette=this._build_palette(this.get("palette")),this.little_endian=this._is_little_endian(),null!=this.get("reserve_color")?(this.reserve_color=parseInt(this.get("reserve_color").slice(1),16),this.reserve_val=this.get("reserve_val")):void 0},e.prototype.v_map_screen=function(t){var e,i,n,r,o,a,l,u,h,c,p,d,f,g,m,_;if(i=new ArrayBuffer(4*t.length),n=new Uint32Array(i),h=null!=(p=this.get("low"))?p:s.min(t),o=null!=(d=this.get("high"))?d:s.max(t),e=this.palette.length-1,m=e/(o-h),c=-m*h,this.little_endian)for(a=l=0,f=t.length;f>=0?f>l:l>f;a=f>=0?++l:--l)r=t[a],r===this.reserve_val?_=this.reserve_color:(r>o&&(r=o),h>r&&(r=h),_=this.palette[Math.floor(r*m+c)]),n[a]=255<<24|(16711680&_)>>16|65280&_|(255&_)<<16;else for(a=u=0,g=t.length;g>=0?g>u:u>g;a=g>=0?++u:--u)r=t[a],r===this.reserve_val?_=this.reserve_color:(r>o&&(r=o),h>r&&(r=h),_=this.palette[Math.floor(r*m+c)]),n[a]=_<<8|255;return i},e.prototype._is_little_endian=function(){var t,e,i,n;return t=new ArrayBuffer(4),i=new Uint8ClampedArray(t),e=new Uint32Array(t),e[1]=168496141,n=!0,10===i[4]&&11===i[5]&&12===i[6]&&13===i[7]&&(n=!1),n},e.prototype._build_palette=function(t){var e,i,n,r,o;for(r=new Uint32Array(t.length+1),e=function(t){return s.isNumber(t)?t:parseInt(t.slice(1),16)},i=n=0,o=t.length;o>=0?o>n:n>o;i=o>=0?++n:--n)r[i]=e(t[i]);return r[r.length-1]=e(t[t.length-1]),r},e}(n),e.exports={Model:r}},{"../common/has_properties":115,underscore:92}],141:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("mapper_state",this._mapper_state,!0),this.add_dependencies("mapper_state",this,["source_range","target_range"]),this.add_dependencies("mapper_state",this.get("source_range"),["start","end"]),this.add_dependencies("mapper_state",this.get("target_range"),["start","end"])},e.prototype.map_to_target=function(t){var e,i,n;return i=this.get("mapper_state"),n=i[0],e=i[1],n*t+e},e.prototype.v_map_to_target=function(t){var e,i,n,r,s,o,a,l;for(s=this.get("mapper_state"),a=s[0],r=s[1],o=new Float64Array(t.length),i=e=0,n=t.length;n>e;i=++e)l=t[i],o[i]=a*l+r;return o},e.prototype.map_from_target=function(t){var e,i,n;return i=this.get("mapper_state"),n=i[0],e=i[1],(t-e)/n},e.prototype.v_map_from_target=function(t){var e,i,n,r,s,o,a,l;for(s=this.get("mapper_state"),a=s[0],r=s[1],o=new Float64Array(t.length),i=e=0,n=t.length;n>e;i=++e)l=t[i],o[i]=(l-r)/a;return o},e.prototype._mapper_state=function(){var t,e,i,n,r,s;return n=this.get("source_range").get("start"),i=this.get("source_range").get("end"),s=this.get("target_range").get("start"),r=this.get("target_range").get("end"),e=(r-s)/(i-n),t=-(e*n)+s,[e,t]},e}(n),e.exports={Model:r}},{"../common/has_properties":115}],142:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("mapper_state",this._mapper_state,!0),this.add_dependencies("mapper_state",this,["source_range","target_range"]),this.add_dependencies("mapper_state",this.get("source_range"),["start","end"]),this.add_dependencies("mapper_state",this.get("target_range"),["start","end"])},e.prototype.map_to_target=function(t){var e,i,n,r,s,o,a,l;if(o=this.get("mapper_state"),l=o[0],s=o[1],n=o[2],i=o[3],r=0,a=0,0===n)r=0;else try{if(r=(Math.log(t)-i)/n,isNaN(r))throw new Error("NaN");if(isFinite(r)===!1)throw new Error("Infinite")}catch(u){e=u,r=0}return a=r*l+s},e.prototype.v_map_to_target=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(g=this.get("mapper_state"),_=g[0],f=g[1],s=g[2],r=g[3],o=new Float64Array(t.length),m=new Float64Array(t.length),0===s)o=t.map(function(t){return 0*t});else try{for(p=t.map(function(t){return 0>=t}),d=t.map(function(t){return isNaN(t)}),c=function(){var e,n,r;for(r=[],i=e=0,n=t.length;n>=0?n>e:e>n;i=n>=0?++e:--e)r.push(p[i]|d[i]);return r}(),c=c.reduce(function(t,e){return t||e}),1===c&&(t[c]=1),o=t.map(function(t){return(Math.log(t)-r)/s}),n=a=0,u=o.length;u>a;n=++a){if(v=o[n],isNaN(o[n]))throw new Error("NaN");if(isFinite(o[n])===!1)throw new Error("Infinite")}}catch(y){e=y,o=t.map(function(t){return 0*t})}for(n=l=0,h=t.length;h>l;n=++l)v=t[n],m[n]=o[n]*_+f;return m},e.prototype.map_from_target=function(t){var e,i,n,r,s,o;return s=this.get("mapper_state"),o=s[0],r=s[1],i=s[2],e=s[3],n=(t-r)/o,n=Math.exp(i*n+e)},e.prototype.v_map_from_target=function(t){var e,i,n,r,s,o;return s=this.get("mapper_state"),o=s[0],r=s[1],i=s[2],e=s[3],n=t.map(function(t){return(t-r)/o}),n=n.map(function(t){return Math.exp(i*t+e)})},e.prototype._get_safe_scale=function(t,e){var i,n,r;return r=0>t?0:t,i=0>e?0:e,r===i&&(0===r?(r=1,i=10):(n=Math.log(r)/Math.log(10),r=Math.pow(10,Math.floor(n)),i=Math.ceil(n)!==Math.floor(n)?Math.pow(10,Math.ceil(n)):Math.pow(10,Math.ceil(n)+1))),[r,i]},e.prototype._mapper_state=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return l=this.get("source_range").get("start"),a=this.get("source_range").get("end"),c=this.get("target_range").get("start"),h=this.get("target_range").get("end"),o=h-c,r=this._get_safe_scale(l,a),u=r[0],t=r[1],0===u?(i=Math.log(t),e=0):(i=Math.log(t)-Math.log(u),e=Math.log(u)),s=o,n=c,[s,n,i,e]},e}(n),e.exports={Model:r}},{"../common/has_properties":115}],143:[function(t,e,i){e.exports={YlGn3:[3253076,11394446,16252089],YlGn4:[2327619,7915129,12773017,16777164],YlGn5:[26679,3253076,7915129,12773017,16777164],YlGn6:[26679,3253076,7915129,11394446,14282915,16777164],YlGn7:[23090,2327619,4303709,7915129,11394446,14282915,16777164],YlGn8:[23090,2327619,4303709,7915129,11394446,14282915,16252089,16777189],YlGn9:[17705,26679,2327619,4303709,7915129,11394446,14282915,16252089,16777189],YlGnBu3:[2916280,8375739,15595697],YlGnBu4:[2252456,4306628,10607284,16777164],YlGnBu5:[2438292,2916280,4306628,10607284,16777164],YlGnBu6:[2438292,2916280,4306628,8375739,13101492,16777164],YlGnBu7:[797828,2252456,1937856,4306628,8375739,13101492,16777164],YlGnBu8:[797828,2252456,1937856,4306628,8375739,13101492,15595697,16777177],YlGnBu9:[531800,2438292,2252456,1937856,4306628,8375739,13101492,15595697,16777177],GnBu3:[4432586,11066805,14742491],GnBu4:[2854078,8113348,12248252,15792616],GnBu5:[551084,4432586,8113348,12248252,15792616],GnBu6:[551084,4432586,8113348,11066805,13429701,15792616],GnBu7:[546974,2854078,5157843,8113348,11066805,13429701,15792616],
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e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.type="FactorRange",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._init(),this.register_property("min",function(){return this.get("start")},!1),this.add_dependencies("min",this,["factors","offset"]),this.register_property("max",function(){return this.get("end")},!1),this.add_dependencies("max",this,["factors","offset"]),this.listenTo(this,"change:factors",this._init),this.listenTo(this,"change:offset",this._init)},e.prototype._init=function(){return this.set("start",.5+this.get("offset")),this.set("end",this.get("factors").length+this.get("start"))},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{offset:0,factors:[]})},e}(r),e.exports={Model:n}},{"../common/has_properties":115,underscore:92}],146:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return 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this.frame=this.plot_model.get("frame"),this.canvas=this.plot_model.get("canvas"),this.xmapper=this.plot_view.frame.get("x_mappers")[this.mget("x_range_name")],this.ymapper=this.plot_view.frame.get("y_mappers")[this.mget("y_range_name")],i=this.canvas.vx_to_sx(this._calc_dim("left",this.xmapper,this.frame.get("h_range").get("start"))),n=this.canvas.vx_to_sx(this._calc_dim("right",this.xmapper,this.frame.get("h_range").get("end"))),e=this.canvas.vy_to_sy(this._calc_dim("bottom",this.ymapper,this.frame.get("v_range").get("start"))),r=this.canvas.vy_to_sy(this._calc_dim("top",this.ymapper,this.frame.get("v_range").get("end"))),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(i,r,n-i,e-r),this.fill_props.set_value(t),t.fill(),this.line_props.set_value(t),t.stroke(),t.restore()},e.prototype._calc_dim=function(t,e,i){var n;return n=null!=this.mget(t)?"data"===this.mget(t+"_units")?e.map_to_target(this.mget(t)):this.mget(t):i},e}(o),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="BoxAnnotation",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:"annotation",left_units:"data",right_units:"data",top_units:"data",bottom_units:"data",fill_color:"#fff9ba",fill_alpha:.4,line_color:"#cccccc",line_width:1,line_alpha:.3,line_join:"miter",line_cap:"butt",line_dash:[],line_dash_offset:0})},e}(s),e.exports={Model:n,View:r}},{"../../common/has_parent":114,"../../common/plot_widget":125,"../../common/properties":126,underscore:92}],148:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;a=t("underscore"),n=t("../../common/has_parent"),o=t("../../common/plot_widget"),l=t("../../common/properties"),u=t("../../common/textutils"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.label_props=new l.Text({obj:this.model,prefix:"label_"}),this.border_props=new l.Line({obj:this.model,prefix:"border_"}),this.background_props=new l.Fill({obj:this.model,prefix:"background_"}),this.need_calc_dims=!0,this.listenTo(this.plot_model.solver,"layout_update",function(){return this.need_calc_dims=!0})},e.prototype.calc_dims=function(t){var e,i,n,r,s,o,l,h,c,p,d,f,g,m,_,v;return l=function(){var t,e,n,r,s;for(n=this.mget("legends"),s=[],t=0,e=n.length;e>t;t++)r=n[t],o=r[0],i=r[1],s.push(o);return s}.call(this),r=this.mget("label_height"),this.glyph_height=this.mget("glyph_height"),s=this.mget("label_width"),this.glyph_width=this.mget("glyph_width"),c=this.mget("legend_spacing"),this.label_height=a.max([u.getTextHeight(this.label_props.font_value()),r,this.glyph_height]),this.legend_height=this.label_height,this.legend_height=l.length*this.legend_height+(1+l.length)*c,e=this.plot_view.canvas_view.ctx,e.save(),this.label_props.set_value(e),g=a.map(l,function(t){return e.measureText(t).width}),e.restore(),f=a.max(g),this.label_width=a.max([f,s]),this.legend_width=this.label_width+this.glyph_width+3*c,p=this.mget("orientation"),h=this.mget("legend_padding"),n=this.plot_view.frame.get("h_range"),m=this.plot_view.frame.get("v_range"),"top_right"===p?(_=n.get("end")-h-this.legend_width,v=m.get("end")-h):"top_left"===p?(_=n.get("start")+h,v=m.get("end")-h):"bottom_left"===p?(_=n.get("start")+h,v=m.get("start")+h+this.legend_height):"bottom_right"===p?(_=n.get("end")-h-this.legend_width,v=m.get("start")+h+this.legend_height):"absolute"===p&&(d=this.absolute_coords,_=d[0],v=d[1]),_=this.plot_view.canvas.vx_to_sx(_),v=this.plot_view.canvas.vy_to_sy(v),this.box_coords=[_,v]},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w;for(this.need_calc_dims&&(this.calc_dims(),this.need_calc_dims=!1),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(this.box_coords[0],this.box_coords[1],this.legend_width,this.legend_height),this.background_props.set_value(t),t.fill(),this.border_props.do_stroke&&(this.border_props.set_value(t),t.stroke()),o=this.mget("legend_spacing"),u=this.mget("legends"),n=i=0,a=u.length;a>i;n=++i)for(h=u[n],s=h[0],e=h[1],b=n*this.label_height,w=(1+n)*o,_=this.box_coords[1]+this.label_height/2+b+w,f=this.box_coords[0]+o,g=this.box_coords[0]+2*o+this.label_width,m=g+this.glyph_width,v=this.box_coords[1]+b+w,y=v+this.glyph_height,this.label_props.set_value(t),t.fillText(s,f,_),c=this.model.resolve_ref(e),r=0,l=c.length;l>r;r++)p=c[r],d=this.plot_view.renderers[p.id],d.draw_legend(t,g,m,v,y);return t.restore()},e}(o),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.default_view=s,e.prototype.type="Legend",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{legends:[]})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:"overlay",border_line_color:"black",border_line_width:1,border_line_alpha:1,border_line_join:"miter",border_line_cap:"butt",border_line_dash:[],border_line_dash_offset:0,background_fill_color:"#fff",background_fill_alpha:1,label_standoff:15,label_text_font:"helvetica",label_text_font_size:"10pt",label_text_font_style:"normal",label_text_color:"#444444",label_text_alpha:1,label_text_align:"left",label_text_baseline:"middle",glyph_height:20,glyph_width:20,label_height:20,label_width:50,legend_padding:10,legend_spacing:3,orientation:"top_right",datapoint:null})},e}(n),e.exports={Model:r,View:s}},{"../../common/has_parent":114,"../../common/plot_widget":125,"../../common/properties":126,"../../common/textutils":133,underscore:92}],149:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;n=t("jquery"),l=t("underscore"),r=t("../../common/has_parent"),s=t("../../common/plot_widget"),u=t("../../common/logging").logger,a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.className="bk-tooltip",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.appendTo(this.plot_view.$el.find("div.bk-canvas-overlays")),this.$el.css({"z-index":1010}),this.$el.hide()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change:data",this._draw_tips)},e.prototype.render=function(){return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,i,r,s,o,a,u,h,c,p,d,f,g,m;if(this.$el.empty(),this.$el.hide(),this.$el.toggleClass("bk-tooltip-custom",this.mget("custom")),!l.isEmpty(this.mget("data"))){for(a=this.mget("data"),i=0,s=a.length;s>i;i++)f=a[i],g=f[0],m=f[1],e=f[2],(!this.mget("inner_only")||this.plot_view.frame.contains(g,m))&&(p=n("<div />").appendTo(this.$el),p.append(e));switch(h=this.plot_view.mget("canvas").vx_to_sx(g),c=this.plot_view.mget("canvas").vy_to_sy(m),u=this.mget("side"),"auto"===u&&(o=this.plot_view.frame.get("width"),u=g-this.plot_view.frame.get("left")<o/2?"right":"left"),this.$el.removeClass("bk-right"),this.$el.removeClass("bk-left"),t=10,u){case"right":this.$el.addClass("bk-left"),r=h+(this.$el.outerWidth()-this.$el.innerWidth())+t;break;case"left":this.$el.addClass("bk-right"),r=h-this.$el.outerWidth()-t}return d=c-this.$el.outerHeight()/2,this.$el.children().length>0?(this.$el.css({top:d,left:r}),this.$el.show()):void 0}},e}(s),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.default_view=a,e.prototype.type="Tooltip",e.prototype.clear=function(){return this.set("data",[])},e.prototype.add=function(t,e,i){var n;return n=this.get("data"),n.push([t,e,i]),this.set("data",n)},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{level:"overlay",side:"auto",inner_only:!0})},e}(r),e.exports={Model:o,View:a}},{"../../common/has_parent":114,"../../common/logging":119,"../../common/plot_widget":125,jquery:18,underscore:92}],151:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),l=t("../../common/mathutils"),s=t("./glyph"),a=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e,i,n;for("data"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,"data"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius,this.angle=new Float32Array(this.start_angle.length),n=[],t=e=0,i=this.start_angle.length;i>=0?i>e:e>i;t=i>=0?++e:--e)n.push(this.angle[t]=this.end_angle[t]-this.start_angle[t]);return n},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;for(p=i.sx,d=i.sy,c=i.start_angle,n=i.angle,u=i.sinner_radius,h=i.souter_radius,r=i.direction,l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(p[s]+d[s]+u[s]+h[s]+c[s]+n[s]+r[s])||(t.translate(p[s],d[s]),t.rotate(this.start_angle[s]),t.moveTo(h[s],0),t.beginPath(),t.arc(0,0,h[s],0,n[s],r[s]),t.rotate(this.angle[s]),t.lineTo(u[s],0),t.arc(0,0,u[s],0,-n[s],!r[s]),t.closePath(),t.rotate(-n[s]-c[s]),t.translate(-p[s],-d[s]),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,s),l.push(t.stroke())):l.push(void 0));return l},e.prototype._hit_point=function(t){var e,i,n,r,s,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L;for(m=[t.vx,t.vy],S=m[0],E=m[1],R=this.renderer.xmapper.map_from_target(S,!0),O=this.renderer.ymapper.map_from_target(E,!0),"data"===this.distances.outer_radius.units?(z=R-this.max_outer_radius,j=R+this.max_outer_radius,F=O-this.max_outer_radius,L=O+this.max_outer_radius):(A=S-this.max_outer_radius,P=S+this.max_outer_radius,_=this.renderer.xmapper.v_map_from_target([A,P],!0),z=_[0],j=_[1],I=E-this.max_outer_radius,N=E+this.max_outer_radius,v=this.renderer.ymapper.v_map_from_target([I,N],!0),F=v[0],L=v[1]),i=[],y=function(){var t,e,i,n;for(i=this.index.search([z,F,j,L]),n=[],t=0,e=i.length;e>t;t++)g=i[t],n.push(g[4].i);return n}.call(this),h=0,p=y.length;p>h;h++)s=y[h],f=Math.pow(this.souter_radius[s],2),u=Math.pow(this.sinner_radius[s],2),k=this.renderer.xmapper.map_to_target(R,!0),M=this.renderer.xmapper.map_to_target(this.x[s],!0),D=this.renderer.ymapper.map_to_target(O,!0),T=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(k-M,2)+Math.pow(D-T,2),f>=n&&n>=u&&i.push([s,n]);for(r=[],c=0,d=i.length;d>c;c++)b=i[c],s=b[0],n=b[1],x=this.renderer.plot_view.canvas.vx_to_sx(S),C=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(C-this.sy[s],x-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return w=a.create_hit_test_result(),w["1d"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),w},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="AnnularWedge",e.prototype.distances=["inner_radius","outer_radius"],e.prototype.angles=["start_angle","end_angle"],e.prototype.fields=["direction:direction"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:"anticlock"})},e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"../../common/mathutils":120,"./glyph":158,underscore:92}],152:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),s=t("./glyph"),a=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,"data"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius;
+        },e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h;for(u=i.sx,h=i.sy,a=i.sinner_radius,l=i.souter_radius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(u[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.arc(u[n],h[n],a[n],0,2*Math.PI*2,!1),t.moveTo(u[n]+l[n],h[n]),t.arc(u[n],h[n],l[n],0,2*Math.PI*2,!0),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;for(c=[t.vx,t.vy],v=c[0],y=c[1],b=this.renderer.xmapper.map_from_target(v,!0),w=b-this.max_radius,x=b+this.max_radius,k=this.renderer.ymapper.map_from_target(y,!0),M=k-this.max_radius,C=k+this.max_radius,i=[],p=function(){var t,e,i,n;for(i=this.index.search([w,M,x,C]),n=[],t=0,e=i.length;e>t;t++)h=i[t],n.push(h[4].i);return n}.call(this),s=0,l=p.length;l>s;s++)n=p[s],u=Math.pow(this.souter_radius[n],2),r=Math.pow(this.sinner_radius[n],2),f=this.renderer.xmapper.map_to_target(b),g=this.renderer.xmapper.map_to_target(this.x[n]),m=this.renderer.ymapper.map_to_target(k),_=this.renderer.ymapper.map_to_target(this.y[n]),e=Math.pow(f-g,2)+Math.pow(m-_,2),u>=e&&e>=r&&i.push([n,e]);return d=a.create_hit_test_result(),d["1d"].indices=o.chain(i).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),d},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d;return u=null!=(l=this.get_reference_point())?l:0,o=[u],p={},p[u]=(e+i)/2,d={},d[u]=(n+r)/2,a=.5*Math.min(Math.abs(i-e),Math.abs(r-n)),h={},h[u]=.4*a,c={},c[u]=.8*a,s={sx:p,sy:d,sinner_radius:h,souter_radius:c},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="Annulus",e.prototype.distances=["inner_radius","outer_radius"],e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"./glyph":158,underscore:92}],153:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),s=t("./glyph"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.radius.units?this.sradius=this.sdist(this.renderer.xmapper,this.x,this.radius):this.sradius=this.radius},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;if(c=i.sx,p=i.sy,u=i.sradius,h=i.start_angle,r=i.end_angle,n=i.direction,this.visuals.line.do_stroke){for(l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(c[s]+p[s]+u[s]+h[s]+r[s]+n[s])||(t.beginPath(),t.arc(c[s],p[s],u[s],h[s],r[s],n[s]),this.visuals.line.set_vectorize(t,s),l.push(t.stroke()));return l}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=r,e.prototype.type="Arc",e.prototype.visuals=["line"],e.prototype.distances=["radius"],e.prototype.angles=["start_angle","end_angle"],e.prototype.fields=["direction:direction"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:"anticlock"})},e}(s.Model),e.exports={Model:n,View:r}},{"./glyph":158,underscore:92}],154:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),l=t("rbush"),s=t("./glyph"),a=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(x=[],c=[[],[]],d=m=0;2>=m;d=++m)if(0===d?(u=6*t-12*i+6*r,l=-3*t+9*i-9*r+3*o,p=3*i-3*t):(u=6*e-12*n+6*s,l=-3*e+9*n-9*s+3*a,p=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;y=-p/u,y>0&&1>y&&x.push(y)}else h=u*u-4*p*l,v=Math.sqrt(h),0>h||(b=(-u+v)/(2*l),b>0&&1>b&&x.push(b),w=(-u-v)/(2*l),w>0&&1>w&&x.push(w));for(f=x.length,g=f;f--;)y=x[f],_=1-y,k=_*_*_*t+3*_*_*y*i+3*_*y*y*r+y*y*y*o,c[0][f]=k,M=_*_*_*e+3*_*_*y*n+3*_*y*y*s+y*y*y*a,c[1][f]=M;return c[0][g]=t,c[1][g]=e,c[0][g+1]=o,c[1][g+1]=a,[Math.min.apply(null,c[0]),Math.max.apply(null,c[1]),Math.max.apply(null,c[0]),Math.min.apply(null,c[1])]},r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){var t,e,i,n,r,s,o,u,h,c;for(e=l(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t]+this.cx0[t]+this.cy0[t]+this.cx1[t]+this.cy1[t])||(s=a(this.x0[t],this.y0[t],this.x1[t],this.y1[t],this.cx0[t],this.cy0[t],this.cx1[t],this.cy1[t]),o=s[0],h=s[1],u=s[2],c=s[3],n.push([o,h,u,c,{i:t}]));return e.load(n),e},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;if(p=i.sx0,f=i.sy0,d=i.sx1,g=i.sy1,a=i.scx,l=i.scx0,h=i.scy0,u=i.scx1,c=i.scy1,this.visuals.line.do_stroke){for(o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(p[n]+f[n]+d[n]+g[n]+l[n]+h[n]+u[n]+c[n])||(t.beginPath(),t.moveTo(p[n],f[n]),t.bezierCurveTo(l[n],h[n],u[n],c[n],d[n],g[n]),this.visuals.line.set_vectorize(t,n),o.push(t.stroke()));return o}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="Bezier",e.prototype.visuals=["line"],e.prototype.coords=[["x0","y0"],["x1","y1"],["cx0","cy0"],["cx1","cy1"]],e}(s.Model),e.exports={Model:n,View:r}},{"./glyph":158,rbush:89,underscore:92}],155:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m=function(t,e){function i(){this.constructor=t}for(var n in e)_.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},_={}.hasOwnProperty;f=null!=i._bokehTest?void 0:t("gloo2"),h=t("../../common/color"),c=h.color2rgba,g=function(t){return 2>t&&(t=Math.sqrt(2*t)),t},p=function(t,e){var i,n,r,s;for(i=new Float32Array(t),n=r=0,s=t;s>=0?s>r:r>s;n=s>=0?++r:--r)i[n]=e;return i},d=function(t,e,i){var n,r,s,o,a,l,u;for(n=new Float32Array(t*e),r=o=0,l=t;l>=0?l>o:o>l;r=l>=0?++o:--o)for(s=a=0,u=e;u>=0?u>a:a>u;s=u>=0?++a:--a)n[r*e+s]=i[s];return n},u=function(t,e,i,n,r,s){var o;return e.used=!0,null!=r[s].fixed_value?(t.set_attribute(i,"float",null,r[s].fixed_value),e.used=!1):(o=new Float32Array(r.cache[s+"_array"]),e.set_size(4*n),e.set_data(0,o),t.set_attribute(i,"float",[e,0,0])),o},l=function(t,e,i,n,r){var s,o,a,l,u,h,d,f,g,m,_;if(f=4,e.used=!0,null!=r.color.fixed_value&&null!=r.alpha.fixed_value)_=c(r.color.fixed_value,r.alpha.fixed_value),t.set_attribute(i,"vec4",null,_),e.used=!1;else{for(a=null!=r.color.fixed_value?function(){var t,e,i;for(i=[],l=t=0,e=n;e>=0?e>t:t>e;l=e>=0?++t:--t)i.push(r.color.fixed_value);return i}():r.cache.color_array,o=null!=r.alpha.fixed_value?p(n,r.alpha.fixed_value):r.cache.alpha_array,s=new Float32Array(n*f),l=h=0,g=n;g>=0?g>h:h>g;l=g>=0?++h:--h)for(_=c(a[l],o[l]),u=d=0,m=f;m>=0?m>d:d>m;u=m>=0?++d:--d)s[l*f+u]=_[u];e.set_size(n*f*4),e.set_data(0,s),t.set_attribute(i,"vec4",[e,0,0])}return s},n=function(){function t(t,e){this.gl=t,this.glyph=e,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.init()}return t.prototype.GLYPH="",t.prototype.VERT="",t.prototype.FRAG="",t.prototype.set_data_changed=function(t){return t!==this.nvertices&&(this.nvertices=t,this.size_changed=!0),this.data_changed=!0},t.prototype.set_visuals_changed=function(){return this.visuals_changed=!0},t}(),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="line",e.prototype.VERT="xxx",e.prototype.FRAG="xxx",e}(n),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.VERT="precision mediump float;\nconst float SQRT_2 = 1.4142135623730951;\n//\nuniform vec2 u_canvas_size;\nuniform vec2 u_offset;\nuniform vec2 u_scale;\nuniform float u_antialias;\n//\nattribute float a_x;\nattribute float a_y;\nattribute float a_size;\nattribute float a_angle;  // in radians\nattribute float a_linewidth;\nattribute vec4  a_fg_color;\nattribute vec4  a_bg_color;\n//\nvarying float v_linewidth;\nvarying float v_size;\nvarying vec4  v_fg_color;\nvarying vec4  v_bg_color;\nvarying vec2  v_rotation;\n\nvoid main (void)\n{\n    v_size = a_size;\n    v_linewidth = a_linewidth;\n    v_fg_color = a_fg_color;\n    v_bg_color = a_bg_color;\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\n    // Calculate position - the -0.5 is to correct for canvas origin\n    vec2 pos = vec2(a_x, a_y) * u_scale + u_offset - vec2(0.5, 0.5); // in pixels\n    pos /= u_canvas_size;  // in 0..1\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\n    gl_Position.y *= -1.0;        \n    gl_PointSize = SQRT_2 * v_size + 2.0 * (a_linewidth + 1.5*u_antialias);\n}",e.prototype.FRAG="precision mediump float;\nconst float SQRT_2 = 1.4142135623730951;\nconst float PI = 3.14159265358979323846264;\n//\nuniform float u_antialias;\n//\nvarying vec4  v_fg_color;\nvarying vec4  v_bg_color;\nvarying float v_linewidth;\nvarying float v_size;\nvarying vec2  v_rotation;\n\nMARKERCODE\n\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\n{\n    vec4 frag_color;\n    float t = linewidth/2.0 - antialias;\n    float signed_distance = distance;\n    float border_distance = abs(signed_distance) - t;\n    float alpha = border_distance/antialias;\n    alpha = exp(-alpha*alpha);\n    \n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\n    float select = float(bool(fg_color.a));\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\n    // Similarly, if we want a transparent bg\n    select = float(bool(bg_color.a));\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\n    \n    if( border_distance < 0.0)\n        frag_color = fg_color;\n    else if( signed_distance < 0.0 ) {\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\n    } else {\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\n        } else {\n            discard;\n        }\n    }\n    return frag_color;\n}\n\nvoid main()\n{\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\n             v_rotation.y*P.x + v_rotation.x*P.y);\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\n    float distance = marker(P*point_size, v_size);\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\n}",e.prototype.MARKERCODE="<defined in subclasses>",e.prototype.init=function(){var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new f.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new f.VertexBuffer(e),this.prog.set_attribute("a_x","float",[this.vbo_x,0,0]),this.vbo_y=new f.VertexBuffer(e),this.prog.set_attribute("a_y","float",[this.vbo_y,0,0]),this.vbo_s=new f.VertexBuffer(e),this.prog.set_attribute("a_size","float",[this.vbo_s,0,0]),this.vbo_a=new f.VertexBuffer(e),this.prog.set_attribute("a_angle","float",[this.vbo_a,0,0]),this.vbo_linewidth=new f.VertexBuffer(e),this.vbo_fg_color=new f.VertexBuffer(e),this.vbo_bg_color=new f.VertexBuffer(e),this.index_buffer=new f.IndexBuffer(e)},e.prototype.draw=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(u=e.glglyph.nvertices,this.data_changed?(this._set_data(u),this.data_changed=!1):null==this.glyph.radius||i.sx===this.last_trans.sx&&i.sy===this.last_trans.sy||(this.last_trans=i,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,i,n;for(i=this.glyph.sradius,n=[],t=0,e=i.length;e>t;t++)m=i[t],n.push(2*m);return n}.call(this)))),this.visuals_changed&&(this._set_visuals(u),this.visuals_changed=!1),this.prog.set_uniform("u_canvas_size","vec2",[i.width,i.height]),this.prog.set_uniform("u_offset","vec2",[i.dx[0],i.dy[0]]),this.prog.set_uniform("u_scale","vec2",[i.sx,i.sy]),this.prog.set_attribute("a_x","float",[e.glglyph.vbo_x,0,0]),this.prog.set_attribute("a_y","float",[e.glglyph.vbo_y,0,0]),this.prog.set_attribute("a_size","float",[e.glglyph.vbo_s,0,0]),this.prog.set_attribute("a_angle","float",[e.glglyph.vbo_a,0,0]),0!==t.length){if(t.length===u)return this.prog.draw(this.gl.POINTS,[0,u]);if(65535>u)return this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(s=64e3,r=[],o=a=0,p=Math.ceil(u/s);p>=0?p>a:a>p;o=p>=0?++a:--a)r.push([]);for(o=l=0,d=t.length;d>=0?d>l:l>d;o=d>=0?++l:--l)v=t[o]%s,n=Math.floor(t[o]/s),r[n].push(v);for(g=[],n=h=0,f=r.length;f>=0?f>h:h>f;n=f>=0?++h:--h)_=new Uint16Array(r[n]),c=n*s*4,0!==_.length&&(this.prog.set_attribute("a_x","float",[e.glglyph.vbo_x,0,c]),this.prog.set_attribute("a_y","float",[e.glglyph.vbo_y,0,c]),this.prog.set_attribute("a_size","float",[e.glglyph.vbo_s,0,c]),this.prog.set_attribute("a_angle","float",[e.glglyph.vbo_a,0,c]),this.vbo_linewidth.used&&this.prog.set_attribute("a_linewidth","float",[this.vbo_linewidth,0,c]),this.vbo_fg_color.used&&this.prog.set_attribute("a_fg_color","vec4",[this.vbo_fg_color,0,4*c]),this.vbo_bg_color.used&&this.prog.set_attribute("a_bg_color","vec4",[this.vbo_bg_color,0,4*c]),this.index_buffer.set_size(2*_.length),this.index_buffer.set_data(0,_),g.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return g}},e.prototype._set_data=function(t){var e,i;return e=4*t,this.vbo_x.set_size(e),this.vbo_y.set_size(e),this.vbo_a.set_size(e),this.vbo_s.set_size(e),this.vbo_x.set_data(0,new Float32Array(this.glyph.x)),this.vbo_y.set_data(0,new Float32Array(this.glyph.y)),null!=this.glyph.angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph.angle)),null!=this.glyph.radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,r;for(n=this.glyph.sradius,r=[],t=0,e=n.length;e>t;t++)i=n[t],r.push(2*i);return r}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph.size))},e.prototype._set_visuals=function(t){return u(this.prog,this.vbo_linewidth,"a_linewidth",t,this.glyph.visuals.line,"width"),l(this.prog,this.vbo_fg_color,"a_fg_color",t,this.glyph.visuals.line),l(this.prog,this.vbo_bg_color,"a_bg_color",t,this.glyph.visuals.fill),this.prog.set_uniform("u_antialias","float",[.9])},e}(n),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="circle",e.prototype.MARKERCODE="// --- disc\nfloat marker(vec2 P, float size)\n{\n    return length(P) - size/2.0;\n}",e}(o),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="square",e.prototype.MARKERCODE="// --- square\nfloat marker(vec2 P, float size)\n{\n    return max(abs(P.x), abs(P.y)) - size/2.0;\n}",e}(o),e.exports={CircleGLGlyph:r,SquareGLGlyph:a}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../common/color":108,gloo2:298}],156:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),a=t("./bokehgl"),s=t("./glyph"),l=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._init_gl=function(t){return this.glglyph=new a.CircleGLGlyph(t,this)},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e;return null!=this.radius?"data"===this.distances.radius.units?(t=this.fields.radius_dimension.fixed_value,this.sradius=this.sdist(this.renderer[t+"mapper"],this[t],this.radius)):(this.sradius=this.radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,i,n,r;for(n=this.size,r=[],t=0,i=n.length;i>t;t++)e=n[t],r.push(e/2);return r}.call(this)},e.prototype._mask_data=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return e=this.renderer.plot_view.frame.get("h_range"),p=this.renderer.plot_view.frame.get("v_range"),null!=this.radius&&"data"===this.distances.radius.units?(l=e.get("start"),u=e.get("end"),i=this.renderer.xmapper.v_map_from_target([l,u],!0),f=i[0],g=i[1],f-=this.max_radius,g+=this.max_radius,h=p.get("start"),c=p.get("end"),n=this.renderer.ymapper.v_map_from_target([h,c],!0),m=n[0],_=n[1],m-=this.max_radius,_+=this.max_radius):(l=e.get("start")-this.max_size,u=e.get("end")+this.max_size,r=this.renderer.xmapper.v_map_from_target([l,u],!0),f=r[0],g=r[1],h=p.get("start")-this.max_size,c=p.get("end")+this.max_size,s=this.renderer.ymapper.v_map_from_target([h,c],!0),m=s[0],_=s[1]),f>g&&(o=[g,f],f=o[0],g=o[1]),m>_&&(a=[_,m],m=a[0],_=a[1]),function(){var t,e,i,n;for(i=this.index.search([f,m,g,_]),n=[],t=0,e=i.length;e>t;t++)d=i[t],n.push(d[4].i);return n}.call(this)},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u;for(l=i.sx,u=i.sy,a=i.sradius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j;if(d=[t.vx,t.vy],C=d[0],S=d[1],E=this.renderer.xmapper.map_from_target(C,!0),R=this.renderer.ymapper.map_from_target(S,!0),null!=this.radius&&"data"===this.distances.radius.units?(I=E-this.max_radius,N=E+this.max_radius,z=R-this.max_radius,j=R+this.max_radius):(D=C-this.max_size,T=C+this.max_size,f=this.renderer.xmapper.v_map_from_target([D,T],!0),I=f[0],N=f[1],g=[Math.min(I,N),Math.max(I,N)],I=g[0],N=g[1],A=S-this.max_size,P=S+this.max_size,m=this.renderer.ymapper.v_map_from_target([A,P],!0),z=m[0],j=m[1],_=[Math.min(z,j),Math.max(z,j)],z=_[0],j=_[1]),e=function(){var t,e,i,n;for(i=this.index.search([I,z,N,j]),n=[],t=0,e=i.length;e>t;t++)c=i[t],n.push(c[4].i);return n}.call(this),n=[],null!=this.radius&&"data"===this.distances.radius.units)for(s=0,u=e.length;u>s;s++)r=e[s],p=Math.pow(this.sradius[r],2),b=this.renderer.xmapper.map_to_target(E,!0),w=this.renderer.xmapper.map_to_target(this.x[r],!0),k=this.renderer.ymapper.map_to_target(R,!0),M=this.renderer.ymapper.map_to_target(this.y[r],!0),i=Math.pow(b-w,2)+Math.pow(k-M,2),p>=i&&n.push([r,i]);else for(y=this.renderer.plot_view.canvas.vx_to_sx(C),x=this.renderer.plot_view.canvas.vy_to_sy(S),a=0,h=e.length;h>a;a++)r=e[a],p=Math.pow(this.sradius[r],2),i=Math.pow(this.sx[r]-y,2)+Math.pow(this.sy[r]-x,2),p>=i&&n.push([r,i]);return n=o.chain(n).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),v=l.create_hit_test_result(),v["1d"].indices=n,v},e.prototype._hit_span=function(t){var e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k;return n=[t.vx,t.vy],c=n[0],f=n[1],r=this.bounds(),y=r[0],k=r[1],h=l.create_hit_test_result(),"h"===t.direction?(w=k[0],x=k[1],null!=this.radius&&"data"===this.distances.radius.units?(p=c-this.max_radius,d=c+this.max_radius,s=this.renderer.xmapper.v_map_from_target([p,d]),_=s[0],v=s[1]):(i=this.max_size/2,p=c-i,d=c+i,o=this.renderer.xmapper.v_map_from_target([p,d],!0),_=o[0],v=o[1])):(_=y[0],v=y[1],null!=this.radius&&"data"===this.distances.radius.units?(g=f-this.max_radius,m=f+this.max_radius,a=this.renderer.ymapper.v_map_from_target([g,m]),w=a[0],x=a[1]):(i=this.max_size/2,g=f-i,m=f+i,u=this.renderer.ymapper.v_map_from_target([g,m],!0),w=u[0],x=u[1])),e=function(){var t,e,i,n;for(i=this.index.search([_,w,v,x]),n=[],t=0,e=i.length;e>t;t++)b=i[t],n.push(b[4].i);return n}.call(this),h["1d"].indices=e,h},e.prototype._hit_rect=function(t){var e,i,n,r,s,o,a,u;return e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),a=i[0],u=i[1],n=l.create_hit_test_result(),n["1d"].indices=function(){var t,e,i,n;for(i=this.index.search([s,a,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_poly=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g;for(a=[o.clone(t.vx),o.clone(t.vy)],f=a[0],g=a[1],p=this.renderer.plot_view.canvas.v_vx_to_sx(f),d=this.renderer.plot_view.canvas.v_vy_to_sy(g),e=function(){c=[];for(var t=0,e=this.sx.length;e>=0?e>t:t>e;e>=0?t++:t--)c.push(t);return c}.apply(this),i=[],n=s=0,u=e.length;u>=0?u>s:s>u;n=u>=0?++s:--s)r=e[n],l.point_in_poly(this.sx[n],this.sy[n],p,d)&&i.push(r);return h=l.create_hit_test_result(),h["1d"].indices=i,h},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c;return l=null!=(a=this.get_reference_point())?a:0,o=[l],h={},h[l]=(e+i)/2,c={},c[l]=(n+r)/2,u={},u[l]=.2*Math.min(Math.abs(i-e),Math.abs(r-n)),s={sx:h,sy:c,sradius:u},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="Circle",e.prototype.distances=["?radius","?size"],e.prototype.fields=["radius_dimension:string"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{size:4})},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{radius_dimension:"x"})},e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"./bokehgl":155,"./glyph":158,underscore:92}],157:[function(t,e,i){(function(i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;l=t("underscore"),a=t("./glyph"),s=null!=i._bokehTest?void 0:t("gear_utils"),n=t("../../util/bezier"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return this.smodule=this.sdist(this.renderer.xmapper,this.x,this.module,"edge")},e.prototype._render=function(t,e,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S;for(M=i.sx,C=i.sy,k=i.smodule,r=i.angle,D=i.teeth,f=i.pressure_angle,x=i.shaft_size,l=i.internal,h=0,p=e.length;p>h;h++)if(a=e[h],!isNaN(M[a]+C[a]+r[a]+k[a]+D[a]+f[a]+x[a]+l[a])){for(d=k[a]*D[a]/2,o=l[a]?s.create_internal_gear_tooth:s.create_gear_tooth,b=o(k[a],D[a],f[a]),g=b.slice(0,3),n=g[0],T=g[1],S=g[2],y=b.slice(3),t.save(),t.translate(M[a],C[a]),t.rotate(r[a]),t.beginPath(),v=2*Math.PI/D[a],t.moveTo(T,S),u=c=0,m=D[a];m>=0?m>c:c>m;u=m>=0?++c:--c)this._render_seq(t,y),t.rotate(v);t.closePath(),l[a]?(_=d+2.75*k[a],t.moveTo(_,0),t.arc(0,0,_,0,2*Math.PI,!0)):x[a]>0&&(w=d*x[a],t.moveTo(w,0),t.arc(0,0,w,0,2*Math.PI,!0)),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,a),t.fill()),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,a),t.stroke()),t.restore()}},e.prototype._render_seq=function(t,e){var i,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(u=0;u<e.length;)switch(l.isString(e[u])&&(i=e[u],u+=1),i){case"M":g=e.slice(u,u+2),P=g[0],I=g[1],t.moveTo(P,I),m=[P,I],d=m[0],f=m[1],u+=2;break;case"L":v=e.slice(u,u+2),P=v[0],I=v[1],t.lineTo(P,I),y=[P,I],d=y[0],f=y[1],u+=2;break;case"C":b=e.slice(u,u+6),r=b[0],o=b[1],s=b[2],a=b[3],P=b[4],I=b[5],t.bezierCurveTo(r,o,s,a,P,I),w=[P,I],d=w[0],f=w[1],u+=6;break;case"Q":x=e.slice(u,u+4),r=x[0],o=x[1],P=x[2],I=x[3],t.quadraticCurveTo(r,o,P,I),k=[P,I],d=k[0],f=k[1],u+=4;break;case"A":for(M=e.slice(u,u+7),D=M[0],T=M[1],E=M[2],c=M[3],A=M[4],P=M[5],I=M[6],S=n.arc_to_bezier(d,f,D,T,-E,c,1-A,P,I),h=0,p=S.length;p>h;h++)C=S[h],r=C[0],o=C[1],s=C[2],a=C[3],P=C[4],I=C[5],t.bezierCurveTo(r,o,s,a,P,I);_=[P,I],d=_[0],f=_[1],u+=7;break;default:throw new Error("unexpected command: "+i)}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type="Gear",e.prototype.angles=["angle"],e.prototype.fields=["module","internal:bool","pressure_angle","shaft_size","teeth"],e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{angle:0,pressure_angle:20,shaft_size:.3,internal:!1})},e}(a.Model),e.exports={Model:r,View:o}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../util/bezier":248,"./glyph":158,gear_utils:297,underscore:92}],158:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;l=t("underscore"),d=t("rbush"),u=t("../../common/bbox"),h=t("../../common/logging").logger,a=t("../../common/has_parent"),r=t("../../common/continuum_view"),p=t("../../common/properties"),n=t("../../mapper/categorical_mapper"),c=t("proj4"),f=c.defs("GOOGLE"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.initialize=function(t){var i,n,r,s;e.__super__.initialize.call(this,t),this.renderer=t.renderer,i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas&&this._init_gl(i.glcanvas.gl),s=p.factories;for(r in s)n=s[r],this[r]={},this[r]=l.extend(this[r],n(this.model));return this.warned={},this},e.prototype.render=function(t,e,i){if(this.mget("visible")){if(t.beginPath(),null!=this.glglyph&&this._render_gl(t,e,i))return;return this._render(t,e,i)}},e.prototype._render_gl=function(t,e,i){var n,r,s,o;return s=this.renderer.map_to_screen([0,1,2],[0,1,2]),n=s[0],r=s[1],Math.abs(n[1]-n[0]-(n[2]-n[1]))>1e-6||Math.abs(r[1]-r[0]-(r[2]-r[1]))>1e-6?!1:(o={width:t.glcanvas.width,height:t.glcanvas.height,dx:n,dy:r,sx:n[1]-n[0],sy:r[1]-r[0]},this.glglyph.draw(e,i,o),!0)},e.prototype.map_data=function(){var t,e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_;for(r=this.model.coords,e=0,n=r.length;n>e;e++)if(s=r[e],m=s[0],_=s[1],d="s"+m,g="s"+_,l.isArray(null!=(o=this[m])?o[0]:void 0))for(a=[[],[]],this[d]=a[0],this[g]=a[1],t=i=0,u=this[m].length;u>=0?u>i:i>u;t=u>=0?++i:--i)h=this.renderer.map_to_screen(this[m][t],this[_][t]),p=h[0],f=h[1],this[d].push(p),this[g].push(f);else c=this.renderer.map_to_screen(this[m],this[_]),this[d]=c[0],this[g]=c[1];return this._map_data()},e.prototype.project_xy=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=c(f,[t[i],e[i]]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.project_xsys=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=this.project_xy(t[i],e[i]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.set_data=function(t){var e,i,n,r,s,o,a,l;n=this.coords;for(e in n)i=n[e],this[e]=i.array(t);this.renderer.plot_model.use_map&&(null!=this.x&&(r=this.project_xy(this.x,this.y),this.x=r[0],this.y=r[1]),null!=this.xs&&(s=this.project_xsys(this.xs,this.ys),this.xs=s[0],this.ys=s[1])),o=this.angles;for(e in o)i=o[e],this[e]=i.array(t);a=this.distances;for(e in a)i=a[e],this[e]=i.array(t),this["max_"+e]=Math.max.apply(null,this[e]);l=this.fields;for(e in l)i=l[e],this[e]=i.array(t);return null!=this.glglyph&&this.glglyph.set_data_changed(this.x.length),this._set_data(),this.index=this._index_data()},e.prototype.set_visuals=function(t){var e,i,n;n=this.visuals;for(e in n)i=n[e],i.warm_cache(t);return null!=this.glglyph?this.glglyph.set_visuals_changed():void 0},e.prototype.bounds=function(){var t;return null==this.index?u.empty():(t=this.index.data.bbox,this._bounds([[t[0],t[2]],[t[1],t[3]]]))},e.prototype.scx=function(t){return this.sx[t]},e.prototype.scy=function(t){return this.sy[t]},e.prototype._init_gl=function(){return!1},e.prototype._set_data=function(){return null},e.prototype._map_data=function(){return null},e.prototype._mask_data=function(t){return t},e.prototype._bounds=function(t){return t},e.prototype._xy_index=function(){var t,e,i,r,s,o,a,l,u;for(e=d(),r=[],a=this.renderer.xmapper instanceof n.Model?this.renderer.xmapper.v_map_to_target(this.x,!0):this.x,u=this.renderer.ymapper instanceof n.Model?this.renderer.ymapper.v_map_to_target(this.y,!0):this.y,t=i=0,s=a.length;s>=0?s>i:i>s;t=s>=0?++i:--i)o=a[t],!isNaN(o)&&isFinite(o)&&(l=u[t],!isNaN(l)&&isFinite(l)&&r.push([o,l,o,l,{i:t}]));return e.load(r),e},e.prototype.sdist=function(t,e,i,n,r){var s,o,a,u,h,c,p;return null==n&&(n="edge"),null==r&&(r=!1),l.isString(e[0])&&(e=t.v_map_to_target(e)),"center"===n?(o=function(){var t,e,n;for(n=[],t=0,e=i.length;e>t;t++)s=i[t],n.push(s/2);return n}(),u=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]-o[a]);return n}(),h=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]+o[a]);return n}()):(u=e,h=function(){var t,e,n;for(n=[],a=t=0,e=u.length;e>=0?e>t:t>e;a=e>=0?++t:--t)n.push(u[a]+i[a]);return n}()),c=t.v_map_to_target(u),p=t.v_map_to_target(h),r?function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.ceil(Math.abs(p[a]-c[a])));return i}():function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.abs(p[a]-c[a]));return i}()},e.prototype.hit_test=function(t){var e,i;return i=null,e="_hit_"+t.type,null!=this[e]?i=this[e](t):null==this.warned[t.type]&&(h.error("'"+t.type+"' selection not available for "+this.model.type),this.warned[t.type]=!0),i},e.prototype.get_reference_point=function(){var t;return t=this.mget("reference_point"),l.isNumber(t)?this.data[t]:t},e.prototype.draw_legend=function(t,e,i,n,r){return null},e.prototype._generic_line_legend=function(t,e,i,n,r){var s,o;return o=null!=(s=this.get_reference_point())?s:0,t.save(),t.beginPath(),t.moveTo(e,(n+r)/2),t.lineTo(i,(n+r)/2),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},e.prototype._generic_area_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d,f,g;return h=null!=(u=this.get_reference_point())?u:0,l=[h],g=Math.abs(i-e),o=.1*g,a=Math.abs(r-n),s=.1*a,c=e+o,p=i-o,d=n+s,f=r-s,this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(c,d,p-c,f-d)),this.visuals.line.do_stroke?(t.beginPath(),t.rect(c,d,p-c,f-d),this.visuals.line.set_vectorize(t,h),t.stroke()):void 0},e}(r),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.visuals=["line","fill"],e.prototype.coords=[["x","y"]],e.prototype.distances=[],e.prototype.angles=[],e.prototype.fields=[],e.prototype.fill_defaults={fill_color:"gray",fill_alpha:1},e.prototype.line_defaults={line_color:"black",line_width:1,line_alpha:1,line_join:"miter",line_cap:"butt",line_dash:[],line_dash_offset:0},e.prototype.text_defaults={text_font:"helvetica",text_font_size:"12pt",text_font_style:"normal",text_color:"#444444",text_alpha:1,text_align:"left",text_baseline:"bottom"},e.prototype.defaults=function(){return l.extend({visible:!0})},e.prototype.display_defaults=function(){var t,i,n,r,s,o;for(o={},s=this.visuals,i=0,n=s.length;n>i;i++){switch(r=s[i]){case"line":t=this.line_defaults;break;case"fill":t=this.fill_defaults;break;case"text":t=this.text_defaults;break;default:h.warn("unknown visual property type '"+r+"'");continue}o=l.extend(o,e.__super__.display_defaults.call(this),t)}return o},e}(a),e.exports={Model:s,View:o}},{"../../common/bbox":100,"../../common/continuum_view":109,"../../common/has_parent":114,"../../common/logging":119,"../../common/properties":126,
+        "../../mapper/categorical_mapper":138,proj4:56,rbush:89,underscore:92}],159:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;u=t("underscore"),h=t("../../common/logging").logger,o=t("../../common/has_parent"),a=t("../../common/plot_widget"),n=t("../../range/factor_range"),l=t("../../source/remote_data_source"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){var i,n,r;return e.__super__.initialize.call(this,t),this.glyph=this.build_glyph_view(this.mget("glyph")),r=this.mget("selection_glyph"),null==r&&(r=this.mget("glyph").clone(),r.set(this.model.selection_defaults,{silent:!0})),this.selection_glyph=this.build_glyph_view(r),n=this.mget("nonselection_glyph"),null==n&&(n=this.mget("glyph").clone(),n.set(this.model.nonselection_defaults,{silent:!0})),this.nonselection_glyph=this.build_glyph_view(n),i=this.mget("glyph").clone(),i.set(this.model.decimated_defaults,{silent:!0}),this.decimated_glyph=this.build_glyph_view(i),this.xmapper=this.plot_view.frame.get("x_mappers")[this.mget("x_range_name")],this.ymapper=this.plot_view.frame.get("y_mappers")[this.mget("y_range_name")],this.set_data(!1),this.mget("data_source")instanceof l.RemoteDataSource?this.mget("data_source").setup(this.plot_view,this.glyph):void 0},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this})},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.request_render),this.listenTo(this.mget("data_source"),"change",this.set_data),this.listenTo(this.mget("data_source"),"select",this.request_render),this.listenTo(this.mget("glyph"),"propchange",function(){return this.glyph.set_visuals(this.mget("data_source")),this.request_render()})},e.prototype.have_selection_glyphs=function(){return!0},e.prototype.setup_server_data=function(){},e.prototype.set_data=function(t,e){var i,n,r,s,o,a,l,u,c;for(null==t&&(t=!0),c=Date.now(),u=this.mget("data_source"),this.glyph.set_data(u,e),this.glyph.set_visuals(u),this.decimated_glyph.set_visuals(u),this.selection_glyph.set_visuals(u),this.nonselection_glyph.set_visuals(u),s=u.get_length(),null==s&&(s=1),this.all_indices=function(){l=[];for(var t=0;s>=0?s>t:t>s;s>=0?t++:t--)l.push(t);return l}.apply(this),o=this.plot_model.get("lod_factor"),this.decimated=[],n=r=0,a=Math.floor(this.all_indices.length/o);a>=0?a>r:r>a;n=a>=0?++r:--r)this.decimated.push(this.all_indices[n*o]);return i=Date.now()-c,h.debug(this.glyph.model.type+" GlyphRenderer ("+this.model.id+"): set_data finished in "+i+"ms"),this.set_data_timestamp=Date.now(),t?this.request_render():void 0},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;if(w=Date.now(),o=this.glyph.glglyph,x=Date.now(),this.glyph.map_data(),e=Date.now()-w,k=Date.now(),u=o?this.all_indices:this.glyph._mask_data(this.all_indices),i=Date.now()-k,t=this.plot_view.canvas_view.ctx,t.save(),v=this.mget("data_source").get("selected"),v=v&&0!==v.length?v["0d"].flag?u:v["1d"].indices.length>0?v["1d"].indices:v["2d"].indices.length>0?v["2d"].indices:[]:[],g=this.plot_model.get("lod_threshold"),this.plot_view.interactive&&!o&&null!=g&&this.all_indices.length>g?(u=this.decimated,a=this.decimated_glyph,_=this.decimated_glyph,b=this.selection_glyph):(a=this.glyph,_=this.nonselection_glyph,b=this.selection_glyph),v.length&&this.have_selection_glyphs()){for(C=Date.now(),y={},c=0,d=v.length;d>c;c++)l=v[c],y[l]=!0;for(v=new Array,m=new Array,p=0,f=u.length;f>p;p++)l=u[p],null!=y[l]?v.push(l):m.push(l);r=Date.now()-C,M=Date.now(),_.render(t,m,this.glyph),b.render(t,v,this.glyph),n=Date.now()-M}else M=Date.now(),a.render(t,u,this.glyph),n=Date.now()-M;return this.last_dtrender=n,s=Date.now()-w,h.debug(this.glyph.model.type+" GlyphRenderer ("+this.model.id+"): render finished in "+s+"ms"),h.trace(" - map_data finished in       : "+e+"ms"),null!=i&&h.trace(" - mask_data finished in      : "+i+"ms"),null!=r&&h.trace(" - selection mask finished in : "+r+"ms"),h.trace(" - glyph renders finished in  : "+n+"ms"),t.restore()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.mget("x_range_name"),this.mget("y_range_name"))},e.prototype.draw_legend=function(t,e,i,n,r){return this.glyph.draw_legend(t,e,i,n,r)},e.prototype.hit_test=function(t){return this.glyph.hit_test(t)},e}(a),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.default_view=s,e.prototype.type="GlyphRenderer",e.prototype.selection_defaults={},e.prototype.decimated_defaults={fill_alpha:.3,line_alpha:.3,fill_color:"grey",line_color:"grey"},e.prototype.nonselection_defaults={fill_alpha:.2,line_alpha:.2},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default",data_source:null})},e.prototype.display_defaults=function(){return u.extend({},e.__super__.display_defaults.call(this),{level:"glyph"})},e}(o),e.exports={Model:r,View:s}},{"../../common/has_parent":114,"../../common/logging":119,"../../common/plot_widget":125,"../../range/factor_range":145,"../../source/remote_data_source":205,underscore:92}],160:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("./glyph"),o=t("../../mapper/linear_color_mapper"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t,e,i,n,r,s,o,l,u,h,c;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),c=[],s=u=0,h=this.image.length;h>=0?h>u:u>h;s=h>=0?++u:--u)null!=this.rows?(this.height[s]=this.rows[s],this.width[s]=this.cols[s]):(this.height[s]=this.image[s].length,this.width[s]=this.image[s][0].length),i=document.createElement("canvas"),i.width=this.width[s],i.height=this.height[s],r=i.getContext("2d"),o=r.getImageData(0,0,this.width[s],this.height[s]),n=this.mget("color_mapper"),l=null!=this.rows?this.image[s]:a.flatten(this.image[s]),t=n.v_map_screen(l),e=new Uint8ClampedArray(t),o.data.set(e),r.putImageData(o,0,0),this.image_data[s]=i,this.max_dw=0,"data"===this.dw.units&&(this.max_dw=a.max(this.dw)),this.max_dh=0,"data"===this.dh.units&&(this.max_dh=a.max(this.dh)),c.push(this._xy_index());return c},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],null!=r[n]&&(isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="Image",e.prototype.visuals=[],e.prototype.distances=["dw","dh"],e.prototype.fields=["image:array","?rows","?cols","palette:string"],e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"../../mapper/linear_color_mapper":140,"./glyph":158,underscore:92}],161:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),m=[],u=p=0,f=this.image.length;f>=0?f>p:p>f;u=f>=0?++p:--p)if(null==e||u===e){if(null!=this.rows?(this.height[u]=this.rows[u],this.width[u]=this.cols[u]):(this.height[u]=this.image[u].length,this.width[u]=this.image[u][0].length),r=document.createElement("canvas"),r.width=this.width[u],r.height=this.height[u],a=r.getContext("2d"),h=a.getImageData(0,0,this.width[u],this.height[u]),null!=this.rows)h.data.set(new Uint8ClampedArray(this.image[u]));else{for(l=o.flatten(this.image[u]),i=new ArrayBuffer(4*l.length),s=new Uint32Array(i),c=d=0,g=l.length;g>=0?g>d:d>g;c=g>=0?++d:--d)s[c]=l[c];n=new Uint8ClampedArray(i),h.data.set(n)}a.putImageData(h,0,0),this.image_data[u]=r,this.max_dw=0,"data"===this.dw.units&&(this.max_dw=o.max(this.dw)),this.max_dh=0,"data"===this.dh.units?m.push(this.max_dh=o.max(this.dh)):m.push(void 0)}return m},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ImageRGBA",e.prototype.visuals=[],e.prototype.distances=["dw","dh"],e.prototype.fields=["image:array","?rows","?cols"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"./glyph":158,underscore:92}],162:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t;return this.image=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(null);return r}.call(this),this.need_load=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!0);return r}.call(this),this.loaded=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!1);return r}.call(this),this._xy_index()},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.w,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.h,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;for(g=i.url,s=i.image,u=i.need_load,d=i.sx,f=i.sy,p=i.sw,c=i.sh,n=i.angle,h=[],a=0,l=e.length;l>a;a++)r=e[a],isNaN(d[r]+f[r]+n[r])||(u[r]?(o=new Image,o.onload=function(t){return function(e,i){return function(){return t.loaded[i]=!0,s[i]=e,t.renderer.request_render()}}}(this)(o,r),o.src=g[r],h.push(u[r]=!1)):this.loaded[r]?h.push(this._render_image(t,r,s[r],d,f,p,c,n)):h.push(void 0));return h},e.prototype._final_sx_sy=function(t,e,i,n,r){switch(t){case"top_left":return[e,i];case"top_center":return[e-n/2,i];case"top_right":return[e-n,i];case"right_center":return[e-n,i-r/2];case"bottom_right":return[e-n,i-r];case"bottom_center":return[e-n/2,i-r];case"bottom_left":return[e,i-r];case"left_center":return[e,i-r/2];case"center":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,s,o,a){var l,u;return isNaN(s[e])&&(s[e]=i.width),isNaN(o[e])&&(o[e]=i.height),l=this.mget("anchor")||"top_left",u=this._final_sx_sy(l,n[e],r[e],s[e],o[e]),n=u[0],r=u[1],t.save(),t.globalAlpha=this.mget("global_alpha"),a[e]?(t.translate(n,r),t.rotate(a[e]),t.drawImage(i,0,0,s[e],o[e]),t.rotate(-a[e]),t.translate(-n,-r)):t.drawImage(i,n,r,s[e],o[e]),t.restore()},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ImageURL",e.prototype.visuals=[],e.prototype.distances=["w","h"],e.prototype.angles=["angle"],e.prototype.fields=["url:string"],e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{angle:0,global_alpha:1})},e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{})},e}(n.Model),e.exports={Model:r,View:s}},{"./glyph":158,underscore:92}],163:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),a=t("../../common/hittest"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._render=function(t,e,i){var n,r,s,o,a,l;for(a=i.sx,l=i.sy,n=!1,this.visuals.line.set_value(t),s=0,o=e.length;o>s;s++)r=e[s],isFinite(a[r]+l[r])||!n?n?t.lineTo(a[r],l[r]):(t.beginPath(),t.moveTo(a[r],l[r]),n=!0):(t.stroke(),t.beginPath(),n=!1);return n?t.stroke():void 0},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_;for(l=[t.vx,t.vy],f=l[0],g=l[1],m=this.renderer.xmapper.map_from_target(f),_=this.renderer.ymapper.map_from_target(g),c=a.create_hit_test_result(),o={x:m,y:_},p=100,d=1,i=n=0,u=this.x.length-1;u>=0?u>n:n>u;i=u>=0?++n:--n)h=[{x:this.x[i],y:this.y[i]},{x:this.x[i+1],y:this.y[i+1]}],r=h[0],s=h[1],e=a.dist_to_segment(o,r,s),d>e&&p>e&&(p=e,c["0d"].flag=!0,c["0d"].indices=[i]);return c},e.prototype._hit_span=function(t){var 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this._generic_line_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="Line",e.prototype.visuals=["line"],e}(n.Model),e.exports={Model:r,View:s}},{"../../common/hittest":116,"./glyph":158,underscore:92}],164:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),s=t("./marker"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._render=function(t,e,i){var 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i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),a=t("../../common/hittest"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._set_data=function(){return this.max_w2=0,"data"===this.distances.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,"data"===this.distances.height.units?this.max_h2=this.max_height/2:void 0},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.width.units?this.sw=this.sdist(this.renderer.xmapper,this.x,this.width,"center",this.mget("dilate")):this.sw=this.width,"data"===this.distances.height.units?this.sh=this.sdist(this.renderer.ymapper,this.y,this.height,"center",this.mget("dilate")):this.sh=this.height},e.prototype._render=function(t,e,i){var 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e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),l=i[0],u=i[1],n=a.create_hit_test_result(),n["1d"].indices=function(){var t,e,i,n;for(i=this.index.search([s,l,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(p=[t.vx,t.vy],b=p[0],k=p[1],T=this.renderer.xmapper.map_from_target(b,!0),P=this.renderer.ymapper.map_from_target(k,!0),"screen"===this.distances.width.units?(w=b-2*this.max_width,x=b+2*this.max_width,d=this.renderer.xmapper.v_map_from_target([w,x],!0),S=d[0],A=d[1]):(S=T-2*this.max_width,A=T+2*this.max_width),"screen"===this.distances.height.units?(M=k-2*this.max_height,C=k+2*this.max_height,f=this.renderer.ymapper.v_map_from_target([M,C],!0),E=f[0],I=f[1]):(E=P-2*this.max_height,I=P+2*this.max_height),r=[],g=function(){var 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l(e,t),e.prototype.default_view=s,e.prototype.type="Rect",e.prototype.distances=["width","height"],e.prototype.angles=["angle"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{angle:0,dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"../../common/hittest":116,"./glyph":158,underscore:92}],185:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),a=t("rbush"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){var t,e,i,n,r;for(e=a(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t])||n.push([this.x0[t],this.y0[t],this.x1[t],this.y1[t],{i:t}]);return e.load(n),e},e.prototype._render=function(t,e,i){var 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n}.call(this),u=0,c=v.length;c>u;u++)s=v[u],f=Math.pow(this.sradius[s],2),x=this.renderer.xmapper.map_to_target(N,!0),k=this.renderer.xmapper.map_to_target(this.x[s],!0),C=this.renderer.ymapper.map_to_target(j,!0),D=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(x-k,2)+Math.pow(C-D,2),f>=n&&i.push([s,n]);for(r=[],h=0,p=i.length;p>h;h++)y=i[h],s=y[0],n=y[1],w=this.renderer.plot_view.canvas.vx_to_sx(T),M=this.renderer.plot_view.canvas.vy_to_sy(P),e=Math.atan2(M-this.sy[s],w-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return b=a.create_hit_test_result(),b["1d"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),b},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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i,t.__super__=e.prototype,t},D={}.hasOwnProperty;f=t("underscore"),w=null!=i._bokehTest?i._bokehTest.kiwi:t("kiwi"),l=t("../../common/has_parent"),h=t("../../common/layout_box"),x=t("../../common/logging").logger,p=t("../../common/plot_widget"),M=t("../../common/properties"),k=Math.PI/2,n="alphabetic",c="middle",a="hanging",u="left",d="right",o="center",v={above:{parallel:0,normal:-k,horizontal:0,vertical:-k},below:{parallel:0,normal:k,horizontal:0,vertical:k},left:{parallel:-k,normal:0,horizontal:0,vertical:-k},right:{parallel:k,normal:0,horizontal:0,vertical:k}},b={above:{parallel:n,normal:c,horizontal:n,vertical:c},below:{parallel:a,normal:c,horizontal:a,vertical:c},left:{parallel:n,normal:c,horizontal:c,vertical:n},right:{parallel:n,normal:c,horizontal:c,vertical:n}},g={above:{parallel:o,normal:u,horizontal:o,vertical:u},below:{parallel:o,normal:u,horizontal:o,vertical:d},left:{parallel:o,normal:d,horizontal:d,vertical:o},right:{parallel:o,normal:u,horizontal:u,vertical:o}},m={above:d,below:u,left:d,right:u},_={above:u,below:d,left:d,right:u},y=function(t,e,i){var n,r;return f.isString(i)?(r=b[e][i],n=g[e][i]):0===i?(r=b[e][i],n=g[e][i]):0>i?(r="middle",n=m[e]):i>0&&(r="middle",n=_[e]),t.textBaseline=r,t.textAlign=n},s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.rule_props=new M.Line({obj:this.model,prefix:"axis_"}),this.major_tick_props=new M.Line({obj:this.model,prefix:"major_tick_"}),this.minor_tick_props=new M.Line({obj:this.model,prefix:"minor_tick_"}),this.major_label_props=new M.Text({obj:this.model,prefix:"major_label_"}),this.axis_label_props=new M.Text({obj:this.model,prefix:"axis_label_"}),this.x_range_name=this.mget("x_range_name"),this.y_range_name=this.mget("y_range_name")},e.prototype.render=function(){var t;if(this.mget("visible"))return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t),this._draw_major_ticks(t),this._draw_minor_ticks(t),this._draw_major_labels(t),this._draw_axis_label(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.plot_view.request_render)},e.prototype._draw_rule=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m;if(this.rule_props.do_stroke){for(o=e=this.mget("rule_coords"),d=o[0],g=o[1],a=this.plot_view.map_to_screen(d,g,this.x_range_name,this.y_range_name),c=a[0],p=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),f=u[0],m=u[1],this.rule_props.set_value(t),t.beginPath(),t.moveTo(Math.round(c[0]+r*f),Math.round(p[0]+s*m)),i=n=1,h=c.length;h>=1?h>n:n>h;i=h>=1?++n:--n)t.lineTo(Math.round(c[i]+r*f),Math.round(p[i]+s*m));return t.stroke()}},e.prototype._draw_major_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.major_tick_props.do_stroke){for(e=this.mget("tick_coords"),o=e.major,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),_=u[0],y=u[1],f=this.mget("major_tick_in"),g=this.mget("major_tick_out"),this.major_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_minor_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.minor_tick_props.do_stroke){for(e=this.mget("tick_coords"),o=e.minor,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),_=u[0],y=u[1],f=this.mget("minor_tick_in"),g=this.mget("minor_tick_out"),this.minor_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_major_labels=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,b,w,x,k,M,C,D;for(i=this.mget("tick_coords"),h=i.major,k=h[0],C=h[1],c=this.plot_view.map_to_screen(k,C,this.x_range_name,this.y_range_name),w=c[0],x=c[1],p=this.mget("normals"),a=p[0],l=p[1],d=this.mget("offsets"),M=d[0],D=d[1],n=this.mget("dimension"),_=this.mget("location"),u=this.mget("major_label_orientation"),e=f.isString(u)?v[_][u]:-u,b=this.model._tick_extent(this)+this.mget("major_label_standoff"),o=this.mget("formatter").format(i.major[n]),this.major_label_props.set_value(t),y(t,_,u),m=[],r=s=0,g=w.length;g>=0?g>s:s>g;r=g>=0?++s:--s)e?(t.translate(w[r]+a*b+a*M,x[r]+l*b+l*D),t.rotate(e),t.fillText(o[r],0,0),t.rotate(-e),m.push(t.translate(-w[r]-a*b+a*M,-x[r]-l*b+l*D))):m.push(t.fillText(o[r],Math.round(w[r]+a*b+a*M),Math.round(x[r]+l*b+l*D)));return m},e.prototype._draw_axis_label=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return i=this.mget("axis_label"),null!=i?(o=this.mget("rule_coords"),f=o[0],m=o[1],a=this.plot_view.map_to_screen(f,m,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),n=l[0],r=l[1],u=this.mget("offsets"),g=u[0],_=u[1],h=this.mget("location"),s="parallel",e=v[h][s],c=this.model._tick_extent(this)+this.model._tick_label_extent(this)+this.mget("axis_label_standoff"),p=(p[0]+p[p.length-1])/2,d=(d[0]+d[d.length-1])/2,this.axis_label_props.set_value(t),y(t,h,s),e?(t.translate(p+n*c+n*g,d+r*c+r*_),t.rotate(e),t.fillText(i,0,0),t.rotate(-e),t.translate(-p-n*c+n*g,-d-r*c+r*_)):t.fillText(i,p+n*c+n*g,d+r*c+r*_)):void 0},e}(p),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.default_view=s,e.prototype.type="Axis",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("computed_bounds",this._computed_bounds,!1),this.add_dependencies("computed_bounds",this,["bounds"]),this.add_dependencies("computed_bounds",this.get("plot"),["x_range","y_range"]),
+        this.register_property("rule_coords",this._rule_coords,!1),this.add_dependencies("rule_coords",this,["computed_bounds","side"]),this.register_property("tick_coords",this._tick_coords,!1),this.add_dependencies("tick_coords",this,["computed_bounds","location"]),this.register_property("ranges",this._ranges,!0),this.register_property("normals",function(){return this._normals},!0),this.register_property("dimension",function(){return this._dim},!0),this.register_property("offsets",this._offsets,!0)},e.prototype.initialize_layout=function(t){var e,i;return e=new h.Model({solver:t}),this.panel=e,this._top=e._top,this._bottom=e._bottom,this._left=e._left,this._right=e._right,this._width=e._width,this._height=e._height,i=this.get("location"),"above"===i?(this._dim=0,this._normals=[0,-1],this._size=e._height,this._anchor=e._bottom):"below"===i?(this._dim=0,this._normals=[0,1],this._size=e._height,this._anchor=e._top):"left"===i?(this._dim=1,this._normals=[-1,0],this._size=e._width,this._anchor=e._right):"right"===i?(this._dim=1,this._normals=[1,0],this._size=e._width,this._anchor=e._left):x.error("unrecognized side: '"+i+"'")},e.prototype.update_layout=function(t,e){var i;return i=this.get("visible")?this._tick_extent(t)+this._tick_label_extent(t)+this._axis_label_extent(t):0,null==this._last_size&&(this._last_size=-1),i!==this._last_size?(this._last_size=i,null!=this._size_constraint&&e.remove_constraint(this._size_constraint),this._size_constraint=new w.Constraint(new w.Expression(this._size,-i),w.Operator.Eq),e.add_constraint(this._size_constraint)):void 0},e.prototype._offsets=function(){var t,e,i,n,r;return i=this.get("location"),e=[0,0],n=e[0],r=e[1],t=this.get("plot").get("frame"),"below"===i?r=Math.abs(this.panel.get("top")-t.get("bottom")):"above"===i?r=Math.abs(this.panel.get("bottom")-t.get("top")):"right"===i?n=Math.abs(this.panel.get("left")-t.get("right")):"left"===i&&(n=Math.abs(this.panel.get("right")-t.get("left"))),[n,r]},e.prototype._ranges=function(){var t,e,i,n;return e=this.get("dimension"),i=(e+1)%2,t=this.get("plot").get("frame"),n=[t.get("x_ranges")[this.get("x_range_name")],t.get("y_ranges")[this.get("y_range_name")]],[n[e],n[i]]},e.prototype._computed_bounds=function(){var t,e,i,n,r,s,o,a;return r=this.get("ranges"),i=r[0],t=r[1],a=null!=(s=this.get("bounds"))?s:"auto",n=[i.get("min"),i.get("max")],"auto"===a?n:f.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(o=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(o=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[o,e]):(x.error("user bounds '"+a+"' not understood"),null)},e.prototype._rule_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return n=this.get("dimension"),r=(n+1)%2,a=this.get("ranges"),o=a[0],e=a[1],l=this.get("computed_bounds"),u=l[0],i=l[1],h=new Array(2),c=new Array(2),t=[h,c],s=this._get_loc(e),t[n][0]=Math.max(u,o.get("min")),t[n][1]=Math.min(i,o.get("max")),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[r][0]=s,t[r][1]=s,t},e.prototype._tick_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;if(n=this.get("dimension"),s=(n+1)%2,v=this.get("ranges"),g=v[0],e=v[1],y=this.get("computed_bounds"),M=y[0],i=y[1],C=this.get("ticker").get_ticks(M,i,g,{}),h=C.major,f=C.minor,l=this._get_loc(e),D=[],T=[],t=[D,T],p=[],d=[],c=[p,d],"FactorRange"===g.type)for(r=o=0,b=h.length;b>=0?b>o:o>b;r=b>=0?++o:--o)t[n].push(h[r]),t[s].push(l);else{for(w=[g.get("min"),g.get("max")],_=w[0],m=w[1],r=a=0,x=h.length;x>=0?x>a:a>x;r=x>=0?++a:--a)h[r]<_||h[r]>m||(t[n].push(h[r]),t[s].push(l));for(r=u=0,k=f.length;k>=0?k>u:u>k;r=k>=0?++u:--u)f[r]<_||f[r]>m||(c[n].push(f[r]),c[s].push(l))}return{major:t,minor:c}},e.prototype._get_loc=function(t){var e,i,n,r;return i=t.get("start"),e=t.get("end"),r=this.get("location"),"left"===r||"below"===r?n="start":("right"===r||"above"===r)&&(n="end"),t.get(n)},e.prototype._tick_extent=function(t){return this.get("major_tick_out")},e.prototype._tick_label_extent=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,y,b,w;for(o=0,s=this.get("dimension"),r=t.plot_view.canvas_view.ctx,n=this.get("tick_coords").major,_=this.get("location"),d=this.get("major_label_orientation"),p=this.get("formatter").format(n[s]),t.major_label_props.set_value(r),f.isString(d)?(u=1,e=v[_][d]):(u=2,e=-d),e=Math.abs(e),i=Math.cos(e),m=Math.sin(e),"above"===_||"below"===_?(w=m,l=i):(w=i,l=m),h=c=0,g=p.length;g>=0?g>c:c>g;h=g>=0?++c:--c)null!=p[h]&&(b=1.1*r.measureText(p[h]).width,a=.9*r.measureText(p[h]).ascent,y=b*w+a/u*l,y>o&&(o=y));return o>0&&(o+=this.get("major_label_standoff")),o},e.prototype._axis_label_extent=function(t){var e,i,n,r,s,o,a,l,u;return r=0,l=this.get("location"),o="parallel",n=t.plot_view.canvas_view.ctx,t.axis_label_props.set_value(n),e=Math.abs(v[l][o]),i=Math.cos(e),a=Math.sin(e),this.get("axis_label")&&(r+=this.get("axis_label_standoff"),t.axis_label_props.set_value(n),u=1.1*n.measureText(this.get("axis_label")).width,s=.9*n.measureText(this.get("axis_label")).ascent,r+="above"===l||"below"===l?u*a+s*i:u*i+s*a),r},e.prototype.defaults=function(){return f.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default"})},e.prototype.display_defaults=function(){return f.extend({},e.__super__.display_defaults.call(this),{level:"overlay",visible:!0,axis_line_color:"black",axis_line_width:1,axis_line_alpha:1,axis_line_join:"miter",axis_line_cap:"butt",axis_line_dash:[],axis_line_dash_offset:0,major_tick_in:2,major_tick_out:6,major_tick_line_color:"black",major_tick_line_width:1,major_tick_line_alpha:1,major_tick_line_join:"miter",major_tick_line_cap:"butt",major_tick_line_dash:[],major_tick_line_dash_offset:0,minor_tick_in:0,minor_tick_out:4,minor_tick_line_color:"black",minor_tick_line_width:1,minor_tick_line_alpha:1,minor_tick_line_join:"miter",minor_tick_line_cap:"butt",minor_tick_line_dash:[],minor_tick_line_dash_offset:0,major_label_standoff:5,major_label_orientation:"horizontal",major_label_text_font:"helvetica",major_label_text_font_size:"10pt",major_label_text_font_style:"normal",major_label_text_color:"#444444",major_label_text_alpha:1,major_label_text_align:"center",major_label_text_baseline:"alphabetic",axis_label:"",axis_label_standoff:5,axis_label_text_font:"helvetica",axis_label_text_font_size:"16pt",axis_label_text_font_style:"normal",axis_label_text_color:"#444444",axis_label_text_alpha:1,axis_label_text_align:"center",axis_label_text_baseline:"alphabetic"})},e}(l),e.exports={Model:r,View:s}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../common/has_parent":114,"../../common/layout_box":117,"../../common/logging":119,"../../common/plot_widget":125,"../../common/properties":126,kiwi:303,underscore:92}],189:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("../../common/logging").logger,n=t("./axis"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e}(n.View),r=function(e){function i(){return i.__super__.constructor.apply(this,arguments)}return a(i,e),i.prototype.default_view=s,i.prototype.type="CategoricalAxis",i.prototype.initialize=function(e,n){var r;return i.__super__.initialize.call(this,e,n),r=t("../../common/base").Collections,null==this.get("ticker")&&this.set_obj("ticker",r("CategoricalTicker").create()),null==this.get("formatter")?this.set_obj("formatter",r("CategoricalTickFormatter").create()):void 0},i.prototype._computed_bounds=function(){var t,e,i,n,r,s;return n=this.get("ranges"),e=n[0],t=n[1],s=null!=(r=this.get("bounds"))?r:"auto",i=[e.get("min"),e.get("max")],"auto"!==s&&o.warn("Categorical Axes only support user_bounds='auto', ignoring"),i},i}(n.Model),e.exports={Model:r,View:s}},{"../../common/base":99,"../../common/logging":119,"./axis":188}],190:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;r=t("../../common/base").Collections,l=t("../../ticking/datetime_ticker"),a=t("../../ticking/datetime_tick_formatter"),n=t("./axis"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e}(n.View),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type="DatetimeAxis",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),null==this.get("ticker")&&this.set_obj("ticker",r("DatetimeTicker").create()),null==this.get("formatter")?this.set_obj("formatter",r("DatetimeTickFormatter").create()):void 0},e}(n.Model),e.exports={Model:s,View:o}},{"../../common/base":99,"../../ticking/datetime_tick_formatter":214,"../../ticking/datetime_ticker":215,"./axis":188}],191:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;a=t("underscore"),s=t("../../common/has_parent"),o=t("../../common/plot_widget"),l=t("../../common/properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.grid_props=new l.Line({obj:this.model,prefix:"grid_"}),this.minor_grid_props=new l.Line({obj:this.model,prefix:"minor_grid_"}),this.band_props=new l.Fill({obj:this.model,prefix:"band_"}),this.x_range_name=this.mget("x_range_name"),this.y_range_name=this.mget("y_range_name")},e.prototype.render=function(){var t;return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_regions(t),this._draw_minor_grids(t),this._draw_grids(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.request_render)},e.prototype._draw_regions=function(t){var e,i,n,r,s,o,a,l,u,h,c,p;if(this.band_props.do_fill)for(n=this.mget("grid_coords"),c=n[0],p=n[1],this.band_props.set_value(t),e=i=0,r=c.length-1;r>=0?r>i:i>r;e=r>=0?++i:--i)e%2===1&&(s=this.plot_view.map_to_screen(c[e],p[e],this.x_range_name,this.y_range_name),a=s[0],u=s[1],o=this.plot_view.map_to_screen(c[e+1],p[e+1],this.x_range_name,this.y_range_name),l=o[0],h=o[1],t.fillRect(a[0],u[0],l[1]-a[0],h[1]-u[0]),t.fill())},e.prototype._draw_grids=function(t){var e,i,n;if(this.grid_props.do_stroke)return e=this.mget("grid_coords"),i=e[0],n=e[1],this._draw_grid_helper(t,this.grid_props,i,n)},e.prototype._draw_minor_grids=function(t){var e,i,n;if(this.minor_grid_props.do_stroke)return e=this.mget("minor_grid_coords"),i=e[0],n=e[1],this._draw_grid_helper(t,this.minor_grid_props,i,n)},e.prototype._draw_grid_helper=function(t,e,i,n){var 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n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;l=t("underscore"),n=t("backbone"),a=t("./tool"),u=t("./button_tool_template"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.tagName="li",e.prototype.template=u,e.prototype.events=function(){return"ontouchstart"in document?{"touchstart .bk-toolbar-button":"_clicked"}:{"click .bk-toolbar-button":"_clicked"}},e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.html(this.template(this.model.attrs_and_props())),this.listenTo(this.model,"change:active",this.render),this.render()},e.prototype.render=function(){return this.model.get("active")?this.$el.children("button").addClass("active"):this.$el.children("button").removeClass("active"),this},e.prototype._clicked=function(t){},e}(n.View),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this.get("tool_name")})},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{active:!1,tool_name:this.tool_name,icon:this.icon})},e}(a.Model),e.exports={Model:r,View:o,ButtonView:s}},{"./button_tool_template":232,"./tool":247,backbone:2,underscore:92}],232:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=function(t){return t&&t.ecoSafe?t:"undefined"!=typeof t&&null!=t?s(t):""},r=t.safe,s=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;("undefined"==typeof t||null==t)&&(t="");var e=new String(t);return e.ecoSafe=!0,e},s||(s=t.escape=function(t){return(""+t).replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/"/g,"&quot;")}),function(){(function(){i.push('<button type="button" class="bk-toolbar-button hover">\n  <img class=\'bk-btn-icon\' src='),i.push(n(this.icon)),i.push(" />\n  <span class='tip'>"),i.push(n(this.tooltip)),i.push("</span>\n</button>\n")}).call(this)}.call(t),t.safe=r,t.escape=s,i.join("")}},{}],233:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/box_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,i,n,r,s,o,a,l,u;return i=this.plot_view.canvas,n=[i.sx_to_vx(t.bokeh.sx),i.sy_to_vy(t.bokeh.sy)],s=this.plot_model.get("frame"),r=this.mget("dimensions"),o=this.model._get_dim_limits(this._baseboint,n,s,r),l=o[0],u=o[1],this.mget("overlay").set("data",{vxlim:l,vylim:u}),this.mget("select_every_mousemove")&&(e=null!=(a=t.srcEvent.shiftKey)?a:!1,this._select(l,u,!1,e)),null},e.prototype._pan_end=function(t){var e,i,n,r,s,o,a,l,u;return i=this.plot_view.canvas,n=[i.sx_to_vx(t.bokeh.sx),i.sy_to_vy(t.bokeh.sy)],s=this.plot_model.get("frame"),r=this.mget("dimensions"),o=this.model._get_dim_limits(this._baseboint,n,s,r),l=o[0],u=o[1],e=null!=(a=t.srcEvent.shiftKey)?a:!1,this._select(l,u,!0,e),this.mget("overlay").set("data",{}),this._baseboint=null,null},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f;for(c=t[0],p=t[1],d=e[0],f=e[1],null==n&&(n=!1),s={type:"rect",vx0:c,vx1:p,vy0:d,vy1:f},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return null!=this.mget("callback")&&this._emit_callback(s),this._save_geometry(s,i,n),null},e.prototype._emit_callback=function(t){var e,i,n,r,s;n=this.mget("renderers")[0],e=this.plot_model.get("canvas"),i=this.plot_model.get("frame"),t.sx0=e.vx_to_sx(t.vx0),t.sx1=e.vx_to_sx(t.vx1),t.sy0=e.vy_to_sy(t.vy0),t.sy1=e.vy_to_sy(t.vy1),r=i.get("x_mappers")[n.get("x_range_name")],s=i.get("y_mappers")[n.get("y_range_name")],t.x0=r.map_from_target(t.vx0),t.x1=r.map_from_target(t.vx1),t.y0=s.map_from_target(t.vy0),t.y1=s.map_from_target(t.vy1),this.mget("callback").execute(this.model,{geometry:t})},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="BoxSelectTool",e.prototype.tool_name="Box 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n;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip(this.get("tool_name"),this._check_dims(this.get("dimensions"),"box select tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"]),this.set("overlay",new s.Model),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"],select_every_mousemove:!1})},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/box_selection":194,"./select_tool":240,underscore:92}],234:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("../../renderer/overlay/box_selection"),o=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,i,n,r,s,o,a;return e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get("frame"),n=this.mget("dimensions"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this.mget("overlay").set("data",{vxlim:o,vylim:a}),null},e.prototype._pan_end=function(t){var e,i,n,r,s,o,a;return e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get("frame"),n=this.mget("dimensions"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this._update(o,a),this.mget("overlay").set("data",{}),this._baseboint=null,null},e.prototype._update=function(t,e){var i,n,r,s,o,a,l,u,h,c,p;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){h={},s=this.plot_view.frame.get("x_mappers");for(r in s)n=s[r],o=n.v_map_from_target(t,!0),u=o[0],i=o[1],h[r]={start:u,end:i};c={},a=this.plot_view.frame.get("y_mappers");for(r in a)n=a[r],l=n.v_map_from_target(e,!0),u=l[0],i=l[1],c[r]={start:u,end:i};return p={xrs:h,yrs:c},this.plot_view.update_range(p)}},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="BoxZoomTool",e.prototype.tool_name="Box Zoom",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=20,e.prototype.initialize=function(t,i){var r;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip(this.get("tool_name"),this._check_dims(this.get("dimensions"),"box zoom tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"]),this.set("overlay",new n.Model),r=this.get("plot").get("renderers"),r.push(this.get("overlay")),this.get("plot").set("renderers",r)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"]})},e}(o.Model),e.exports={Model:r,View:s}},{"../../renderer/overlay/box_selection":194,"./gesture_tool":235,underscore:92}],235:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("../button_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._clicked=function(){return this.model.set("active",!0)},e}(n.ButtonView),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{event_type:this.event_type,default_order:this.default_order})},e}(n.Model),e.exports={Model:r,View:o,ButtonView:s}},{"../button_tool":231,underscore:92}],236:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/poly_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,"change:active",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget("active")?void 0:this._clear_overlay()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_overlay():void 0},e.prototype._pan_start=function(t){var e,i,n;return e=this.plot_view.canvas,i=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[i],vy:[n]},null},e.prototype._pan=function(t){var e,i,n,r,s,o,l;return i=this.plot_view.canvas,o=i.sx_to_vx(t.bokeh.sx),l=i.sy_to_vy(t.bokeh.sy),this.data.vx.push(o),this.data.vy.push(l),r=this.mget("overlay"),n={},n.vx=a.clone(this.data.vx),n.vy=a.clone(this.data.vy),r.set("data",n),this.mget("select_every_mousemove")?(e=null!=(s=t.srcEvent.shiftKey)?s:!1,this._select(this.data.vx,this.data.vy,!1,e)):void 0},e.prototype._pan_end=function(t){var e,i;return this._clear_overlay(),e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e)},e.prototype._clear_overlay=function(){return this.mget("overlay").set("data",null)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:"poly",vx:t,vy:e},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="LassoSelectTool",e.prototype.tool_name="Lasso Select",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=12,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set("overlay",new s.Model({line_width:2})),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{select_every_mousemove:!0})},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/poly_selection":195,"./select_tool":240,underscore:92}],237:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),
+        n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._pan_start=function(t){var e,i,n,r,s,o;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,i=this.plot_view.frame,s=e.sx_to_vx(t.bokeh.sx),o=e.sy_to_vy(t.bokeh.sy),i.contains(s,o)||(n=i.get("h_range"),r=i.get("v_range"),(s<n.get("start")||s>n.get("end"))&&(this.v_axis_only=!0),(o<r.get("start")||o>r.get("end"))&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){return this.h_axis_only=!1,this.v_axis_only=!1},e.prototype._update=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A;r=this.plot_view.frame,u=t-this.last_dx,h=e-this.last_dy,s=o.clone(r.get("h_range")),x=s.get("start")-u,w=s.get("end")-u,T=o.clone(r.get("v_range")),D=T.get("start")-h,C=T.get("end")-h,i=this.mget("dimensions"),i.indexOf("width")>-1&&!this.v_axis_only?(y=x,b=w,m=-u):(y=s.get("start"),b=s.get("end"),m=0),i.indexOf("height")>-1&&!this.h_axis_only?(k=D,M=C,_=h):(k=T.get("start"),M=T.get("end"),_=0),this.last_dx=t,this.last_dy=e,S={},p=r.get("x_mappers");for(l in p)a=p[l],d=a.v_map_from_target([y,b],!0),v=d[0],n=d[1],S[l]={start:v,end:n};A={},f=r.get("y_mappers");for(l in f)a=f[l],g=a.v_map_from_target([k,M],!0),v=g[0],n=g[1],A[l]={start:v,end:n};return c={xrs:S,yrs:A,sdx:m,sdy:_},this.plot_view.update_range(c),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="PanTool",e.prototype.tool_name="Pan",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=10,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip("Pan",this._check_dims(this.get("dimensions"),"pan tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"])},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"]})},e}(n.Model),e.exports={Model:r,View:s}},{"./gesture_tool":235,underscore:92}],238:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/poly_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,"change:active",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget("active")?void 0:this._clear_data()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_data():void 0},e.prototype._doubletap=function(t){var e,i;return e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e),this._clear_data()},e.prototype._clear_data=function(){return this.data=null,this.mget("overlay").set("data",null)},e.prototype._tap=function(t){var e,i,n,r,s;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),null==this.data?(this.data={vx:[r],vy:[s]},null):(this.data.vx.push(r),this.data.vy.push(s),n=this.mget("overlay"),i={},i.vx=a.clone(this.data.vx),i.vy=a.clone(this.data.vy),n.set("data",i))},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:"poly",vx:t,vy:e},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="PolySelectTool",e.prototype.tool_name="Poly Select",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="tap",e.prototype.default_order=11,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set("overlay",new s.Model),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/poly_selection":195,"./select_tool":240,underscore:92}],239:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.className="bk-resize-popup",e.prototype.initialize=function(t){var i;return e.__super__.initialize.call(this,t),i=this.plot_view.$el.find("div.bk-canvas-wrapper"),this.$el.appendTo(i),this.$el.hide(),this.active=!1,null},e.prototype.activate=function(){return this.active=!0,this.render(),null},e.prototype.deactivate=function(){return this.active=!1,this.render(),null},e.prototype.render=function(t){var e,i,n,r;return this.active?(e=this.plot_view.canvas,i=this.plot_view.frame,n=e.vx_to_sx(i.get("h_range").get("end")-40),r=e.vy_to_sy(i.get("v_range").get("start")+40),this.$el.attr("style","position:absolute; top:"+r+"px; left:"+n+"px;"),this.$el.show()):this.$el.hide(),this},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this.ch=e.get("height"),this.cw=e.get("width"),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._pan=function(t){return this._update(t.deltaX,t.deltaY),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._update=function(t,e){var i;return this.plot_view.pause(),i=this.plot_view.canvas,i._set_dims([this.cw+t,this.ch+e]),this.plot_view.unpause(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ResizeTool",e.prototype.tool_name="Resize",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=40,e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{level:"overlay",data:{}})},e}(n.Model),e.exports={Model:r,View:s}},{"./gesture_tool":235,underscore:92}],240:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),a=t("../../common/logging").logger,n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._keyup=function(t){var e,i,n,r,s,o,a;if(27===t.keyCode){for(s=this.mget("renderers"),o=[],i=0,n=s.length;n>i;i++)r=s[i],e=r.get("data_source"),a=e.get("selection_manager"),o.push(a.clear());return o}},e.prototype._save_geometry=function(t,e,i){var n,r,s,l,u,h,c,p;if(n=o.clone(t),c=this.plot_view.frame.get("x_mappers")["default"],p=this.plot_view.frame.get("y_mappers")["default"],"point"===n.type)n.x=c.map_from_target(n.vx),n.y=p.map_from_target(n.vy);else if("rect"===n.type)n.x0=c.map_from_target(n.vx0),n.y0=p.map_from_target(n.vy0),n.x1=c.map_from_target(n.vx1),n.y1=p.map_from_target(n.vy1);else if("poly"===n.type)for(n.x=new Array(n.vx.length),n.y=new Array(n.vy.length),s=l=0,u=n.vx.length;u>=0?u>l:l>u;s=u>=0?++l:--l)n.x[s]=c.map_from_target(n.vx[s]),n.y[s]=p.map_from_target(n.vy[s]);else a.debug("Unrecognized selection geometry type: '"+n.type+"'");return e&&(h=this.plot_model.get("tool_events"),i?(r=h.get("geometries"),r.push(n)):r=[n],h.set("geometries",r),h.save()),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,l,u;for(e.__super__.initialize.call(this,t,i),o=this.get("names"),u=this.get("renderers"),0===u.length&&(n=this.get("plot").get("renderers"),u=function(){var t,e,i;for(i=[],t=0,e=n.length;e>t;t++)l=n[t],"GlyphRenderer"===l.type&&i.push(l);return i}()),o.length>0&&(u=function(){var t,e,i;for(i=[],t=0,e=u.length;e>t;t++)l=u[t],o.indexOf(l.get("name"))>=0&&i.push(l);return i}()),this.set("renderers",u),a.debug("setting "+u.length+" renderers for "+this.type+" "+this.id),r=0,s=u.length;s>r;r++)l=u[r],a.debug(" - "+l.type+" "+l.id);return null},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{renderers:[],names:[],multi_select_modifier:"shift"})},e}(n.Model),e.exports={Model:r,View:s}},{"../../common/logging":119,"./gesture_tool":235,underscore:92}],241:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./select_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._tap=function(t){var e,i,n,r,s;return i=this.plot_view.canvas,r=i.sx_to_vx(t.bokeh.sx),s=i.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)?n:!1,this._select(r,s,!0,e)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(o={type:"point",vx:t,vy:e},r=this.mget("callback"),h=this.mget("renderers"),a=0,l=h.length;l>a;a++)u=h[a],s=u.get("data_source"),c=s.get("selection_manager"),c.select(this,this.plot_view.renderers[u.id],o,i,n),null!=r&&r.execute(s);return this._save_geometry(o,i,n),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="TapTool",e.prototype.tool_name="Tap",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="tap",e.prototype.default_order=10,e}(n.Model),e.exports={Model:r,View:s}},{"./select_tool":240,underscore:92}],242:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./gesture_tool"),("undefined"==typeof a||null===a)&&(a={}),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E;s=this.plot_model.get("frame"),a=s.get("h_range"),x=s.get("v_range"),k=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),D=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),(k<a.get("start")||k>a.get("end"))&&(w=!0),(D<x.get("start")||D>x.get("end"))&&(o=!0),u=navigator.userAgent.toLowerCase().indexOf("firefox")>-1?20:1,e=null!=(null!=(c=t.originalEvent)?c.deltaY:void 0)?-t.originalEvent.deltaY*u:t.bokeh.delta,r=this.mget("speed")*e,r>.9?r=.9:-.9>r&&(r=-.9),C=a.get("start"),M=a.get("end"),S=x.get("start"),T=x.get("end"),i=this.mget("dimensions"),i.indexOf("width")>-1&&!w?(_=C-(C-k)*r,v=M-(M-k)*r):(_=C,v=M),i.indexOf("height")>-1&&!o?(y=S-(S-D)*r,b=T-(T-D)*r):(y=S,b=T),A={},p=s.get("x_mappers");for(h in p)l=p[h],d=l.v_map_from_target([_,v],!0),m=d[0],n=d[1],A[h]={start:m,end:n};P={},f=s.get("y_mappers");for(h in f)l=f[h],g=l.v_map_from_target([y,b],!0),m=g[0],n=g[1],P[h]={start:m,end:n};return E={xrs:A,yrs:P,factor:r},this.plot_view.update_range(E),this.plot_view.interactive_timestamp=Date.now(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="WheelZoomTool",e.prototype.tool_name="Wheel 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e,i,n,r,s,o,a,l,u,h;if(this.mget("active")){for(n=this.plot_model.get("frame"),e=this.plot_model.get("canvas"),u=e.sx_to_vx(t.bokeh.sx),h=e.sy_to_vy(t.bokeh.sy),o=this.mget("dimensions"),a=[],r=0,s=o.length;s>r;r++)i=o[r],l=this.mget("spans")[i],n.contains(u,h)?"width"===i?a.push(l.set("location",h)):a.push(l.set("location",u)):a.push(l.unset("location"));return a}},e.prototype._move_exit=function(t){var e,i,n,r,s,o;for(r=this.mget("dimensions"),s=[],i=0,n=r.length;n>i;i++)e=r[i],o=this.mget("spans")[e],s.push(o.unset("location"));return s},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="CrosshairTool",e.prototype.tool_name="Crosshair",e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip("Crosshair",this._check_dims(this.get("dimensions"),"crosshair 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i||Array.isArray(i)||(i=Object.keys(i)),r=i.length,n=0;r>n;n+=1)s=i[n],u+=s;throw a=new Error("RuntimeError:"+("OpenGL got errors ("+e+"): "+u)),a.name="RuntimeError",a}},e=function(){this.__init__&&this.__init__.apply(this,arguments)},e.prototype._base_class=Object,e.prototype.__init__=function(t){if(this._gl=t,this._handle=null,this._create(),null===this._handle)throw"AssertionError: this._handle !== null"},e.prototype._create=function(){var t;throw t=new Error("NotImplementedError:"),t.name="NotImplementedError",t},n=function(){this.__init__&&this.__init__.apply(this,arguments)},n.prototype=Object.create(e.prototype),n.prototype._base_class=e.prototype,n.prototype.UTYPEMAP={"float":"uniform1fv",vec2:"uniform2fv",vec3:"uniform3fv",vec4:"uniform4fv","int":"uniform1iv",ivec2:"uniform2iv",ivec3:"uniform3iv",ivec4:"uniform4iv",bool:"uniform1iv",bvec2:"uniform2iv",bvec3:"uniform3iv",bvec4:"uniform4iv",mat2:"uniformMatrix2fv",mat3:"uniformMatrix3fv",mat4:"uniformMatrix4fv",sampler1D:"uniform1i",sampler2D:"uniform1i",sampler3D:"uniform1i"},n.prototype.ATYPEMAP={"float":"vertexAttrib1f",vec2:"vertexAttrib2f",vec3:"vertexAttrib3f",vec4:"vertexAttrib4f"},n.prototype.ATYPEINFO={"float":[1,5126],vec2:[2,5126],vec3:[3,5126],vec4:[4,5126]},n.prototype._create=function(){this._handle=this._gl.createProgram(),this._handles=[],this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[]},n.prototype["delete"]=function(){this._gl.deleteProgram(this._handle)},n.prototype.activate=function(){this._gl.useProgram(this._handle)},n.prototype.deactivate=function(){this._gl.useProgram(0)},n.prototype.set_shaders=function(t,e){var i,n,r,s,o,a,l,u,h,c,p,d,f;for(l=this._gl,this._linked=!1,f=l.createShader(l.VERTEX_SHADER),a=l.createShader(l.FRAGMENT_SHADER),p=[[t,f,"vertex"],[e,a,"fragment"]],h=0;2>h;h+=1)if(n=p[h],i=n[0],u=n[1],d=n[2],l.shaderSource(u,i),l.compileShader(u),c=l.getShaderParameter(u,l.COMPILE_STATUS),!c)throw o=l.getShaderInfoLog(u),s=new Error("RuntimeError:"+("errors in "+d+" shader:\n"+o)),s.name="RuntimeError",s;if(l.attachShader(this._handle,f),l.attachShader(this._handle,a),l.linkProgram(this._handle),!l.getProgramParameter(this._handle,l.LINK_STATUS))throw r=new Error("RuntimeError:Program link error:\n"+l.getProgramInfoLog(this._handle)),r.name="RuntimeError",r;l.detachShader(this._handle,f),l.detachShader(this._handle,a),l.deleteShader(f),l.deleteShader(a),this._unset_variables=this._get_active_attributes_and_uniforms(),this._handles={},this._known_invalid=[],this._linked=!0},n.prototype._get_active_attributes_and_uniforms=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(m=this._gl,w=new RegExp("(\\w+)\\s*(\\[(\\d+)\\])\\s*"),r=m.getProgramParameter(this._handle,m.ACTIVE_UNIFORMS),e=m.getProgramParameter(this._handle,m.ACTIVE_ATTRIBUTES),t=[],x=[],c=[[t,e,m.getActiveAttrib],[x,r,m.getActiveUniform]],"object"!=typeof c||Array.isArray(c)||(c=Object.keys(c)),d=c.length,p=0;d>p;p+=1)for(M=c[p],h=M,i=h[0],n=h[1],g=h[2],_=0;n>_;_+=1)if(v=g.call(m,this._handle,_),b=v.name,y=b.match(w))for(b=y.group(0),_=0;_<v.size;_+=1)(i.append||i.push).apply(i,[[""+b+"["+_+"]",v.type]]);else(i.append||i.push).apply(i,[[b,v.type]]);for(M=[],f=t,"object"!=typeof f||Array.isArray(f)||(f=Object.keys(f)),o=f.length,s=0;o>s;s+=1)k=f[s],(M.append||M.push).apply(M,[k[0]]);for(a=x,"object"!=typeof a||Array.isArray(a)||(a=Object.keys(a)),u=a.length,l=0;u>l;l+=1)k=a[l],(M.append||M.push).apply(M,[k[0]]);return M},n.prototype.set_texture=function(t,e){var i,n,r,s,o,a,l;if(!this._linked)throw o=new Error("RuntimeError:Cannot set uniform when program has no code"),o.name="RuntimeError",o;if(a="function"==typeof(i=this._handles).get?i.get(t,-1):i[t]||-1,0>a){if(((n=this._known_invalid).indexOf?n:Object.keys(n)).indexOf(t)>=0)return;if(a=this._gl.getUniformLocation(this._handle,t),((r=this._unset_variables).indexOf?r:Object.keys(r)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=a,0>a)return(this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),void console.log("Variable "+t+" is not an active uniform")}this.activate(),l=Object.keys(this._samplers).length,((s=this._samplers).indexOf?s:Object.keys(s)).indexOf(t)>=0&&(l=this._samplers[t][this._samplers[t].length-1]),this._samplers[t]=[e._target,e._handle,l],this._gl.uniform1i(a,l)},n.prototype.set_uniform=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(!this._linked)throw u=new Error("RuntimeError:Cannot set uniform when program has no code"),u.name="RuntimeError",u;if(c="function"==typeof(r=this._handles).get?r.get(t,-1):r[t]||-1,n=1,0>c){if(((s=this._known_invalid).indexOf?s:Object.keys(s)).indexOf(t)>=0)return;if(c=this._gl.getUniformLocation(this._handle,t),((o=this._unset_variables).indexOf?o:Object.keys(o)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),0!=e.indexOf("mat")&&(n=Math.floor(i.length/this.ATYPEINFO[e][0])),n>1)for(p=0;n>p;p+=1)((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(""+t+"["+p+"]")>=0&&(d=""+t+"["+p+"]",((l=this._unset_variables).indexOf?l:Object.keys(l)).indexOf(d)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[d]));if(this._handles[t]=c,0>c)return this._known_invalid.add(t),void logger.info("Variable "+t+" is not an active uniform")}h=this.UTYPEMAP[e],this.activate(),this._gl[h](c,i)},n.prototype.set_attribute=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f,g,m,_;if(n=void 0===n?null:n,!this._linked)throw h=new Error("RuntimeError:Cannot set attribute when program has no code"),h.name="RuntimeError",h;if(d="function"==typeof(s=this._handles).get?s.get(t,-1):s[t]||-1,0>d){if(((o=this._known_invalid).indexOf?o:Object.keys(o)).indexOf(t)>=0)return;if(d=this._gl.getAttribLocation(this._handle,t),((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=d,0>d){if((this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),i&&0!=i[0]&&i[2]>0)return;return void console.log("Variable "+t+" is not an active attribute")}}this.activate(),null===i?(c=this.ATYPEMAP[e],this._attributes[t]=[0,d,c,n]):(l=i,_=l[0],m=l[1],f=l[2],u=this.ATYPEINFO[e],g=u[0],p=u[1],c="vertexAttribPointer",r=[g,p,this._gl.FALSE,m,f],this._attributes[t]=[_._handle,d,c,r])},n.prototype._pre_draw=function(){var t,e,i,n,r,s,o,a,l,u,h,c;this.activate(),n=this._samplers;for(c in n)n.hasOwnProperty(c)&&(c=n[c],i=c,l=i[0],a=i[1],u=i[2],this._gl.activeTexture(this._gl.TEXTURE0+u),this._gl.bindTexture(l,a));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],r=c,h=r[0],e=r[1],o=r[2],t=r[3],h?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))));this._validated||(this._validated=!0,this._validate())},n.prototype._validate=function(){var t;if(this._unset_variables.length&&console.log("Program has unset variables: "+this._unset_variables),this._gl.validateProgram(this._handle),!this._gl.getProgramParameter(this._handle,this._gl.VALIDATE_STATUS))throw console.log(this._gl.getProgramInfoLog(this._handle)),t=new Error("RuntimeError:Program validation error"),t.name="RuntimeError",t},n.prototype.draw=function(t,e){var n,r,s,a,l,u;if(!this._linked)throw a=new Error("RuntimeError:Cannot draw program if code has not been set"),a.name="RuntimeError",a;o(this._gl,"before draw"),e instanceof i?(this._pre_draw(),e.activate(),n=e._buffer_size/2,u=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,u,0),e.deactivate()):(r=e,l=r[0],n=r[1],n&&(this._pre_draw(),this._gl.drawArrays(t,l,n))),s=this._gl.getError(),o(this._gl,"after draw")},t=function(){this.__init__&&this.__init__.apply(this,arguments)},t.prototype=Object.create(e.prototype),t.prototype._base_class=e.prototype,t.prototype._target=null,t.prototype._usage=35048,t.prototype._create=function(){this._handle=this._gl.createBuffer(),this._buffer_size=0},t.prototype["delete"]=function(){this._gl.deleteBuffer(this._handle)},t.prototype.activate=function(){this._gl.bindBuffer(this._target,this._handle)},t.prototype.deactivate=function(){this._gl.bindBuffer(this._target,null)},t.prototype.set_size=function(t){t!=this._buffer_size&&(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t)},t.prototype.set_data=function(t,e){var i;this.activate(),i=e.length*e.BYTES_PER_ELEMENT,this._gl.bufferSubData(this._target,t,e)},s=function(){this.__init__&&this.__init__.apply(this,arguments)},s.prototype=Object.create(t.prototype),s.prototype._base_class=t.prototype,s.prototype._target=34962,i=function(){this.__init__&&this.__init__.apply(this,arguments)},i.prototype=Object.create(t.prototype),i.prototype._base_class=t.prototype,i.prototype._target=34963,r=function(){this.__init__&&this.__init__.apply(this,arguments)},r.prototype=Object.create(e.prototype),r.prototype._base_class=e.prototype,r.prototype._target=3553,r.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Int32Array:5125,Float32Array:5126},r.prototype._create=function(){this._handle=this._gl.createTexture(),this._shape_format=null},r.prototype["delete"]=function(){this._gl.deleteTexture(this._handle)},r.prototype.activate=function(){this._gl.bindTexture(this._target,this._handle)},r.prototype.deactivate=function(){this._gl.bindTexture(this._target,0)},r.prototype._get_alignment=function(t){var e,i,n,r,s;for(i=[4,8,2,1],n=i,"object"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),s=n.length,r=0;s>r;r+=1)if(e=n[r],t%e==0)return e},r.prototype.set_wrapping=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e)},r.prototype.set_interpolation=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e)},r.prototype.set_size=function(t,e){var i,n,r;i=t,n=i[0],r=i[1],[n,r,e]!=this._shape_format&&(this._shape_format=[n,r,e],this.activate(),this._gl.texImage2D(this._target,0,e,r,n,0,e,this._gl.UNSIGNED_BYTE,null))},r.prototype.set_data=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(this.activate(),l=this._shape_format[2],r=e,h=r[0],c=r[1],s=t,d=s[0],p=s[1],u="function"==typeof(o=this._types).get?o.get(i.constructor.name,null):o[i.constructor.name]||null,null===u)throw a=new Error("ValueError:"+("Type "+i.constructor.name+" not allowed for texture")),a.name="ValueError",a;n=this._get_alignment(e[e.length-2]*e[e.length-1]),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,n),this._gl.texSubImage2D(this._target,0,p,d,c,h,l,u,i),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4)},{Buffer:t,GlooObject:e,IndexBuffer:i,Program:n,Texture2D:r,VertexBuffer:s,check_error:o}})},{}],299:[function(t,e,i){var n=t("jquery");t("./jQRangeSlider"),e.exports=n.widget("ui.dateRangeSlider",n.ui.rangeSlider,{options:{bounds:{min:new Date(2010,0,1).valueOf(),max:new Date(2012,0,1).valueOf()},defaultValues:{min:new Date(2010,1,11).valueOf(),max:new Date(2011,1,11).valueOf()}},_create:function(){n.ui.rangeSlider.prototype._create.apply(this),this.element.addClass("bk-ui-dateRangeSlider")},destroy:function(){this.element.removeClass("bk-ui-dateRangeSlider"),n.ui.rangeSlider.prototype.destroy.apply(this)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min.valueOf(),max:this.options.defaultValues.max.valueOf()}},_setRulerParameters:function(){this.ruler.ruler({min:new Date(this.options.bounds.min),max:new Date(this.options.bounds.max),scales:this.options.scales})},_setOption:function(t,e){("defaultValues"===t||"bounds"===t)&&"undefined"!=typeof e&&null!==e&&this._isValidDate(e.min)&&this._isValidDate(e.max)?n.ui.rangeSlider.prototype._setOption.apply(this,[t,{min:e.min.valueOf(),max:e.max.valueOf()}]):n.ui.rangeSlider.prototype._setOption.apply(this,this._toArray(arguments))},_handleType:function(){return"dateRangeSliderHandle"},option:function(t){if("bounds"===t||"defaultValues"===t){var e=n.ui.rangeSlider.prototype.option.apply(this,arguments);return{min:new Date(e.min),max:new Date(e.max)}}return n.ui.rangeSlider.prototype.option.apply(this,this._toArray(arguments))},_defaultFormatter:function(t){var e=t.getMonth()+1,i=t.getDate();return""+t.getFullYear()+"-"+(10>e?"0"+e:e)+"-"+(10>i?"0"+i:i)},_getFormatter:function(){var t=this.options.formatter;return(this.options.formatter===!1||null===this.options.formatter)&&(t=this._defaultFormatter),function(t){return function(e){return t(new Date(e))}}(t)},values:function(t,e){var i=null;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.values.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.values.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},min:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.min.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.min.apply(this))},max:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.max.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.max.apply(this))},bounds:function(t,e){var i;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.bounds.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.bounds.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},_isValidDate:function(t){return"undefined"!=typeof t&&t instanceof Date},_toArray:function(t){return Array.prototype.slice.call(t)}})},{"./jQRangeSlider":300,jquery:18}],300:[function(t,e,i){var n=t("jquery");t("jquery-ui/core"),t("jquery-ui/widget"),t("jquery-ui/mouse"),t("jquery-mousewheel"),e.exports=n.widget("ui.rangeSlider",{options:{bounds:{min:0,max:100},defaultValues:{min:20,max:50},wheelMode:null,wheelSpeed:4,arrows:!0,valueLabels:"show",formatter:null,durationIn:0,durationOut:400,delayOut:200,range:{min:!1,max:!1},step:!1,scales:!1,enabled:!0,symmetricPositionning:!1},_values:null,_valuesChanged:!1,_initialized:!1,bar:null,leftHandle:null,rightHandle:null,innerBar:null,container:null,arrows:null,labels:null,changing:{min:!1,max:!1},changed:{min:!1,max:!1},ruler:null,_create:function(){this._setDefaultValues(),this.labels={left:null,right:null,leftDisplayed:!0,rightDisplayed:!0},this.arrows={left:null,right:null},this.changing={min:!1,max:!1},this.changed={min:!1,max:!1},this._createElements(),this._bindResize(),setTimeout(n.proxy(this.resize,this),1),setTimeout(n.proxy(this._initValues,this),1)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min,max:this.options.defaultValues.max}},_bindResize:function(){var t=this;this._resizeProxy=function(e){t.resize(e)},n(window).resize(this._resizeProxy)},_initWidth:function(){this.container.css("width",this.element.width()-this.container.outerWidth(!0)+this.container.width()),this.innerBar.css("width",this.container.width()-this.innerBar.outerWidth(!0)+this.innerBar.width())},_initValues:function(){this._initialized=!0,this.values(this._values.min,this._values.max)},_setOption:function(t,e){this._setWheelOption(t,e),this._setArrowsOption(t,e),this._setLabelsOption(t,e),this._setLabelsDurations(t,e),this._setFormatterOption(t,e),this._setBoundsOption(t,e),this._setRangeOption(t,e),this._setStepOption(t,e),this._setScalesOption(t,e),this._setEnabledOption(t,e),this._setPositionningOption(t,e)},_validProperty:function(t,e,i){return null===t||"undefined"==typeof t[e]?i:t[e]},_setStepOption:function(t,e){"step"===t&&(this.options.step=e,this._leftHandle("option","step",e),this._rightHandle("option","step",e),this._changed(!0))},_setScalesOption:function(t,e){"scales"===t&&(e===!1||null===e?(this.options.scales=!1,this._destroyRuler()):e instanceof Array&&(this.options.scales=e,this._updateRuler()))},_setRangeOption:function(t,e){"range"===t&&(this._bar("option","range",e),this.options.range=this._bar("option","range"),this._changed(!0))},_setBoundsOption:function(t,e){"bounds"===t&&"undefined"!=typeof e.min&&"undefined"!=typeof e.max&&this.bounds(e.min,e.max)},_setWheelOption:function(t,e){("wheelMode"===t||"wheelSpeed"===t)&&(this._bar("option",t,e),this.options[t]=this._bar("option",t))},_setLabelsOption:function(t,e){if("valueLabels"===t){if("hide"!==e&&"show"!==e&&"change"!==e)return;this.options.valueLabels=e,"hide"!==e?(this._createLabels(),this._leftLabel("update"),this._rightLabel("update")):this._destroyLabels()}},_setFormatterOption:function(t,e){"formatter"===t&&null!==e&&"function"==typeof e&&"hide"!==this.options.valueLabels&&(this._leftLabel("option","formatter",e),this.options.formatter=this._rightLabel("option","formatter",e))},_setArrowsOption:function(t,e){"arrows"!==t||e!==!0&&e!==!1||e===this.options.arrows||(e===!0?(this.element.removeClass("bk-ui-rangeSlider-noArrow").addClass("bk-ui-rangeSlider-withArrows"),this.arrows.left.css("display","block"),this.arrows.right.css("display","block"),this.options.arrows=!0):e===!1&&(this.element.addClass("bk-ui-rangeSlider-noArrow").removeClass("bk-ui-rangeSlider-withArrows"),this.arrows.left.css("display","none"),this.arrows.right.css("display","none"),this.options.arrows=!1),this._initWidth())},_setLabelsDurations:function(t,e){if("durationIn"===t||"durationOut"===t||"delayOut"===t){if(parseInt(e,10)!==e)return;null!==this.labels.left&&this._leftLabel("option",t,e),null!==this.labels.right&&this._rightLabel("option",t,e),this.options[t]=e}},_setEnabledOption:function(t,e){"enabled"===t&&this.toggle(e)},_setPositionningOption:function(t,e){"symmetricPositionning"===t&&(this._rightHandle("option",t,e),this.options[t]=this._leftHandle("option",t,e))},_createElements:function(){"absolute"!==this.element.css("position")&&this.element.css("position","relative"),this.element.addClass("bk-ui-rangeSlider"),this.container=n("<div class='bk-ui-rangeSlider-container' />").css("position","absolute").appendTo(this.element),this.innerBar=n("<div class='bk-ui-rangeSlider-innerBar' />").css("position","absolute").css("top",0).css("left",0),this._createHandles(),this._createBar(),this.container.prepend(this.innerBar),this._createArrows(),"hide"!==this.options.valueLabels?this._createLabels():this._destroyLabels(),this._updateRuler(),this.options.enabled||this._toggle(this.options.enabled)},_createHandle:function(t){return n("<div />")[this._handleType()](t).bind("sliderDrag",n.proxy(this._changing,this)).bind("stop",n.proxy(this._changed,this))},_createHandles:function(){this.leftHandle=this._createHandle({isLeft:!0,bounds:this.options.bounds,value:this._values.min,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container),this.rightHandle=this._createHandle({isLeft:!1,bounds:this.options.bounds,value:this._values.max,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container)},_createBar:function(){this.bar=n("<div />").prependTo(this.container).bind("sliderDrag scroll zoom",n.proxy(this._changing,this)).bind("stop",n.proxy(this._changed,this)),this._bar({leftHandle:this.leftHandle,rightHandle:this.rightHandle,values:{min:this._values.min,max:this._values.max},type:this._handleType(),range:this.options.range,wheelMode:this.options.wheelMode,wheelSpeed:this.options.wheelSpeed}),this.options.range=this._bar("option","range"),this.options.wheelMode=this._bar("option","wheelMode"),this.options.wheelSpeed=this._bar("option","wheelSpeed")},_createArrows:function(){this.arrows.left=this._createArrow("left"),this.arrows.right=this._createArrow("right"),this.options.arrows?this.element.addClass("bk-ui-rangeSlider-withArrows"):(this.arrows.left.css("display","none"),this.arrows.right.css("display","none"),this.element.addClass("bk-ui-rangeSlider-noArrow"))},_createArrow:function(t){var e,i=n("<div class='bk-ui-rangeSlider-arrow' />").append("<div class='bk-ui-rangeSlider-arrow-inner' />").addClass("bk-ui-rangeSlider-"+t+"Arrow").css("position","absolute").css(t,0).appendTo(this.element);return e="right"===t?n.proxy(this._scrollRightClick,this):n.proxy(this._scrollLeftClick,this),i.bind("mousedown touchstart",e),i},_proxy:function(t,e,i){var n=Array.prototype.slice.call(i);return t&&t[e]?t[e].apply(t,n):null},_handleType:function(){return"rangeSliderHandle"},_barType:function(){return"rangeSliderBar"},_bar:function(){return this._proxy(this.bar,this._barType(),arguments)},_labelType:function(){return"rangeSliderLabel"},_leftLabel:function(){return this._proxy(this.labels.left,this._labelType(),arguments)},_rightLabel:function(){return this._proxy(this.labels.right,this._labelType(),arguments)},_leftHandle:function(){return this._proxy(this.leftHandle,this._handleType(),arguments)},_rightHandle:function(){return this._proxy(this.rightHandle,this._handleType(),arguments)},_getValue:function(t,e){return e===this.rightHandle&&(t-=e.outerWidth()),t*(this.options.bounds.max-this.options.bounds.min)/(this.container.innerWidth()-e.outerWidth(!0))+this.options.bounds.min},_trigger:function(t){var e=this;setTimeout(function(){e.element.trigger(t,{label:e.element,values:e.values()})},1)},_changing:function(){this._updateValues()&&(this._trigger("valuesChanging"),this._valuesChanged=!0)},_deactivateLabels:function(){"change"===this.options.valueLabels&&(this._leftLabel("option","show","hide"),this._rightLabel("option","show","hide"))},_reactivateLabels:function(){"change"===this.options.valueLabels&&(this._leftLabel("option","show","change"),this._rightLabel("option","show","change"))},_changed:function(t){t===!0&&this._deactivateLabels(),(this._updateValues()||this._valuesChanged)&&(this._trigger("valuesChanged"),t!==!0&&this._trigger("userValuesChanged"),this._valuesChanged=!1),t===!0&&this._reactivateLabels()},_updateValues:function(){var t=this._leftHandle("value"),e=this._rightHandle("value"),i=this._min(t,e),n=this._max(t,e),r=i!==this._values.min||n!==this._values.max;return this._values.min=this._min(t,e),this._values.max=this._max(t,e),r},_min:function(t,e){return Math.min(t,e)},_max:function(t,e){return Math.max(t,e)},_createLabel:function(t,e){var i;return null===t?(i=this._getLabelConstructorParameters(t,e),t=n("<div />").appendTo(this.element)[this._labelType()](i)):(i=this._getLabelRefreshParameters(t,e),t[this._labelType()](i)),t},_getLabelConstructorParameters:function(t,e){return{handle:e,handleType:this._handleType(),formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getLabelRefreshParameters:function(){return{formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getFormatter:function(){return this.options.formatter===!1||null===this.options.formatter?this._defaultFormatter:this.options.formatter},_defaultFormatter:function(t){return Math.round(t)},_destroyLabel:function(t){return null!==t&&(t[this._labelType()]("destroy"),t.remove(),t=null),t},_createLabels:function(){this.labels.left=this._createLabel(this.labels.left,this.leftHandle),this.labels.right=this._createLabel(this.labels.right,this.rightHandle),this._leftLabel("pair",this.labels.right)},_destroyLabels:function(){this.labels.left=this._destroyLabel(this.labels.left),this.labels.right=this._destroyLabel(this.labels.right)},_stepRatio:function(){return this._leftHandle("stepRatio")},_scrollRightClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar("startScroll"),this._bindStopScroll(),void this._continueScrolling("scrollRight",4*this._stepRatio(),1)):!1},_continueScrolling:function(t,e,i,n){if(!this.options.enabled)return!1;this._bar(t,i),n=n||5,n--;var r=this,s=16,o=Math.max(1,4/this._stepRatio());this._scrollTimeout=setTimeout(function(){0===n&&(e>s?e=Math.max(s,e/1.5):i=Math.min(o,2*i),n=5),r._continueScrolling(t,e,i,n)},e)},_scrollLeftClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar("startScroll"),this._bindStopScroll(),void this._continueScrolling("scrollLeft",4*this._stepRatio(),1)):!1},_bindStopScroll:function(){var t=this;this._stopScrollHandle=function(e){e.preventDefault(),t._stopScroll()},n(document).bind("mouseup touchend",this._stopScrollHandle)},_stopScroll:function(){n(document).unbind("mouseup touchend",this._stopScrollHandle),this._stopScrollHandle=null,this._bar("stopScroll"),clearTimeout(this._scrollTimeout)},_createRuler:function(){this.ruler=n("<div class='bk-ui-rangeSlider-ruler' />").appendTo(this.innerBar)},_setRulerParameters:function(){this.ruler.ruler({min:this.options.bounds.min,max:this.options.bounds.max,scales:this.options.scales})},_destroyRuler:function(){null!==this.ruler&&n.fn.ruler&&(this.ruler.ruler("destroy"),this.ruler.remove(),this.ruler=null)},_updateRuler:function(){this._destroyRuler(),this.options.scales!==!1&&n.fn.ruler&&(this._createRuler(),this._setRulerParameters())},values:function(t,e){var i;if("undefined"!=typeof t&&"undefined"!=typeof e){if(!this._initialized)return this._values.min=t,this._values.max=e,this._values;this._deactivateLabels(),i=this._bar("values",t,e),this._changed(!0),this._reactivateLabels()}else i=this._bar("values",t,e);return i},min:function(t){return this._values.min=this.values(t,this._values.max).min,this._values.min},max:function(t){return this._values.max=this.values(this._values.min,t).max,this._values.max},bounds:function(t,e){return this._isValidValue(t)&&this._isValidValue(e)&&e>t&&(this._setBounds(t,e),this._updateRuler(),this._changed(!0)),this.options.bounds},_isValidValue:function(t){return"undefined"!=typeof t&&parseFloat(t)===t},_setBounds:function(t,e){this.options.bounds={min:t,max:e},this._leftHandle("option","bounds",this.options.bounds),this._rightHandle("option","bounds",this.options.bounds),this._bar("option","bounds",this.options.bounds)},zoomIn:function(t){this._bar("zoomIn",t)},zoomOut:function(t){this._bar("zoomOut",t)},scrollLeft:function(t){this._bar("startScroll"),this._bar("scrollLeft",t),this._bar("stopScroll")},scrollRight:function(t){this._bar("startScroll"),this._bar("scrollRight",t),this._bar("stopScroll")},resize:function(){this._initWidth(),this._leftHandle("update"),this._rightHandle("update"),this._bar("update")},enable:function(){this.toggle(!0)},disable:function(){this.toggle(!1)},toggle:function(t){void 0===t&&(t=!this.options.enabled),this.options.enabled!==t&&this._toggle(t)},_toggle:function(t){this.options.enabled=t,this.element.toggleClass("bk-ui-rangeSlider-disabled",!t);var e=t?"enable":"disable";this._bar(e),this._leftHandle(e),this._rightHandle(e),this._leftLabel(e),this._rightLabel(e)},destroy:function(){this.element.removeClass("bk-ui-rangeSlider-withArrows bk-ui-rangeSlider-noArrow bk-ui-rangeSlider-disabled"),this._destroyWidgets(),this._destroyElements(),this.element.removeClass("bk-ui-rangeSlider"),this.options=null,n(window).unbind("resize",this._resizeProxy),this._resizeProxy=null,this._bindResize=null,n.Widget.prototype.destroy.apply(this,arguments)},_destroyWidget:function(t){this["_"+t]("destroy"),this[t].remove(),this[t]=null},_destroyWidgets:function(){this._destroyWidget("bar"),this._destroyWidget("leftHandle"),this._destroyWidget("rightHandle"),this._destroyRuler(),this._destroyLabels()},_destroyElements:function(){this.container.remove(),this.container=null,this.innerBar.remove(),this.innerBar=null,this.arrows.left.remove(),this.arrows.right.remove(),this.arrows=null}})},{jquery:18,"jquery-mousewheel":4,"jquery-ui/core":7,"jquery-ui/mouse":13,"jquery-ui/widget":17}],301:[function(t,e,i){var n=t("jquery");n.fn.drag=function(t,e,i){var r="string"==typeof t?t:"",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf("drag")&&(r="drag"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)};var r=n.event,s=r.special,o=s.drag={defaults:{which:1,distance:0,not:":input",handle:null,relative:!1,drop:!0,click:!1},datakey:"dragdata",noBubble:!0,add:function(t){var e=n.data(this,o.datakey),i=t.data||{};e.related+=1,n.each(o.defaults,function(t,n){void 0!==i[t]&&(e[t]=i[t])})},remove:function(){n.data(this,o.datakey).related-=1},setup:function(){if(!n.data(this,o.datakey)){var t=n.extend({related:0},o.defaults);n.data(this,o.datakey,t),r.add(this,"touchstart mousedown",o.init,t),this.attachEvent&&this.attachEvent("ondragstart",o.dontstart)}},teardown:function(){var t=n.data(this,o.datakey)||{};t.related||(n.removeData(this,o.datakey),r.remove(this,"touchstart mousedown",o.init),o.textselect(!0),this.detachEvent&&this.detachEvent("ondragstart",o.dontstart))},init:function(t){if(!o.touched){var e,i=t.data;if(!(0!=t.which&&i.which>0&&t.which!=i.which)&&!n(t.target).is(i.not)&&(!i.handle||n(t.target).closest(i.handle,t.currentTarget).length)&&(o.touched="touchstart"==t.type?this:null,i.propagates=1,i.mousedown=this,i.interactions=[o.interaction(this,i)],i.target=t.target,i.pageX=t.pageX,i.pageY=t.pageY,i.dragging=null,e=o.hijack(t,"draginit",i),i.propagates))return e=o.flatten(e),e&&e.length&&(i.interactions=[],n.each(e,function(){i.interactions.push(o.interaction(this,i))})),i.propagates=i.interactions.length,i.drop!==!1&&s.drop&&s.drop.handler(t,i),o.textselect(!1),o.touched?r.add(o.touched,"touchmove touchend",o.handler,i):r.add(document,"mousemove mouseup",o.handler,i),!o.touched||i.live?!1:void 0}},interaction:function(t,e){var i=n(t)[e.relative?"position":"offset"]()||{top:0,left:0};return{drag:t,callback:new o.callback,droppable:[],offset:i}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&"touchmove":t.preventDefault();case!e.dragging&&"mousemove":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,o.hijack(t,"dragstart",e),e.propagates&&(e.dragging=!0);case"touchmove":t.preventDefault();case"mousemove":if(e.dragging){if(o.hijack(t,"drag",e),e.propagates){e.drop!==!1&&s.drop&&s.drop.handler(t,e);break}t.type="mouseup"}case"touchend":case"mouseup":default:o.touched?r.remove(o.touched,"touchmove touchend",o.handler):r.remove(document,"mousemove mouseup",o.handler),e.dragging&&(e.drop!==!1&&s.drop&&s.drop.handler(t,e),o.hijack(t,"dragend",e)),o.textselect(!0),e.click===!1&&e.dragging&&n.data(e.mousedown,"suppress.click",(new Date).getTime()+5),e.dragging=o.touched=!1}},hijack:function(t,e,i,s,a){if(i){var l,u,h,c={event:t.originalEvent,type:t.type},p=e.indexOf("drop")?"drag":"drop",d=s||0,f=isNaN(s)?i.interactions.length:s;t.type=e,t.originalEvent=null,i.results=[];do if(u=i.interactions[d]){if("dragend"!==e&&u.cancelled)continue;h=o.properties(t,i,u),
+        u.results=[],n(a||u[p]||i.droppable).each(function(s,a){return h.target=a,t.isPropagationStopped=function(){return!1},l=a?r.dispatch.call(a,t,h):null,l===!1?("drag"==p&&(u.cancelled=!0,i.propagates-=1),"drop"==e&&(u[p][s]=null)):"dropinit"==e&&u.droppable.push(o.element(l)||a),"dragstart"==e&&(u.proxy=n(o.element(l)||u.drag)[0]),u.results.push(l),delete t.result,"dropinit"!==e?l:void 0}),i.results[d]=o.flatten(u.results),"dropinit"==e&&(u.droppable=o.flatten(u.droppable)),"dragstart"!=e||u.cancelled||h.update()}while(++d<f);return t.type=c.type,t.originalEvent=c.event,o.flatten(i.results)}},properties:function(t,e,i){var n=i.callback;return n.drag=i.drag,n.proxy=i.proxy||i.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=i.offset.left,n.originalY=i.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=o.flatten((i.drop||[]).slice()),n.available=o.flatten((i.droppable||[]).slice()),n},element:function(t){return t&&(t.jquery||1==t.nodeType)?t:void 0},flatten:function(t){return n.map(t,function(t){return t&&t.jquery?n.makeArray(t):t&&t.length?o.flatten(t):t})},textselect:function(t){n(document)[t?"unbind":"bind"]("selectstart",o.dontstart).css("MozUserSelect",t?"":"none"),document.unselectable=t?"off":"on"},dontstart:function(){return!1},callback:function(){}};o.callback.prototype={update:function(){s.drop&&this.available.length&&n.each(this.available,function(t){s.drop.locate(this,t)})}};var a=r.dispatch;r.dispatch=function(t){return n.data(this,"suppress."+t.type)-(new Date).getTime()>0?void n.removeData(this,"suppress."+t.type):a.apply(this,arguments)};var l=r.fixHooks.touchstart=r.fixHooks.touchmove=r.fixHooks.touchend=r.fixHooks.touchcancel={props:"clientX clientY pageX pageY screenX screenY".split(" "),filter:function(t,e){if(e){var i=e.touches&&e.touches[0]||e.changedTouches&&e.changedTouches[0]||null;i&&n.each(l.props,function(e,n){t[n]=i[n]})}return t}};s.draginit=s.dragstart=s.dragend=o},{jquery:18}],302:[function(t,e,i){var n=t("jquery");t("jquery_event_drag");n.fn.drop=function(t,e,i){var r="string"==typeof t?t:"",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf("drop")&&(r="drop"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)},n.drop=function(t){t=t||{},o.multi=t.multi===!0?1/0:t.multi===!1?1:isNaN(t.multi)?o.multi:t.multi,o.delay=t.delay||o.delay,o.tolerance=n.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:o.tolerance,o.mode=t.mode||o.mode||"intersect"};var r=n.event,s=r.special,o=n.event.special.drop={multi:1,delay:20,mode:"overlap",targets:[],datakey:"dropdata",noBubble:!0,add:function(t){var e=n.data(this,o.datakey);e.related+=1},remove:function(){n.data(this,o.datakey).related-=1},setup:function(){if(!n.data(this,o.datakey)){var t={related:0,active:[],anyactive:0,winner:0,location:{}};n.data(this,o.datakey,t),o.targets.push(this)}},teardown:function(){var t=n.data(this,o.datakey)||{};if(!t.related){n.removeData(this,o.datakey);var e=this;o.targets=n.grep(o.targets,function(t){return t!==e})}},handler:function(t,e){var i;if(e)switch(t.type){case"mousedown":case"touchstart":i=n(o.targets),"string"==typeof e.drop&&(i=i.filter(e.drop)),i.each(function(){var t=n.data(this,o.datakey);t.active=[],t.anyactive=0,t.winner=0}),e.droppable=i,s.drag.hijack(t,"dropinit",e);break;case"mousemove":case"touchmove":o.event=t,o.timer||o.tolerate(e);break;case"mouseup":case"touchend":o.timer=clearTimeout(o.timer),e.propagates&&(s.drag.hijack(t,"drop",e),s.drag.hijack(t,"dropend",e))}},locate:function(t,e){var i=n.data(t,o.datakey),r=n(t),s=r.offset()||{},a=r.outerHeight(),l=r.outerWidth(),u={elem:t,width:l,height:a,top:s.top,left:s.left,right:s.left+l,bottom:s.top+a};return i&&(i.location=u,i.index=e,i.elem=t),u},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,i){return this.contains(i,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,i){return Math.max(0,Math.min(i.bottom,e.bottom)-Math.max(i.top,e.top))*Math.max(0,Math.min(i.right,e.right)-Math.max(i.left,e.left))},fit:function(t,e,i){return 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s;!function(t){function e(t){var e=1e-8;return 0>t?e>-t:e>t}function i(){return t.createMap(t.Constraint.Compare)}function n(){return t.createMap(l.Compare)}function r(){return t.createMap(t.Variable.Compare)}function s(){return t.createMap(t.Variable.Compare)}var o=function(){function o(){this._cnMap=i(),this._rowMap=n(),this._varMap=r(),this._editMap=s(),this._infeasibleRows=[],this._objective=new h,this._artificial=null,this._idTick=0}return o.prototype.addConstraint=function(t){var i=this._cnMap.find(t);if(void 0!==i)throw new Error("duplicate constraint");var n=this._createRow(t),r=n.row,s=n.tag,o=this._chooseSubject(r,s);if(0===o.type()&&r.allDummies()){if(!e(r.constant()))throw new Error("unsatifiable constraint");o=s.marker}if(0===o.type()){if(!this._addWithArtificialVariable(r))throw new Error("unsatisfiable constraint")}else 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o=this._cnMap.find(s).second,a={tag:o,constraint:s,constant:0};this._editMap.insert(e,a)},o.prototype.removeEditVariable=function(t){var e=this._editMap.erase(t);if(void 0===e)throw new Error("unknown edit variable");this.removeConstraint(e.second.constraint)},o.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},o.prototype.suggestValue=function(t,e){var i=this._editMap.find(t);if(void 0===i)throw new Error("unknown edit variable");var n=this._rowMap,r=i.second,s=e-r.constant;r.constant=e;var o=r.tag.marker,a=n.find(o);if(void 0!==a)return a.second.add(-s)<0&&this._infeasibleRows.push(o),void this._dualOptimize();var l=r.tag.other,a=n.find(l);if(void 0!==a)return a.second.add(s)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,h=n.size();h>u;++u){var a=n.itemAt(u),c=a.second,p=c.coefficientFor(o);0!==p&&c.add(s*p)<0&&1!==a.first.type()&&this._infeasibleRows.push(a.first)}this._dualOptimize()},o.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,i=0,n=t.size();n>i;++i){var r=t.itemAt(i),s=e.find(r.second);void 0!==s?r.first.setValue(s.second.constant()):r.first.setValue(0)}},o.prototype._getVarSymbol=function(t){var e=this,i=function(){return e._makeSymbol(1)};return this._varMap.setDefault(t,i).second},o.prototype._createRow=function(i){for(var n=i.expression(),r=new h(n.constant()),s=n.terms(),o=0,a=s.size();a>o;++o){var l=s.itemAt(o);if(!e(l.second)){var c=this._getVarSymbol(l.first),p=this._rowMap.find(c);void 0!==p?r.insertRow(p.second,l.second):r.insertSymbol(c,l.second)}}var d=this._objective,f=i.strength(),g={marker:u,other:u};switch(i.op()){case 0:case 1:var m=0===i.op()?1:-1,_=this._makeSymbol(2);if(g.marker=_,r.insertSymbol(_,m),f<t.Strength.required){var v=this._makeSymbol(3);g.other=v,r.insertSymbol(v,-m),d.insertSymbol(v,f)}break;case 2:if(f<t.Strength.required){var y=this._makeSymbol(3),b=this._makeSymbol(3);g.marker=y,g.other=b,r.insertSymbol(y,-1),r.insertSymbol(b,1),d.insertSymbol(y,f),d.insertSymbol(b,f)}else{var w=this._makeSymbol(4);g.marker=w,r.insertSymbol(w)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:g}},o.prototype._chooseSubject=function(t,e){for(var i=t.cells(),n=0,r=i.size();r>n;++n){var s=i.itemAt(n);if(1===s.first.type())return s.first}var o=e.marker.type();return(2===o||3===o)&&t.coefficientFor(e.marker)<0?e.marker:(o=e.other.type(),(2===o||3===o)&&t.coefficientFor(e.other)<0?e.other:u)},o.prototype._addWithArtificialVariable=function(t){var i=this._makeSymbol(2);this._rowMap.insert(i,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var n=e(this._artificial.constant());this._artificial=null;var r=this._rowMap.erase(i);if(void 0!==r){var s=r.second;if(s.isConstant())return n;var o=this._anyPivotableSymbol(s);if(0===o.type())return!1;s.solveForEx(i,o),this._substitute(o,s),this._rowMap.insert(o,s)}for(var 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s=n.second;t.erase(i),s.solveForEx(i,r),this._substitute(r,s),t.insert(r,s)}}},o.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first;if(r.second<0&&4!==s.type())return s}return u},o.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=t.cells(),r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first,l=o.second;if(l>0&&4!==a.type()){var h=this._objective.coefficientFor(a),c=h/l;e>c&&(e=c,i=a)}}return i},o.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=this._rowMap,r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first;if(1!==a.type()){var l=o.second,h=l.coefficientFor(t);if(0>h){var c=-l.constant()/h;e>c&&(e=c,i=a)}}}return i},o.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=e,n=e,r=u,s=r,o=r,a=r,l=this._rowMap,h=0,c=l.size();c>h;++h){var p=l.itemAt(h),d=p.second,f=d.coefficientFor(t);if(0!==f){var g=p.first;if(1===g.type())a=g;else if(0>f){var 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r?f[t]?"<input type='checkbox' checked='checked'>":"<input type='checkbox'>":null}var p,d=new s.EventHandler,f={},g={columnId:"_checkbox_selector",cssClass:null,toolTip:"Select/Deselect All",width:30},m=r.extend(!0,{},g,t);r.extend(this,{init:e,destroy:i,getColumnDefinition:h})}var r=t("jquery"),s=t("../slick.core");e.exports=n},{"../slick.core":307,jquery:18}],306:[function(t,e,i){function n(t){function e(e){v=r.extend(!0,{},x,t),m=e,w.subscribe(m.onActiveCellChanged,n(d)),w.subscribe(m.onKeyDown,n(f)),w.subscribe(m.onClick,n(g))}function i(){w.unsubscribeAll()}function n(t){return function(){_||(_=!0,t.apply(this,arguments),_=!1)}}function o(t){for(var e=[],i=0;i<t.length;i++)for(var n=t[i].fromRow;n<=t[i].toRow;n++)e.push(n);return e}function a(t){for(var e=[],i=m.getColumns().length-1,n=0;n<t.length;n++)e.push(new s.Range(t[n],0,t[n],i));return e}function l(t,e){var i,n=[];for(i=t;e>=i;i++)n.push(i);for(i=e;t>i;i++)n.push(i);return n}function u(){return o(y)}function 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$(t.target).is("input,textarea")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.bind("resize.bk-slickgrid",resizeCanvas),$viewport.bind("scroll",handleScroll),$headerScroller.bind("contextmenu",handleHeaderContextMenu).bind("click",handleHeaderClick).delegate(".bk-slick-header-column","mouseenter",handleHeaderMouseEnter).delegate(".bk-slick-header-column","mouseleave",handleHeaderMouseLeave),$headerRowScroller.bind("scroll",handleHeaderRowScroll),$focusSink.add($focusSink2).bind("keydown",handleKeyDown),$canvas.bind("keydown",handleKeyDown).bind("click",handleClick).bind("dblclick",handleDblClick).bind("contextmenu",handleContextMenu).bind("draginit",handleDragInit).bind("dragstart",{distance:3},handleDragStart).bind("drag",handleDrag).bind("dragend",handleDragEnd).delegate(".bk-slick-cell","mouseenter",handleMouseEnter).delegate(".bk-slick-cell","mouseleave",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.bind("mousewheel",handleMouseWheel))}function registerPlugin(t){plugins.unshift(t),t.init(self)}function unregisterPlugin(t){for(var e=plugins.length;e>=0;e--)if(plugins[e]===t){plugins[e].destroy&&plugins[e].destroy(),plugins.splice(e,1);break}}function setSelectionModel(t){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=t,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var t=$("<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>").appendTo("body"),e={width:t.width()-t[0].clientWidth,height:t.height()-t[0].clientHeight};return t.remove(),e}function getHeadersWidth(){for(var t=0,e=0,i=columns.length;i>e;e++){var n=columns[e].width;t+=n}return t+=scrollbarDimensions.width,Math.max(t,viewportW)+1e3}function getCanvasWidth(){for(var t=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,e=0,i=columns.length;i--;)e+=columns[i].width;return options.fullWidthRows?Math.max(e,t):e}function updateCanvasWidth(t){var e=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=e&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacer.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),(canvasWidth!=e||t)&&applyColumnWidths()}function disableSelection(t){t&&t.jquery&&t.attr("unselectable","on").css("MozUserSelect","none").bind("selectstart.ui",function(){return!1})}function getMaxSupportedCssHeight(){for(var t=1e6,e=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,i=$("<div style='display:none' />").appendTo(document.body);;){var n=2*t;if(i.css("height",n),n>e||i.height()!==n)break;t=n}return i.remove(),t}function bindAncestorScrollEvents(){for(var t=$canvas[0];(t=t.parentNode)!=document.body&&null!=t;)if(t==$viewport[0]||t.scrollWidth!=t.clientWidth||t.scrollHeight!=t.clientHeight){var e=$(t);$boundAncestors=$boundAncestors?$boundAncestors.add(e):e,e.bind("scroll."+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.unbind("scroll."+uid),$boundAncestors=null)}function updateColumnHeader(t,e,i){if(initialized){var n=getColumnIndex(t);if(null!=n){var r=columns[n],s=$headers.children().eq(n);s&&(void 0!==e&&(columns[n].name=e),void 0!==i&&(columns[n].toolTip=i),trigger(self.onBeforeHeaderCellDestroy,{node:s[0],column:r}),s.attr("title",i||"").children().eq(0).html(e),trigger(self.onHeaderCellRendered,{node:s[0],column:r}))}}}function getHeaderRow(){return $headerRow[0]}function getHeaderRowColumn(t){var e=getColumnIndex(t),i=$headerRow.children().eq(e);return i&&i[0]}function createColumnHeaders(){function t(){$(this).addClass("bk-ui-state-hover")}function e(){$(this).removeClass("bk-ui-state-hover")}$headers.find(".bk-slick-header-column").each(function(){var t=$(this).data("column");t&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:t})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(".bk-slick-headerrow-column").each(function(){var t=$(this).data("column");t&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:t})}),$headerRow.empty();for(var i=0;i<columns.length;i++){var n=columns[i],r=$("<div class='bk-ui-state-default bk-slick-header-column' />").html("<span class='bk-slick-column-name'>"+n.name+"</span>").width(n.width-headerColumnWidthDiff).attr("id",""+uid+n.id).attr("title",n.toolTip||"").data("column",n).addClass(n.headerCssClass||"").appendTo($headers);if((options.enableColumnReorder||n.sortable)&&r.on("mouseenter",t).on("mouseleave",e),n.sortable&&(r.addClass("bk-slick-header-sortable"),r.append("<span class='bk-slick-sort-indicator' />")),trigger(self.onHeaderCellRendered,{node:r[0],column:n}),options.showHeaderRow){var s=$("<div class='bk-ui-state-default bk-slick-headerrow-column l"+i+" r"+i+"'></div>").data("column",n).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&setupColumnReorder()}function setupColumnSort(){$headers.click(function(t){if(t.metaKey=t.metaKey||t.ctrlKey,!$(t.target).hasClass("bk-slick-resizable-handle")){var e=$(t.target).closest(".bk-slick-header-column");if(e.length){var i=e.data("column");if(i.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==i.id){n=sortColumns[r],n.sortAsc=!n.sortAsc;break}t.metaKey&&options.multiColumnSort?n&&sortColumns.splice(r,1):((t.shiftKey||t.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0==sortColumns.length&&sortColumns.push(n):(n={columnId:i.id,sortAsc:i.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(t){return{sortCol:columns[getColumnIndex(t.columnId)],sortAsc:t.sortAsc}})},t):trigger(self.onSort,{multiColumnSort:!1,sortCol:i,sortAsc:n.sortAsc},t)}}}})}function setupColumnReorder(){$headers.filter(":ui-sortable").sortable("destroy"),$headers.sortable({containment:"parent",distance:3,axis:"x",cursor:"default",tolerance:"intersection",helper:"clone",placeholder:"bk-slick-sortable-placeholder bk-ui-state-default bk-slick-header-column",start:function(t,e){e.placeholder.width(e.helper.outerWidth()-headerColumnWidthDiff),$(e.helper).addClass("bk-slick-header-column-active")},beforeStop:function(t,e){$(e.helper).removeClass("bk-slick-header-column-active")},stop:function(t){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable("cancel");for(var e=$headers.sortable("toArray"),i=[],n=0;n<e.length;n++)i.push(columns[getColumnIndex(e[n].replace(uid,""))]);setColumns(i),trigger(self.onColumnsReordered,{}),t.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var t,e,i,n,r,s,o,a,l;r=$headers.children(),r.find(".bk-slick-resizable-handle").remove(),r.each(function(t,e){columns[t].resizable&&(void 0===a&&(a=t),l=t)}),void 0!==a&&r.each(function(u,h){a>u||options.forceFitColumns&&u>=l||(t=$(h),$("<div class='bk-slick-resizable-handle' />").appendTo(h).bind("dragstart",function(t,a){if(!getEditorLock().commitCurrentEdit())return!1;n=t.pageX,$(this).parent().addClass("bk-slick-header-column-active");var l=null,h=null;if(r.each(function(t,e){columns[t].previousWidth=$(e).outerWidth()}),options.forceFitColumns)for(l=0,h=0,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(null!==h&&(i.maxWidth?h+=i.maxWidth-i.previousWidth:h=null),l+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));var c=0,p=0;for(e=0;u>=e;e++)i=columns[e],i.resizable&&(null!==p&&(i.maxWidth?p+=i.maxWidth-i.previousWidth:p=null),c+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));null===l&&(l=1e5),null===c&&(c=1e5),null===h&&(h=1e5),null===p&&(p=1e5),o=n+Math.min(l,p),s=n-Math.min(c,h)}).bind("drag",function(t,a){var l,h,c=Math.min(o,Math.max(s,t.pageX))-n;if(0>c){for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0))}else{for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).bind("dragend",function(t,n){var s;for($(this).parent().removeClass("bk-slick-header-column-active"),e=0;e<r.length;e++)i=columns[e],s=$(r[e]).outerWidth(),i.previousWidth!==s&&i.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{})}))})}function getVBoxDelta(t){var e=["borderTopWidth","borderBottomWidth","paddingTop","paddingBottom"],i=0;return $.each(e,function(e,n){i+=parseFloat(t.css(n))||0}),i}function measureCellPaddingAndBorder(){var t,e=["borderLeftWidth","borderRightWidth","paddingLeft","paddingRight"],i=["borderTopWidth","borderBottomWidth","paddingTop","paddingBottom"];t=$("<div class='bk-ui-state-default bk-slick-header-column' style='visibility:hidden'>-</div>").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,"border-box"!=t.css("box-sizing")&&"border-box"!=t.css("-moz-box-sizing")&&"border-box"!=t.css("-webkit-box-sizing")&&($.each(e,function(e,i){headerColumnWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){headerColumnHeightDiff+=parseFloat(t.css(i))||0})),t.remove();var n=$("<div class='bk-slick-row' />").appendTo($canvas);t=$("<div class='bk-slick-cell' id='' style='visibility:hidden'>-</div>").appendTo(n),cellWidthDiff=cellHeightDiff=0,"border-box"!=t.css("box-sizing")&&"border-box"!=t.css("-moz-box-sizing")&&"border-box"!=t.css("-webkit-box-sizing")&&($.each(e,function(e,i){cellWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){cellHeightDiff+=parseFloat(t.css(i))||0})),n.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$("<style type='text/css' rel='stylesheet' />").appendTo($("head"));for(var t=options.rowHeight-cellHeightDiff,e=["."+uid+" .bk-slick-header-column { left: 1000px; }","."+uid+" .bk-slick-top-panel { height:"+options.topPanelHeight+"px; }","."+uid+" .bk-slick-headerrow-columns { height:"+options.headerRowHeight+"px; }","."+uid+" .bk-slick-cell { height:"+t+"px; }","."+uid+" .bk-slick-row { height:"+options.rowHeight+"px; }"],i=0;i<columns.length;i++)e.push("."+uid+" .l"+i+" { }"),e.push("."+uid+" .r"+i+" { }");$style[0].styleSheet?$style[0].styleSheet.cssText=e.join(" "):$style[0].appendChild(document.createTextNode(e.join(" ")))}function getColumnCssRules(t){if(!stylesheet){for(var e=document.styleSheets,i=0;i<e.length;i++)if((e[i].ownerNode||e[i].owningElement)==$style[0]){stylesheet=e[i];break}if(!stylesheet)throw new Error("Cannot find stylesheet.");columnCssRulesL=[],columnCssRulesR=[];for(var n,r,s=stylesheet.cssRules||stylesheet.rules,i=0;i<s.length;i++){var o=s[i].selectorText;(n=/\.l\d+/.exec(o))?(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[r]=s[i]):(n=/\.r\d+/.exec(o))&&(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[r]=s[i])}}return{left:columnCssRulesL[t],right:columnCssRulesR[t]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var t=plugins.length;t--;)unregisterPlugin(plugins[t]);options.enableColumnReorder&&$headers.filter(":ui-sortable").sortable("destroy"),unbindAncestorScrollEvents(),$container.unbind(".bk-slickgrid"),removeCssRules(),$canvas.unbind("draginit dragstart dragend drag"),$container.empty().removeClass(uid)}function trigger(t,e,i){return i=i||new Slick.EventData,e=e||{},e.grid=self,t.notify(e,i,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(t){return columnsById[t]}function autosizeColumns(){var t,e,i,n=[],r=0,s=0,o=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(t=0;t<columns.length;t++)e=columns[t],n.push(e.width),s+=e.width,e.resizable&&(r+=e.width-Math.max(e.minWidth,absoluteColumnMinWidth));for(i=s;s>o&&r;){var a=(s-o)/r;for(t=0;t<columns.length&&s>o;t++){e=columns[t];var l=n[t];if(!(!e.resizable||l<=e.minWidth||absoluteColumnMinWidth>=l)){var u=Math.max(e.minWidth,absoluteColumnMinWidth),h=Math.floor(a*(l-u))||1;h=Math.min(h,l-u),s-=h,r-=h,n[t]-=h}}if(s>=i)break;i=s}for(i=s;o>s;){var c=o/s;for(t=0;t<columns.length&&o>s;t++){e=columns[t];var p,d=n[t];p=!e.resizable||e.maxWidth<=d?0:Math.min(Math.floor(c*d)-d,e.maxWidth-d||1e6)||1,s+=p,n[t]+=p}if(i>=s)break;i=s}var f=!1;for(t=0;t<columns.length;t++)columns[t].rerenderOnResize&&columns[t].width!=n[t]&&(f=!0),columns[t].width=n[t];applyColumnHeaderWidths(),updateCanvasWidth(!0),f&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var t,e=0,i=$headers.children(),n=i.length;n>e;e++)t=$(i[e]),t.width()!==columns[e].width-headerColumnWidthDiff&&t.width(columns[e].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var t,e,i=0,n=0;n<columns.length;n++)t=columns[n].width,e=getColumnCssRules(n),e.left.style.left=i+"px",e.right.style.right=canvasWidth-i-t+"px",i+=columns[n].width}function setSortColumn(t,e){setSortColumns([{columnId:t,sortAsc:e}])}function setSortColumns(t){sortColumns=t;var e=$headers.children();e.removeClass("bk-slick-header-column-sorted").find(".bk-slick-sort-indicator").removeClass("bk-slick-sort-indicator-asc bk-slick-sort-indicator-desc"),$.each(sortColumns,function(t,i){null==i.sortAsc&&(i.sortAsc=!0);var n=getColumnIndex(i.columnId);null!=n&&e.eq(n).addClass("bk-slick-header-column-sorted").find(".bk-slick-sort-indicator").addClass(i.sortAsc?"bk-slick-sort-indicator-asc":"bk-slick-sort-indicator-desc")})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(t,e){selectedRows=[];for(var i={},n=0;n<e.length;n++)for(var r=e[n].fromRow;r<=e[n].toRow;r++){i[r]||(selectedRows.push(r),i[r]={});for(var s=e[n].fromCell;s<=e[n].toCell;s++)canCellBeSelected(r,s)&&(i[r][columns[s].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,i),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},t)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var t=0,e=0,i=columns.length;i>e;e++)columnPosLeft[e]=t,columnPosRight[e]=t+columns[e].width,t+=columns[e].width}function setColumns(t){columns=t,columnsById={};for(var e=0;e<columns.length;e++){var i=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[i.id]=e,i.minWidth&&i.width<i.minWidth&&(i.width=i.minWidth),i.maxWidth&&i.width>i.maxWidth&&(i.width=i.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==t.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,t),validateAndEnforceOptions(),$viewport.css("overflow-y",options.autoHeight?"hidden":"auto"),render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(t,e){data=t,invalidateAllRows(),updateRowCount(),e&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow?1:0)}function getDataItem(t){return data.getItem?data.getItem(t):data[t]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(t){options.showTopPanel!=t&&(options.showTopPanel=t,t?$topPanelScroller.slideDown("fast",resizeCanvas):$topPanelScroller.slideUp("fast",resizeCanvas))}function setHeaderRowVisibility(t){options.showHeaderRow!=t&&(options.showHeaderRow=t,t?$headerRowScroller.slideDown("fast",resizeCanvas):$headerRowScroller.slideUp("fast",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(t){return options.rowHeight*t-offset}function getRowFromPosition(t){return Math.floor((t+offset)/options.rowHeight)}function scrollTo(t){t=Math.max(t,0),t=Math.min(t,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var e=offset;page=Math.min(n-1,Math.floor(t/ph)),offset=Math.round(page*cj);var i=t-offset;if(offset!=e){var r=getVisibleRange(i);cleanupRows(r),updateRowPositions()}prevScrollTop!=i&&(vScrollDir=i+offset>prevScrollTop+e?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=i,trigger(self.onViewportChanged,{}))}function defaultFormatter(t,e,i,n,r){return null==i?"":(i+"").replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;")}function getFormatter(t,e){function i(t,e,i,n,r){return o.format(t,e,i,n,r)}var n=data.getItemMetadata&&data.getItemMetadata(t),r=n&&n.columns&&(n.columns[e.id]||n.columns[getColumnIndex(e.id)]),s=r&&r.formatter||n&&n.formatter||e.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(e)||options.defaultFormatter;if(void 0!==s.format){var o=s;s=i}return s}function getEditor(t,e){var i,n=columns[e],r=data.getItemMetadata&&data.getItemMetadata(t),s=r&&r.columns;return i=s&&s[n.id]&&void 0!==s[n.id].editor?s[n.id].editor:s&&s[e]&&void 0!==s[e].editor?s[e].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n),void 0!==i.default_view&&(i=i.default_view),i}function getDataItemValueForColumn(t,e){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(t,e):t[e.field]}function appendRowHtml(t,e,i,n){var r=getDataItem(e),s=n>e&&!r,o="bk-slick-row"+(s?" loading":"")+(e===activeRow?" active":"")+(e%2==1?" odd":" even");r||(o+=" "+options.addNewRowCssClass);var a=data.getItemMetadata&&data.getItemMetadata(e);a&&a.cssClasses&&(o+=" "+a.cssClasses),t.push("<div class='bk-ui-widget-content "+o+"' style='top:"+getRowTop(e)+"px'>");for(var l,u,h=0,c=columns.length;c>h;h++){if(u=columns[h],l=1,a&&a.columns){var p=a.columns[u.id]||a.columns[h];l=p&&p.colspan||1,"*"===l&&(l=c-h)}if(columnPosRight[Math.min(c-1,h+l-1)]>i.leftPx){if(columnPosLeft[h]>i.rightPx)break;appendCellHtml(t,e,h,l,r)}l>1&&(h+=l-1)}t.push("</div>")}function appendCellHtml(t,e,i,n,r){var s=columns[i],o="bk-slick-cell l"+i+" r"+Math.min(columns.length-1,i+n-1)+(s.cssClass?" "+s.cssClass:"");e===activeRow&&i===activeCell&&(o+=" active");for(var a in cellCssClasses)cellCssClasses[a][e]&&cellCssClasses[a][e][s.id]&&(o+=" "+cellCssClasses[a][e][s.id]);if(t.push("<div class='"+o+"'>"),r){var l=getDataItemValueForColumn(r,s);t.push(getFormatter(e,s)(e,i,l,s,r))}t.push("</div>"),rowsCache[e].cellRenderQueue.push(i),rowsCache[e].cellColSpans[i]=n}function cleanupRows(t){for(var e in rowsCache)(e=parseInt(e,10))!==activeRow&&(e<t.top||e>t.bottom)&&removeRowFromCache(e)}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var t in rowsCache)removeRowFromCache(t)}function removeRowFromCache(t){var e=rowsCache[t];e&&(rowNodeFromLastMouseWheelEvent==e.rowNode?(e.rowNode.style.display="none",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent):$canvas[0].removeChild(e.rowNode),delete rowsCache[t],delete postProcessedRows[t],renderedRows--,counter_rows_removed++)}function invalidateRows(t){var e,i;if(t&&t.length)for(vScrollDir=0,e=0,i=t.length;i>e;e++)currentEditor&&activeRow===t[e]&&makeActiveCellNormal(),rowsCache[t[e]]&&removeRowFromCache(t[e])}function invalidateRow(t){invalidateRows([t])}function updateCell(t,e){var i=getCellNode(t,e);if(i){var n=columns[e],r=getDataItem(t);currentEditor&&activeRow===t&&activeCell===e?currentEditor.loadValue(r):(i.innerHTML=r?getFormatter(t,n)(t,e,getDataItemValueForColumn(r,n),n,r):"",invalidatePostProcessingResults(t))}}function updateRow(t){var e=rowsCache[t];if(e){ensureCellNodesInRowsCache(t);var i=getDataItem(t);for(var n in e.cellNodesByColumnIdx)if(e.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n],s=e.cellNodesByColumnIdx[n];t===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(i):i?s.innerHTML=getFormatter(t,r)(t,n,getDataItemValueForColumn(i,r),r,i):s.innerHTML=""}invalidatePostProcessingResults(t)}}function getViewportHeight(){return parseFloat($.css($container[0],"height",!0))-parseFloat($.css($container[0],"paddingTop",!0))-parseFloat($.css($container[0],"paddingBottom",!0))-parseFloat($.css($headerScroller[0],"height"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],"width",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updateRowCount(){if(initialized){var t=getDataLengthIncludingAddNew(),e=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),i=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&e*options.rowHeight>viewportH,makeActiveCellNormal();var r=t-1;for(var s in rowsCache)s>=r&&removeRowFromCache(s);activeCellNode&&activeRow>r&&resetActiveCell();var o=h;th=Math.max(options.rowHeight*e,viewportH-scrollbarDimensions.height),maxSupportedCssHeight>th?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==o&&($canvas.css("height",h),scrollTop=$viewport[0].scrollTop);var a=th-viewportH>=scrollTop+offset;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=o&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(t,e){return null==t&&(t=scrollTop),null==e&&(e=scrollLeft),{top:getRowFromPosition(t),bottom:getRowFromPosition(t+viewportH)+1,leftPx:e,rightPx:e+viewportW}}function getRenderedRange(t,e){var i=getVisibleRange(t,e),n=Math.round(viewportH/options.rowHeight),r=3;return-1==vScrollDir?(i.top-=n,i.bottom+=r):1==vScrollDir?(i.top-=r,i.bottom+=n):(i.top-=r,i.bottom+=r),i.top=Math.max(0,i.top),i.bottom=Math.min(getDataLengthIncludingAddNew()-1,i.bottom),i.leftPx-=viewportW,i.rightPx+=viewportW,i.leftPx=Math.max(0,i.leftPx),i.rightPx=Math.min(canvasWidth,i.rightPx),i}function ensureCellNodesInRowsCache(t){var e=rowsCache[t];if(e&&e.cellRenderQueue.length)for(var i=e.rowNode.lastChild;e.cellRenderQueue.length;){var n=e.cellRenderQueue.pop();e.cellNodesByColumnIdx[n]=i,i=i.previousSibling}}function cleanUpCells(t,e){var i=0,n=rowsCache[e],r=[];for(var s in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(s)){s=0|s;var o=n.cellColSpans[s];(columnPosLeft[s]>t.rightPx||columnPosRight[Math.min(columns.length-1,s+o-1)]<t.leftPx)&&(e!=activeRow||s!=activeCell)&&r.push(s)}for(var a;null!=(a=r.pop());)n.rowNode.removeChild(n.cellNodesByColumnIdx[a]),delete n.cellColSpans[a],delete n.cellNodesByColumnIdx[a],postProcessedRows[e]&&delete postProcessedRows[e][a],i++}function cleanUpAndRenderCells(t){for(var e,i,n,r=[],s=[],o=0,a=t.top,l=t.bottom;l>=a;a++)if(e=rowsCache[a]){ensureCellNodesInRowsCache(a),cleanUpCells(t,a),i=0;var u=data.getItemMetadata&&data.getItemMetadata(a);u=u&&u.columns;for(var h=getDataItem(a),c=0,p=columns.length;p>c&&!(columnPosLeft[c]>t.rightPx);c++)if(null==(n=e.cellColSpans[c])){if(n=1,u){var d=u[columns[c].id]||u[c];n=d&&d.colspan||1,"*"===n&&(n=p-c)}columnPosRight[Math.min(p-1,c+n-1)]>t.leftPx&&(appendCellHtml(r,a,c,n,h),i++),c+=n>1?n-1:0}else c+=n>1?n-1:0;i&&(o+=i,s.push(a))}if(r.length){var f=document.createElement("div");f.innerHTML=r.join("");for(var g,m;null!=(g=s.pop());){e=rowsCache[g];for(var _;null!=(_=e.cellRenderQueue.pop());)m=f.lastChild,e.rowNode.appendChild(m),e.cellNodesByColumnIdx[_]=m}}}function renderRows(t){for(var e=$canvas[0],i=[],n=[],r=!1,s=getDataLength(),o=t.top,a=t.bottom;a>=o;o++)rowsCache[o]||(renderedRows++,n.push(o),rowsCache[o]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(i,o,t,s),activeCellNode&&activeRow===o&&(r=!0),counter_rows_rendered++);if(n.length){var l=document.createElement("div");l.innerHTML=i.join("");for(var o=0,a=n.length;a>o;o++)rowsCache[n[o]].rowNode=e.appendChild(l.firstChild);
+        r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function invalidatePostProcessingResults(t){delete postProcessedRows[t],postProcessFromRow=Math.min(postProcessFromRow,t),postProcessToRow=Math.max(postProcessToRow,t),startPostProcessing()}function updateRowPositions(){for(var t in rowsCache)rowsCache[t].rowNode.style.top=getRowTop(t)+"px"}function render(){if(initialized){var t=getVisibleRange(),e=getRenderedRange();cleanupRows(e),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(e),renderRows(e),postProcessFromRow=t.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var t=$headerRowScroller[0].scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var t=Math.abs(scrollTop-prevScrollTop),e=Math.abs(scrollLeft-prevScrollLeft);if(e&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft),t)if(vScrollDir=scrollTop>prevScrollTop?1:-1,prevScrollTop=scrollTop,viewportH>t)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),i!=offset&&invalidateAllRows()}(e||t)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function asyncPostProcessRows(){for(var t=getDataLength();postProcessToRow>=postProcessFromRow;){var e=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,i=rowsCache[e];if(i&&!(e>=t)){postProcessedRows[e]||(postProcessedRows[e]={}),ensureCellNodesInRowsCache(e);for(var n in i.cellNodesByColumnIdx)if(i.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n];if(r.asyncPostRender&&!postProcessedRows[e][n]){var s=i.cellNodesByColumnIdx[n];s&&r.asyncPostRender(s,e,getDataItem(e),r),postProcessedRows[e][n]=!0}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function updateCellCssStylesOnRenderedRows(t,e){var i,n,r,s;for(var o in rowsCache){if(s=e&&e[o],r=t&&t[o],s)for(n in s)r&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).removeClass(s[n]));if(r)for(n in r)s&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).addClass(r[n]))}}function addCellCssStyles(t,e){if(cellCssClasses[t])throw"addCellCssStyles: cell CSS hash with key '"+t+"' already exists.";cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,null),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function removeCellCssStyles(t){cellCssClasses[t]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[t]),delete cellCssClasses[t],trigger(self.onCellCssStylesChanged,{key:t,hash:null}))}function setCellCssStyles(t,e){var i=cellCssClasses[t];cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,i),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function getCellCssStyles(t){return cellCssClasses[t]}function flashCell(t,e,i){function n(t){t&&setTimeout(function(){r.queue(function(){r.toggleClass(options.cellFlashingCssClass).dequeue(),n(t-1)})},i)}if(i=i||100,rowsCache[t]){var r=$(getCellNode(t,e));n(4)}}function handleMouseWheel(t){var e=$(t.target).closest(".bk-slick-row")[0];e!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=e&&($canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null),rowNodeFromLastMouseWheelEvent=e)}function handleDragInit(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragInit,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDragStart(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragStart,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDrag(t,e){return trigger(self.onDrag,e,t)}function handleDragEnd(t,e){trigger(self.onDragEnd,e,t)}function handleKeyDown(t){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},t);var e=t.isImmediatePropagationStopped();if(!e)if(t.shiftKey||t.altKey||t.ctrlKey)9!=t.which||!t.shiftKey||t.ctrlKey||t.altKey||(e=navigatePrev());else if(27==t.which){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else 34==t.which?(navigatePageDown(),e=!0):33==t.which?(navigatePageUp(),e=!0):37==t.which?e=navigateLeft():39==t.which?e=navigateRight():38==t.which?e=navigateUp():40==t.which?e=navigateDown():9==t.which?e=navigateNext():13==t.which&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),e=!0);if(e){t.stopPropagation(),t.preventDefault();try{t.originalEvent.keyCode=0}catch(i){}}}function handleClick(t){currentEditor||(t.target!=document.activeElement||$(t.target).hasClass("bk-slick-cell"))&&setFocus();var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||activeCell==e.cell&&activeRow==e.row||!canCellBeActive(e.row,e.cell)||(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit())&&(scrollRowIntoView(e.row,!1),setActiveCellInternal(getCellNode(e.row,e.cell))))}function handleContextMenu(t){var e=$(t.target).closest(".bk-slick-cell",$canvas);0!==e.length&&(activeCellNode!==e[0]||null===currentEditor)&&trigger(self.onContextMenu,{},t)}function handleDblClick(t){var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onDblClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||options.editable&&gotoCell(e.row,e.cell,!0))}function handleHeaderMouseEnter(t){trigger(self.onHeaderMouseEnter,{column:$(this).data("column")},t)}function handleHeaderMouseLeave(t){trigger(self.onHeaderMouseLeave,{column:$(this).data("column")},t)}function handleHeaderContextMenu(t){var e=$(t.target).closest(".bk-slick-header-column",".bk-slick-header-columns"),i=e&&e.data("column");trigger(self.onHeaderContextMenu,{column:i},t)}function handleHeaderClick(t){var e=$(t.target).closest(".bk-slick-header-column",".bk-slick-header-columns"),i=e&&e.data("column");i&&trigger(self.onHeaderClick,{column:i},t)}function handleMouseEnter(t){trigger(self.onMouseEnter,{},t)}function handleMouseLeave(t){trigger(self.onMouseLeave,{},t)}function cellExists(t,e){return!(0>t||t>=getDataLength()||0>e||e>=columns.length)}function getCellFromPoint(t,e){for(var i=getRowFromPosition(e),n=0,r=0,s=0;s<columns.length&&t>r;s++)r+=columns[s].width,n++;return 0>n&&(n=0),{row:i,cell:n-1}}function getCellFromNode(t){var e=/l\d+/.exec(t.className);if(!e)throw"getCellFromNode: cannot get cell - "+t.className;return parseInt(e[0].substr(1,e[0].length-1),10)}function getRowFromNode(t){for(var e in rowsCache)if(rowsCache[e].rowNode===t)return 0|e;return null}function getCellFromEvent(t){var e=$(t.target).closest(".bk-slick-cell",$canvas);if(!e.length)return null;var i=getRowFromNode(e[0].parentNode),n=getCellFromNode(e[0]);return null==i||null==n?null:{row:i,cell:n}}function getCellNodeBox(t,e){if(!cellExists(t,e))return null;for(var i=getRowTop(t),n=i+options.rowHeight-1,r=0,s=0;e>s;s++)r+=columns[s].width;var o=r+columns[e].width;return{top:i,left:r,bottom:n,right:o}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(t,e,i){scrollRowIntoView(t,i);var n=getColspan(t,e),r=columnPosLeft[e],s=columnPosRight[e+(n>1?n-1:0)],o=scrollLeft+viewportW;scrollLeft>r?($viewport.scrollLeft(r),handleScroll(),render()):s>o&&($viewport.scrollLeft(Math.min(r,s-$viewport[0].clientWidth)),handleScroll(),render())}function setActiveCellInternal(t,e){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass("active"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass("active"));var i=activeCellNode!==t;activeCellNode=t,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==e&&(e=activeRow==getDataLength()||options.autoEdit),$(activeCellNode).addClass("active"),$(rowsCache[activeRow].rowNode).addClass("active"),options.editable&&e&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable()},options.asyncEditorLoadDelay):makeActiveCellEditable())):activeRow=activeCell=null,i&&trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(t){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(t,e){var i=getDataLength();return i>t&&!getDataItem(t)?!1:columns[e].cannotTriggerInsert&&t>=i?!1:getEditor(t,e)?!0:!1}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var t=getDataItem(activeRow);if($(activeCellNode).removeClass("editable invalid"),t){var e=columns[activeCell],i=getFormatter(activeRow,e);activeCellNode.innerHTML=i(activeRow,activeCell,getDataItemValueForColumn(t,e),e,t),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(t){if(activeCellNode){if(!options.editable)throw"Grid : makeActiveCellEditable : should never get called when options.editable is false";if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var e=columns[activeCell],i=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:i,column:e})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass("editable"),t||(activeCellNode.innerHTML=""),currentEditor=new(t||getEditor(activeRow,activeCell))({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:e,item:i||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),i&&currentEditor.loadValue(i),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(t){var e={top:t.offsetTop,left:t.offsetLeft,bottom:0,right:0,width:$(t).outerWidth(),height:$(t).outerHeight(),visible:!0};e.bottom=e.top+e.height,e.right=e.left+e.width;for(var i=t.offsetParent;(t=t.parentNode)!=document.body;)e.visible&&t.scrollHeight!=t.offsetHeight&&"visible"!=$(t).css("overflowY")&&(e.visible=e.bottom>t.scrollTop&&e.top<t.scrollTop+t.clientHeight),e.visible&&t.scrollWidth!=t.offsetWidth&&"visible"!=$(t).css("overflowX")&&(e.visible=e.right>t.scrollLeft&&e.left<t.scrollLeft+t.clientWidth),e.left-=t.scrollLeft,e.top-=t.scrollTop,t===i&&(e.left+=t.offsetLeft,e.top+=t.offsetTop,i=t.offsetParent),e.bottom=e.top+e.height,e.right=e.left+e.width;return e}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var t=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(t.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(t)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(t,e){var i=t*options.rowHeight,n=(t+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(t+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(e?i:n),render()):t*options.rowHeight<scrollTop+offset&&(scrollTo(e?n:i),render())}function scrollRowToTop(t){scrollTo(t*options.rowHeight),render()}function scrollPage(t){var e=t*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+e)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var i=activeRow+e,n=getDataLengthIncludingAddNew();i>=n&&(i=n-1),0>i&&(i=0);for(var r=0,s=null,o=activePosX;activePosX>=r;)canCellBeActive(i,r)&&(s=r),r+=getColspan(i,r);null!==s?(setActiveCellInternal(getCellNode(i,s)),activePosX=o):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(t,e){var i=data.getItemMetadata&&data.getItemMetadata(t);if(!i||!i.columns)return 1;var n=i.columns[columns[e].id]||i.columns[e],r=n&&n.colspan;return r="*"===r?columns.length-e:r||1}function findFirstFocusableCell(t){for(var e=0;e<columns.length;){if(canCellBeActive(t,e))return e;e+=getColspan(t,e)}return null}function findLastFocusableCell(t){for(var e=0,i=null;e<columns.length;)canCellBeActive(t,e)&&(i=e),e+=getColspan(t,e);return i}function gotoRight(t,e,i){if(e>=columns.length)return null;do e+=getColspan(t,e);while(e<columns.length&&!canCellBeActive(t,e));return e<columns.length?{row:t,cell:e,posX:e}:null}function gotoLeft(t,e,i){if(0>=e)return null;var n=findFirstFocusableCell(t);if(null===n||n>=e)return null;for(var r,s={row:t,cell:n,posX:n};;){if(r=gotoRight(s.row,s.cell,s.posX),!r)return null;if(r.cell>=e)return s;s=r}}function gotoDown(t,e,i){for(var n,r=getDataLengthIncludingAddNew();;){if(++t>=r)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoUp(t,e,i){for(var n;;){if(--t<0)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoNext(t,e,i){if(null==t&&null==e&&(t=e=i=0,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};var n=gotoRight(t,e,i);if(n)return n;for(var r=null,s=getDataLengthIncludingAddNew();++t<s;)if(r=findFirstFocusableCell(t),null!==r)return{row:t,cell:r,posX:r};return null}function gotoPrev(t,e,i){if(null==t&&null==e&&(t=getDataLengthIncludingAddNew()-1,e=i=columns.length-1,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};for(var n,r;!n&&!(n=gotoLeft(t,e,i));){if(--t<0)return null;e=0,r=findLastFocusableCell(t),null!==r&&(n={row:t,cell:r,posX:r})}return n}function navigateRight(){return navigate("right")}function navigateLeft(){return navigate("left")}function navigateDown(){return navigate("down")}function navigateUp(){return navigate("up")}function navigateNext(){return navigate("next")}function navigatePrev(){return navigate("prev")}function navigate(t){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&"prev"!=t&&"next"!=t)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var e={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=e[t];var i={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},n=i[t],r=n(activeRow,activeCell,activePosX);if(r){var s=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!s),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(t,e){return 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J0Zy0khwij3Bgy+bQWFF4AT/Agm/ayPwY2bn3XWmPTxkXU6LiYeOvlztU69VkSoyrbzPJypdpq0hZ52VtW9Ep8w02sp+rVAIWwUVHnMHdqQ5N6k6b/A15EjUn07glWIK3zAVhod1BDNDbHizgpTRTMIqNl4btI6QXwJxXl03zbxkY2dDD0la6wJT6zhkcM5CpqYkOAY6DFvPslyeHmWmGcmx0QMtPG5omMOEIje0RvwDeI57XLXp1H8Qk4hA6oRdVSuN8SoKAPXq9Bzk9Uuo/IOJHWMd3FsJI7KWiGnsb3TgDkbDRIEqfboKAO71ZoTc1WdB+uXmxzc48CIMSCpRO4UO/In+U1QpsLkLFasZokU+ArKl0WMeqTYd+Ag+kjCEtUe2yf+jNwoZga+H1cPoLn3wQemsA6Jw0h1Kmv6KRGVzIqQs2QjkR9qbCD0GBygWIHHD05sIhcDbiVW4lCUQPnAkPV+LzQvQcMtX05RBU260YmbWx/RUgTbpxLx3FhAXYNnH7kGYNwCRj8UaNOQZo8tqC1mK0yEEDSGrlXjBHRoN4ZReaE7EAgEQS/4piWTWm6q2l40PcBdCpI6asK9wn00sHxQQ0nJVY8lL75PYx3iiH3No4+E803AW9kzcsGDDgjm/9U3nxvFgXyS+SGkb/eJUOvYhGGkx5JX0XhRpiK53kXWcKSWtr6UEXkRmpt5iFKJCd62ClDcXDQ6K2xnySbZyBKvoN7lBK0nsxQunxgWtCZM82RE1X7mbgNcI5df5+0p/lrIYoA7xWSdv+gs7zdhO5mA5sIanVkk/0vFVaTd9bHdhADbI5/loRIfQhIwBg+/zLdbWI7mtvi7Rhq++la0sXhcnnDidrG0AJ26vgynJJGW+y2oeM091AbAIHBxZmCFLr2VGGzFYVQbFZvmCnt4eq6FjFyBMuqqvhGI9GLiYpky2DdWfFp97s3BKH2mQxROGwiDSPgzQRKJRF5FphLN7wYw2qVXbN7+fLdVT7QFEIsYghKlEEasYn7rmmRH9wQr6LPkEmqr31S5NE0S9wkS50DF6U0tGzErTdqw688HAhvaZvhNpSG0UIfiYKL+xOCe6R9MjHviVf0iYbikY4i2XS10d4GIGSRkykmRBmM+5IYWLLDECf5W3m53BGZ8/hzTRxHCKQiS309BlQzNiBmk40XlMP4BKAOy0AcwiYylhsu+oImucPc21kXAVL2VZiITw8oJUsnBaG/GnTFBXFfDLyi4hBUG4h9pIf9FIgGmvUEYDalgXQgRKh6cHqEWnmfCbJBx4jJ44xzeMgX1QTI4CohczncxQe5LkqLGimL+0xOHbAso8LBkMjGFgVbu7zGAvkmyo0Hp70bwriRJ8UwDgGIO2xuiM9GqA8yh3t9zU7EgluTFoI4hIokkWcNhxxAEkyRZYhxHfMwaFJwZE3zh8Wn4HKy8CSeHkpJXfLVKYoh6IymApD6N1CiTRCSBmXtW8ywOsQPxIU0SQ3JjhuatWfOD7LQLzhgFpaL4zI5UWZJkXnNb1QdACgmcWXvPGwQZPnhF1AMIhovCHaseXn8Q8BMUN8UDgxDcTUudhYFd/vpvmqOKIPn1ATB5oi0GVquXlOuHxZujBrYYnIEmhIlVY8ChhHX4MtB3QtR8t+X8yrrNan/UVTvqjSzHWFEsPQ4YKi9jkk7dDs/XNHIYvPh2T2zrFhx+keCY9y6SznMNgPiPQzZEQEZIzDxAHsgjaPNvtD6q2SEPz4xvaJIQKwhmpWLekXRmDk2N0Meju5h5eQhD3mnLGi5AWDjKYODN4eB2ISUoGmdiQOJVtUfgAvRf044+3pm/g+Joiu7lrcMVzguhzs03IMB8pnowPKDF9bE4zpfuya/9sOkfi0lvjJ0qpLrEqIm0JCd/ggA6pNBQ2Krxx+BmdIYQHQvLMd+o8jkhPEUG2qMkTqXHirSVXjQfmbRcGxG6CSmv1GHRoL/SQ234jqtEEE5+5UfJx4WiBNQoUhXnh34nFABeiBSQdinehv8wF3wVVmLOQuL7op4H/nzRpSjrA6UxQGylaxzEbTD4BoOhO8Spo2TQiP00tRusREotwRRwbfOUFxIflljjeNVtO2VXOMWnjzFA6hKbAyxNO496AIG6I7vWQt3WE+k9ISjFxoH9MHK+J7WZAouw9gjFHWxDeQDsQyRWflq+CE2KPqvfoNWeBJeQGQhRPlHT0urSHCzEVfi+YQC4G9hkQMyHSerBwITFjQ2g40KAhb8CAME67OKpmg+JsMmyFbaXWikMguDjfBkW/SsOYCEWSSoO8mKJEuwa8G9KLUWtZrpmgSc4SXkI//KBMu8guVyjORZUSO+/GXZOtt7CckknTDhlLVFfyVvTiqW2rJL5vynwETKYYxtbVeukDMKUBcwju8d9a061LMzKPJihDIGw+CygW1JIPgyNSw8ttpO4ZUZjsGbYi9xdCI18KyZSwZZrS3casYeJrHr1u7XVDN9mwCwDRLSbu73Fnc4Im/bYrF46YCYm6nHVrdx0VaMkqfhmDCCuLREDN9pmYx0I4fWnT4YgxkhPG6MbjX0WdXRoCH3tQ6jGo4JsqbY1uR7s5dsV50jWZztrrlRFfAdThWBFzqETI6DxdayRPeINmso/SXoFuFHLX7BF+W4JfRCfgZftuC9xZuPgRJhqLAxemyDHZ7Fs3q54189vFHPY56Pcts5ve6aFeeaaKg4z2pHZ2Xzctxk8dYdYi1JdxlcfkoKuFoEZ5CvKEQwy4TMcX6AttgLSr71w0D8XaAKM7H4DlHAqaDzwbsZZLgmsQFmnQYDGcBgi3g71+inVEATgLfukCaOQdAxuvlJlHgRvwIFkCYzOfTeX1822zE8AEbQjaksRw2EM3MucSzViTLKKIz0kJD5yRqWdRlHdBFEaJ0lcJHL36vHUumGvh9uFChTCb1zhy3rN1bODRMRgTvpsuR9Md6qXrejYGAVY3KYA429m6a8sM0llxxmBx4hgZHBzuizxsq96xT6IOzQqR48JU7wq1RcwiarW+d8dCsRRIEptVYfyP7tpWTYqEXQzJq0QizqcaGlJwl/yAQeYTZuFibJmWC4t0fopc5AUF2hhHf/obDY3gAtAltwu2/VvNAE0LdBjviKhCQC7iIWifvPCCImUpJvh4324V+zgstI8er4WDltGlOqKLgVlsUndviOKKH2LVlOpExtfckEcPrvrKjOc/rrVmcv2iokZFvJjyAl0VARoLa8WcHY7yRIVXQtOyCjhwK/s2u622G7r7SuXwA/8nyFRqAkTOphT9wAIqzjTaqe6dYDncodB0ZqqfGlBhGfxmaEwASlV4/XScqZsviCMq8ExRVysAmh0coJHGn6FMEBXVLJ5CGTpbsFRdCXVPlOAY2JGLLJHja7wVeO482AtQuonSu+viot+ZZnuSEPDk1F4N3F+flmPuSMB2xMvSEBzZaOv4eYQVDx+7dLiEg8DwgK5PuSjyQsthqVOSfUzKQOuo2DAQL0gPQiDYHmtb5AvgMBOEV+dwUhFPABoEaz9YslKwGjgjvCskI0IG83nvNXoJA2altX3o8uZgOjzGWCtIRuJeAn4XHXBzOXkquG02VSGDU462fGTN83sJGZVsrtQGMOHY4SPK8InChjaPomsc0rUcvBCniKl3aHVEyWps0ZJFprE+lYkuStbOgh5ICLmwbAFJWaDiBjBBY6YQ4lN2IIpADDU6xgM+jbpTeBBjBGAUlJSE3bVfNSazoGsXpkYI4ioEO1gU3dQYw+ShkeQyZoDMEjq66DlGEKNPuHAEuHivGbme8YTwBpgpaLyEmsJcRWwuKUf4Az8Uw+BAt6gH5tJOA4BgRIgWG6Kqym3IEFocBEkPzxSD/kpoK8Iul6McB4NR4eDACvZco8/lz12xe9SI8IqqY6EYJQz5fQpoR4hrJEYw4zJhm++f1vo4MiPiCDXIXGB0ZEnwkTtUd4V6GOWqQ8vNwQu8NxdZ2wLLKS9ziVFkg3Gls7bFI+HWuv8szkhlMqdezK3HSXgj6epAIK+5rEYvP8tmdBIIIeEPrpOpZV/lPRkRYljESdsEcuz3UFLDXExiyKBG3wZ6RM5rTtBGThpAukhwFgcXtiq0aZ7AeUNdH2pVcEUj5Tgzmh/zKG4QuJk/HgJlRIvvd8NrYBmUUUo1bt01IBuNNS4mMtzicQQh4Z+4aM8gMzsYoJ32R4QW0aQkLtXopzW8ANDovGI9mY4JNC7VOhIsyoT4zyHAygZMRsGF0EFOlkhGqQ5yEMEdDwCCQAF1ICrsQAB2iN69B4A9wp9eKJSYrhATH3JdnyvO1RH8ZHweuXhw/HqM00xftZDN6HEdLRCBLzLidKHoRant2khxFD8rc6vBNTf22HjdtiK5lci0has+AI4XQstyKPBSTOepboO4juAKqiUiJBrTiIy1HDx0d2znabUK5L0qXVAoOZ4R1SRzLLbfhOc7sV/+c89HVUEOhb6EedVfrz7KZ90+mHaLs5ncgmSwnn5eMtNf2jb2rjm46V1RbqhwoHHROIsNAZL4fg+YAPwCn4BNIBcgkPQDQ3TAyzCeaejf0doipxCfz2OuxyHAWwOvhNmyIou+QqCAItXNXDasgQ0/oHXCof1pBlwnlwu1LfXtULothTUJjQULwmyq4IwsZQtMWk7O1TEVU/t69EAoW4QbCAEBLbXVJThwgI/ncgLMb1k8iAgQQEx8hxUM/uha/NinM1KQvkwjQBCmTVFsftRYoqMAFohvcLY8LUmoAOt3QACBEGOmegJNkvFkHV42Ke/ulqjzNdQUVow3kCboNjlFqW7ElCeLA5vlDcpR3V0o+rALH2cENAPw+Ev2BGQ7nQEgPkWKnEPbjJLmiImT2MWzapmtO3q0/JWGS6gmS9No/BLmh/hoPAW7YCJZ43AJpkEbkxGUSE1bPi9Fo/F2Jb4b3osHkeWxKPFqVJmJEusTgzUEuYY0rQ+YpPCKxozix/SkqJEOQTrp3hi5TLM+YpNUjr6gZeFSmr/nFQn/soJDqAyxByqE9ho8RIu3kydF/ZtaZEHa3ngyqD9WSESe9kBHRRICwLU2yJhfFiPuxCABIjodpp0RsGzGIpJYYCwTKsljCHIMtycVu6WmO4lvPt8VNwezz1MCOG/c5INjwZP8R9zL4HY5c1ViIJ8YbuAz5olmEjIeQQJQ45Ifqkgg+3EoSFO1lxINY2AZd/Rw+yrc4tH5x7UbH5Fkd0jn2UjRZQUjqKU00xd994N8rSW9eC8xlXJItODkM29SOEBEaHiPJnioqUHCAqoT6Fz3go7hHtYNcYMG92awUEhxplkI/D/oCEkys5KbERgeMBGAjLGDwwCCrQbyzmSpJB/yh8mUPp2rmMaR9MYT/TNmhyL4ZG6ppCcharjrGKg3k8E31koRzn1SYYlclOi5VQZxBlqm02WKYpu+wMVY8+hI9ilfdA6e9aZzIzbJzLEqCuo0FxQ2hNkoFLbVPeYPX9svJsWFaQca1VQqR/uLwBUQ8eTjMGWcjtNI6JLo8iV9HICwoajQhDYHgORwDeo2pnIcwBREZuWEHRQK+H5+JTUtcOEKGrDJPOJ+C6RTdTfZmPoZxu+Wg6O6E7Yg9iX7FSSx4V/KPxNdZWQkzFIQnZa4HrD/u0SVESG9t9ZpVMmAmd5blIqXN4zIngKKG+B5xMjrS3TCeLBIUBBUkiF649wqTslonFBNM0+hAUJ5mn/Om0Q2bS6I4EbMcKhhqpLyR44RZ1IoaqsGmreVNdyNWmhZmRpGiJHxAsBocEXr8lPSSIfE/C11uLCDi0fHEDHqSODoahE9KfzD0ZJyIWRpelAd+tqrCFUhNILm+Uf3kz4/o0JR9Iaqft2fx15ufx4Mx+CratIyNumgg5xAP06wC/EPAhO9OsIx0oVPcncNEMwceEpi1odRIyGQHPadOVzxUo5EhAsNWQS23wePvcWCmCAGMQFFi5RJWq2F4ITYAWS5jjAWjGYfQEZOrjtj4IZgugDlWeq7H+NeN0Efe8cLuvpaRQBJwpvqYCi1ct3AIDTYss4Y2mpseAhxe0WcATFimS4biMWyxkJdyiGuamuXCIZOVuEWR19Er/W4xzbyh/F6gjixYRlJFnKspEIk8wNM0D1tRmlkfOHQ+XN6h+r2dQo3ZRtUPqU6gXe6fDrlTGvUc4kSs3KMIsfMFLD0jq1U8luprp+PxpBjKjVNpuo8eXh5rJBuYhXX1uAvcvfm0Mn78Tah1XSCaKC4ifHo+GXWRRiPJkMMWoFW6xoL6fPpEmZkkp6agIfnGGYzlzpSST893yxFbFK1UNqHXOcz8M/SDmQdO553qi4lU/Olad6OK2lH4/1fhAOlweBcLae/RMKbnKJLJ9Zk2652Y2KupRUyGEijhXtCHxGFyDotXlideDg1K5EDDwIHHhunfUVtSepWGEhjVtgQnHCH4IDzNSWvoZ+bQrwhyWTc4Q8cJAnpQhLaULxxVyJAE9EazAwzIhh/HwDDkFMpefSQegDhii3VqII3ZHakiHgw7BIfiYgXi6rmNrqBp703yAkAbvw8bAGqHaajvdxcWEGENdcwYNCgSEIsi4CrbEIQB3BC/WuVT0BRscF8xVDUM+aPVrndV17he2Qaznvp9leGX6fEJh7rdXjTFj7v3PPEGAHLRPhgin0TUrzJKBV/AvFVT9gLfTwKa1rAx0pQc4Qde20miQEoCBQuDvRPqyln3K6oPNj4Dk3XGTa0xkP8HBSSpIQfaYR0KmUDNsm/46rDAyMlgIu77mSmnN577NceLJhF+PJ0zIwOayV6kvIxF0APoXaMLR6Ac5Tv57NyumXc/ISJJfi3hOLFDDLsjYRhGxEJigHWhBzcn70ch+qmDNWEY+zM42iNR4kCydI/oNh0PMSEtf+eCUZxuW3XEC6hVTvYJ1aNkVtx1TSS6WSLeX49ql58A/iTgholPa7R4Dr7HiKTgqifq6gLpWXZCxcbpj2I2Wu6VLMwoYQNaY1skxboIyEM1rTU5gwFWj2NGWSNzfgMmAPTuKGFRxiF9Drj149KermkhnVqX2zxv1p4JKnQ2MuZJJPeCGJypc4uPDAZJOw0+3kpGMQHIwBj4/f9gbAtx+CIHFBPhYFmQ2EOG83YXdNmk7JWrQac55gFPoZoievfxks0mKS1czeTbAnHj+h/AjchlJhZ00q1YmLrCNKdy2sNu8vsZSMjKUFs2ZSFLpri0pqSRyZVR1ckmhlRs6yN1uwJq7a+pUn4Mr0eBnWJEZdYQqV8cMq0iVBNXZOOFO5gcrRrhMoYDxja5KJNkbkk6JI04DitkDU5EIslgT4BQQibIrMMyix7Er9AY0TISVmqPvrh/q1xFLhQoX/PpSf8BKELrwg03YZ4PZdtR/V0JjZOhO6VzNDAPEAeL9PnTkI7k+EewqL9YvAGHq2ootwqj68g/uaY5tNgFdjJo2s3SMIoBpH67dMAOipImfsEf411h6BJ/5Xze3DCdmvZPqryAvVGEzXnO+MUMzNpZRQAlwMZLRSjpeMEja0OLcOI3wrBuNfa5jCfk0XUtJHjAwNVrDYtVy2MtdAwHuSWexpQ7L0GMS83ap3afIgM9bYPepa2jUPVMrUxwLtwb+zC5aMmFgTZirVkiUeedv5qy05gjAzPQfwAcG+Ar4eWeI885xRaWL5y8KiBdQhIu8wkz08zJqE8uaQ2f5mSyAzGnc/6TrUUZ3GxLNzymP7qZz4jBrgf/R8FN5/a+Fg6HHjhQg3Qo7Z9hwZUPjoeA3Xuq9EnkToVkU+XVnRCw+/P4fSg+psVcf0IaX04JQXFBHoTHxoV9AbsP+C3yByI2trKOAtYRwuQjLaTSukPyc6pGB3EqM6sdyFIFKYijgK0EdwSZOplzLJuzPM4gFLO7JVnqCwf8sTXKjLlCpZoLH9VpGY6m4AFMoJYxEANjRP4GhUEKC5SaSEXb8M8Cp6Ru9kwy6o6eNkGZxqfKsPwgKBoI9oUXFjnQfdKYCbIVM4YlG54+A9zMG5AnviUR+hul9pgUvEXCGxmNhAaxiHUEg1KDNDiqSituocFlhWCO5ybD06U5k6jACGAURUAOcV8zMEgxySc3RdtyQk/HxMQ6UCTC+qUOlvi3XsnSJsfZGigMa4xg0U5nKA5VGdykWc3LKfIv2bgfNiLaAXjJG3gJTIEyiqGrjmM6wZTDMk6H6h4KhIM6IZj1U9IQsdKR6qWzDEsq0cAcJQ+VootaczbgM8R4lDK/UT6lBGFWgihM10u7b2ZgITmnaSFVYeljzLoOYIz0XJI3/8b9SPGKSqsAbvmwO7EcEAOkpLMic02LDuNtoLFbCyItVjg81vkeZLLWPEeZUawEgyBfRIcvNMd2DEs/FKh8mUcTg5oedlnxLxSal6yRcV8eitCmBw0ZoDhKUV7hng1YIty+Jw7qay4ve3SGMUzPALScH2KI3lxfN35mKB7NOW7kERn/9HXn10YtwlhFIgMWm1xYu8gSrVPyaxdkZssI/TSmcBCMbuaLsA+BQamQfq/QIEsMSD9EPanEBANNUcO5ZGwmtwhAH0L0fDutrCsMEoD2m6/VgEJRqShpijUnC8GyUguU0Dv6ktM4/8MYuKMg/sgwzNAqAQTcRFGdYfkwM7Y9FNVYr51E672y2EYRYxTLQP/0gZmMiexZxGxdLuUgn8JlqESZ+cq1a4fcyhImoqi0LYD7/RR2kYEHHYQgsmLbQB3b6EvrVA8veoZe65nRiOxo3DwY/1Ei+kFpkJtbxFabGDUR6QATqVmZIedUVBKffF9pFXCgwXxX/tADCSbG9p409SpulC+FrVSk9YQ7gOI4ooO3IN7ERxZRo8VrmUnld7Kh4KhHNUw4j5wpFiioiCoCN43KSwi4FQCxbwKEnNHQIcI7ZFK9bZxJpD7nXBtqfZ6inZrhFru+v3NwqKXZtLPPVtuQcF4t52NpEGtRSAKQALtVdTr3SAXMFul8quUrXpWW72c4AwOvDGReYv3BmP6NBZf0Y2MiavqyHPh2UQ3JC1R4pHOlHl4i8qYRyTQkkfZR46gxKPpOcXODNKPUCCpkLMY7VI70o2DqdKPc0RZRoN4hKPIecWJhdKN3Cxp96GwDJR4+3ibG2YmkAGksc4Fk8w+ZF5wSDC7rCNAFcP2cDDU3voblgvAElxT9+y+6bgeIIQAIveCbKZTZLwAtLqEIh8CzWKMnAqlliDComgIN2+WnB2lE5ZORvMdplsEUVzCxJ0gLEZDXWVMzxYSvi2N69qULAW/2fmCLdMtSy7rx3fJYePW23QEQb+GlIrB89AeQytb3MSF/MBKEgKhydMdC3mDcFJWY6CLtTxyspsnshmHvDgFZc9SbX668T7xUTJzZQ29mwZzZ2Efm5sUdSWwwy1iJQEXFouibF7PIW8t8aiL1IUWW73VQAFoFOmZKCY6gNOG5gy+aRJpuiO+7facRx5L5WrncMYjXCaE2B7u0OM6o2TQa/3klf/bPor/05emgxC7RJQITLaL9AwA2GCI/RHhIcWx2GvBRsWIrmMTfIUd1y6KZC+3lLjLnaFEJKIoyDSNgBnSqNDy92T9IwcbrjiiDBoypxGCkHCHarXdLdejlMxy/kRfYa3XBxFpNNXr96GjscsBHDGM4maiFjjjUIhPDaYKi+2ew7dwwB0l0W83gfjCgKAvHChy3hwVeZfYSptMkQGAm1c7uUYSCUk0Sc7M1AYn+yDKObzOIoAINvQ5tU3pRC4mmJ0cowAiIXwbwEEy9pN74/prcO6tJ1iCnyk/Zksjb9KkJb6BS6Fp7FRZQ/GpPIoxN8U5osWhzH92iqPnKYjEbaCXeu3yE35ti0kdGj0+V07iwnjePbjGVsMCrTKRy5ElgDb6ZGL5mpzGEC11zC+IpzgRWq562G4h3sNCJMHMDRMRCszMcMEScIW4vgVp3UOBdf3CS5h5HX2ZXCNqhyEZARZu/Lz4yo1oiKYPTzD2MdwlHg9HoWngyvh8TCUSFREoC0TTA3WSwU3ggFlJsyV4HwpeBGztQOQgx9w0wNTYL+EnGF+uDNeXeONATLkTym/JuaFx1y7wZvEnndOnsq/mCFyuzQKaFPuWFXVKYABD4b9A4iEOiJznwTC7o3HHXyZB89QBp0lXERqCcHjom9auXAww6v7c2tGIoYEHIgDoxpzFmAwkjVFJFirsWWlPFuE+QwXBjnUjjftA0oPsEluDRhf/gDeHY23ZyFp0DbDIiQAqv4WPqHKlkQBhNZMGZsyC7VdemmDX5Sicu/ANM6Z6/IYa737AbAaayearlRp3/009naphGfjzZ4B2DRzEoOw93Wk7ppFEP89kaiCS7gJGSxH6YAaXuK4+naMaOakamfxZNRmJiuEYMrq4Md9WwQy+DAGxGARjOXhoEzhaKLJXKV+EfyPWfIq4gDeu8WBLiDuVG01E42t/caKf4vAmdrtNpI04WWlwI75FR6/hl1S8eGjI8tXmbmLT4VQmFcMWolP+jfV/lJe2lkzWvylo+MABj/hoYHRZHpUA+0hkn/Q+nYxgWBER6rQEnJrYkKsGpxNDSuG9tgQJH/BkmboHEaOqFprGIn6D6BPg+eKuGo2PNdGOwN1qsWaob2fhFOYlPwaRwmCF2GBcywGmdReSJ3c3cHt09MF7lQlY9gzyMyuYAaZ/f+9BdbRUF01Oe74De/VHOI9bi/hYQdAoxRUBQV/1HIvumqogU5Ih4pojAaQjtkwGeTLV67LLZn77TNHp4Eos3U98b/pK94AvZMjsXv4JZ4d8em3Z7YSxHXzbaiEsG5x8WpQvGazirlXc+OhYWsostPw7EuPUpwdwAfQUFv66TA9nxNxmRhv7pG0YpIwiV3OeVLCP3e39r0QAB8YkzmWDoqgyiryWMwyjgc2v4qc1XZVRRVZMkh5JwJq9tU270bCIP2Dlp7TckC414ehqKkQ8Fl5bVkynpGX3QuGNyq8h29wvOPTwU1bIVCy1iZ7KQmTiu13Z5aPhm2pVpkLMZWJhzDk/Yns0vwt9Nbk68rDMfjXMZ8wvIn8YWr3rdV/UB3c0x5JYFIxCRlJyDk5aFCMlAULSNUowuBJnXDlRNz7FD1FB1685gN4Gm+uJDX+L8YGbne72NSh6sayRqXgYRtoDLyy05MCBsEsB7el5Jqt563Q9AOcXWVxbEao4HwTOIHTHtJg+HkXTcqpYKkWllsWBqRLhSwwZSV1nCYG8qbTK2GYrbbF5MSsHcz0T10XwaGXXInB48L4NA91ANlXAlA+HIe9slSJfF4N72cXHMpCVXqQP0jh0hMs+jerijgxJcWbf+a7Rke6lTQ7aJI7+DdpnQfJxVdzmHKAEFCdzcqzSvOYfQzxD9QxQ7ZroO7LXE7k/Ifej0JwUDAeh9ulusow4RvaFXqKSYOKa3sC8ZvhoeURe//0H2ShG5ThC0X5fsimjaWmDTEBHsiS0UxlxZXAazNvU641CQELpgDnCei8KQ1YhaO0I8M6LEqc36cw9VKTyVjnXQIfNlkkW0j9TtgWziWAxFqGN16WXap3AwVCU59WuKvM46mqUhoJQqFMRiSyOA0LJfqE1jv+T2JpwZfBjBOcZUKo2pqDuwhrYCAOPjRDHEjnygAvFU8sAF7rDjbudEcHobpf9MnbTdPfQbnccKue2qrKH6nVqRdpGn9jwaH/AMFl4neB5OntVWZvjDojkEiy5FTJDhIMeAqhExElXLcvDl7oZPMosCkoAhLOAjzb6XKByg3IRFe659h0M15hNrxOVFxByAaWQufa5NWGqNJqkWz4KKxLZOEtwzDnHOQiw05E2GvERcOQ+vV8Zs/dtq8ATSCcyKXkgnX+ld8gxfxvnTE/wXieqRtNB6/6wGV0qL//zQ2N+PNFM0FWKcisi1n/dZhFqfHRrpYby4Rhh5EE8IDf7g3AEEciDh0rKOYQv9WlYghkykqFjXA70M4AxgIB0M3cMBIlrp15fBRYkZQL01m6p1ZyuxoLYN43XOQldHBdbjIdYin284S1mYDYDZHVLe5Nhz/lp1wEzWjnVEu+zaGkeajEvC6ErtKXhcyBJkON2ES62KeFxjeeW1x5dWJJYFC2YTSEjfsDlPEUpAEJeJEY8k1ToGhykgBGaDSm18heSz62a5HRIM2iMXSqCEq3PRPDfsETihhuyXzMgAat1Q+s4biNWsttxKsg5hC/nYhfy3yaoivisIbC3HZ8d+0/Rlavc7ZX4BgYYkRtnZYgupuu7A4AHyrjzNJQdsYJC4CptMEqQ+1E9k6okaICZJjjaNE7EffwSBdcCUbqvbKVGoSPFwAWLp+/O1YlWQWQyBXcGKjdSBqwbbldIY67QeAAWzQCPT20KYKUzyibFGECH67Gml/OruwHhkvamwqIJuDN9ePRWBlPDO8mv6xBcgDOqIgHYKt4MeFpl1J70d1gSrfOq+v+M169/BT9m4osDrwbdAnYaJKtfG5RBjtAiHOCEcZNIJvIexZXv/BZRytrjeCUHE0V1kaGD0JAOw3gkEqyG6yHvGN4+Q25nxSvZBYwlPJVRnqKitCKaxJQseql+ArpiTd6COAbAARf+MjrwM/gPwIQ6qyaHOKwC90thEgjXYCBKAsKqAKFp9rI0oB1YNgG0RNQv0Ri1BoxauGDOWt3wK7VuHq4i3zr1QeLK+0IqmpLfcP63+YSAmCoS6QQTmGa+DYZSZQrhOEmmTPGgzyPk9c/hXngaLHfh0ZAVqSUoSRvUQwTmAjFTZ0+nYCg7MEyfXGbIAf9cFwKfrPADFducXUorl9xMSKYGQ660bYFQ1DU+0201Q7kWi5MkwPKcC4ixNdu0IXPTSce86bCW/isDCNn5MpcXp6NUmA0sb30kDaFf//YCWNB/8iJFEIZYO4oR9fZ4tHukHSoBgba2eNnxSLZAxiMJIKN3Qkvu21XM/2Ao3801FGOTEDAF6zkZ6HH+BZ05bA/mCF4mUwPrDhL/APmhCuqW9v3kE6v3k4VVnf4QFJMWY8EDn66QmoT8LBY5TEGClcx7CsivVwSBf8ozNh6vmk42lSuf19j77SrZX037qhc1Ur6lbkUj4NFLHby2I3Zp+DMg2xze/7KK3sBMOYIfB0IbkN580eFyYxSrN9XEeFuSllwWu+WTkJNCmnz/sSAIWQMp0iVOMuc35zM4QzAN2hOIXpQR6gBKQmWBeWm2CE/fvIHWXcqgAq1ATlGaZgkZglKFXGpDvbYQVYOZAbqkd8K+OWTIfOwBXgZVYvv+aNlw+CS8/BWSr+S0D1KUYW4sG8JAOSVd/8reZ5cGdy4MbdHk3xzjYyUkLjpgpf5FkVPhp2MOmVKKfq1Dea4gHXBijVY73FPB5S4DfstCYd8BSvpO93MCw8P7AN6vSitKXI4GoeopRZNwqeMIywHqJbBRaWod9Niw42U4XiHPTAnHrrmZ0KNPLmAcEoXtHTNKEAqCVpQ6zdg+JQt0dZGjC+UpI0YUeCPaMKHDMtGwr6HjFtgD6xkTmtWeIcAJdJBDtmCu+pbmz+xA/mvFCwzQgPJ/BUaDQOQGsgSuDJWwXGS4RPQ1jhxKQYNxjwkr6ZlhCBVTCUCp9g+O4hL4lW4k2JfAzxvRgQG2X+mRCT6jwQk2OVQlMNSDCS/anM4CkX7OTj8GxjiLsBmhlU1ZMNCUQHCwlfH0AcaQq+ieWb0fyW5QxkN4b06Whvo+3Lqt8EaPPihu2WMsncJJmxYRDfpbllMgLLhO5RhJ7Dknyu3pEEcwkx+GzaDxZ6FMmfDBYgMjEnmhWgZxOkIKz//Ak0NGoSemDcaXt8cQVIlpKAdsL3ZFxNV4hye4WQz426v1KAYfKyF3HJh0YjjRYSsTeScaDoaxGwKtDAv6bto0wEkVNDBQtduaDPd1ziPcXo0wdylII74B3kzPTUPFogIL5tOQEPZlSihcrIB9ubW2t3Ea4/0xk7cMVFkM5rfcMQ2nBkXyKYSCRJ5h8ij3SBSHwuL1D9gBiMmAcmvhvs4DJxk59XfJizLx2PTNnCsZaBzCcTciMf0DpD7fTd9DiAJxD3qC4/MDAp9BUaZsIOH+UcM7UyInAy6BfZR387PdKCnnObMO3sIfaLugtj8BDiWj9qOLmfIt+01opnlRT7v3pb42w+dTtnBs27mcFUili+KYA2P/kHU0OQJ6sav+IpBhA2uxePC3aVCfPWrrOvU6ThLFjD/UBVuGB86SgGkH7YSGVMBG2s1DO2E3DZr915mhmKWWtA75XWY903vzjmOEEeUqa4j4OO9v9mwkGFYU8DSU+H757lG9RLeWnr5guMRHYhg73eQDARWSuiINCwrZBI5wyY3/7XDfZZuiqKTsrLfNEqkbLE44nKCGWU2crOIZlzGBK8iukVtMg8Ht3tptJHq7qXBilgQTKSqN/PfmwM89lbUsOjwbxHmwCm3c1RzG1VhA4b0AbtzewvlOf56NlhyQIjE0+ytw3NryijNCARwm7XgfZwIJIW0vQImulImZ5JMDhmdoF/DVQt66BG4xquVt5tqTk+19CIKJyEA6cPtxrSgLWd9JZH9/NTAMAPni4UAAMHKCRj9pyFYq2Qbpr3O1o45TtEiGf+5cOIHjTJJEmgsQIzINBYtf5oEYSSkC2+kMzCgXCRmQPEBkwDYqdLgQzKbAApiektg9mzhhiAXds6HDxbu5IOwaYP86M5qDQJa+I/e82g3QgLV4gLBZxFjQGPd3BD7Ggxk+r/OO+fF30zctYwCOrg3N+FAwDQsPunmcw7FoLaakBcqzkpkvFA50JSKt8e8AT1f9Z5WeSMpFNYM4dWkmlILapX+BJ0aZLTLc7iOsNqicML7sk0mciB11ZCVsZ9rRCSnlRE8/8eoUHu4JxEJRl4HUbyP0dClIqMPv/Baix/2HZB7VQLL4WV/QvKhZy3wQ5omKYZsAIdwd2K1QLInBHnw/C3jews1sFa0PISgC0OAlma+RcHcITJYVtxpi6M+XEJ3Bm1o29UDRNB7KlJjccgH3Cp82QvW3b+ws5aAwvASgrrqbl+o5lYQCiOAmTr0To6qoJA5FI8ue7YBOwYuSf8D/6nD7LpLqT33IAHoG3okj46V+tEh3nwmJKOSk/lBL3q246Oo2uWRMGT8DV4QO+7RyDse9KJuKCPNwFmD0gBL0RVLkwejuALYMIwWWXeMN7DnFhQLmA8Qbh6yHQykF3N/FRGFgCoBfF4lpYQowAdwmGMvF9h2cAL2V+LUuvUCh5RJTQRwhfJuBAeau7QyHwu1EGvfoLQCIJRSHBAAgl4PjxmkY9EeCKaQJFVE2M+FFdF6gARhrnGmB0hBCLoGWQAY8Qpwe75o7UF3qHOVkVZSTQagEMz8XeSzzMLC2DHnhrubuunSH8u+ydOiBaML+S2NbOjF70yagV66pHQ9YgxYeBGE/6xQpDb0WBjS+ruik2w8PL81X5JVZvkrah9JgyxKVZk3uiLGqeD5rw6LvLh83LlAtlQ2U6dMn/PFnULv+j6mCCgWU7Ua+jjbkNGATgi0zbGsexq740R/jLHga5NZk2YXT9l1sxKCJJrS78HaoaphpyCnKigimgayejnImnywR8JEZRef440IwddL8LLH6zIpsVcMg3KvCsFmpY7xC0fJB91mYct9vCIMlx6aQtWmeAmwvmkGW0p/W2xFJzvww5j6UBMSK8++LWBXCQ4g7XbwZ551CJFyKGZ0udzwhHaOtjXJ6ozkbCLAnhXLmCia5j07wnTppSmriNRs7T9YTK7z7F+PdNQZrSugfResQs52oEsdPf71CYWnCuSXRCRW5aqocCyjkmBfy1wT86kE9UVuQ4hRSd6XulfsI1RJ1GliUia9ALJDVJVtr7akl1aieqwoxDWgP5MEiJAu4aOYX+kBJoJdJBmr1W7aNIMnga3GwPPwZHD8S6+IbO41q/XaMh4pxaYGRffx3CSaDT1e8htB0FJ7X3o1rGCn6lGWAodtqicULkMgKEiqMSG4WTgl0oJGR1B+ZLJTF+xhKnlr1NnXPombuCWRifPxh78tgxztPFJsWmSOEN4tTyHwgvnvV7dZVtK1BhS50GdHCrx4uo+fACLEgOuMNghSFaoXZWFWs5fhFs67BuJv/QanIiiU01IZkai5umnZ2IrhM3JzzCdeMhSwItT8Y2Gb7jUv5yHIMnIk08weANmL72QQ3O0+TIyY0PKOWW7E6WK7R1pD4B4paIYxLezfjM7BkxUQl/3L5wjHXEZ/MY10wn3Ra0LOTG4jBPeSG9AoGkCGcckceSCDv64gTyc8CugqekDJNJnymB0yZfxAw1rjx43mOmEGoQ4ACj2U0W7wSSdV2O8W6enyv0aN5Ea0a3BisJUu00Gy8r+hRJIAoTy6d0BAzW4x8FvY7yRjn0U5jc0cSo/JPoBEK6dHDGt4sPa+PHtNxc6kJgndx0OB4SLHUmvIyXTzqJ7ybFGemxlDrIAi9C1IzISfhJo/VoPgd3qtWWJrnts8fmZdhWmo0Ol7ASwsdV3dIUdNrHq4BM5LoUGZtwFigoVflwfwHG2Q+egh3Ga2FhBsC/BpokllnfZGM77pIE8BTcGvgOlItLVJ+D5PbaPCwnloPj7mCjL7I+FPCBHBwXn8O76BWLbAN9t++zhQUc8/RTlpebXMeABEdKDkxge5Zyj5ivJEAyUpRDvYjgYZuw8sPttRT2ht7y7uwBCDc0R2KyAD0SflycuUQUZ2erpIxMgIiuirG1jGe2mqsCRjjHpYpKikV3SWsYx0bQHkghIEzQtgZEAiALaXaSvOXcWRw8rIGikDfYA2RJgIBez5x1GLSDj+KVcLUfha6ieOPqboC5PGnM3KmMlJDLfmj2pgBIajW54BIsZuE4GnTQv1nZKYgxDVYCob+TOpMR5wGZJ+932Pph3I8mD4wDKaYBJqJ7a7ZE4rogco1gHdxX7IG4JVI48Qw1EPm5tFMh8imXRBUIgUTi15pRYnkFlravelaZtg6p+6xiNNAo25Vjev1deGMK63uEi8oyTsoy0ryBzzHY44Wjl1eUMJoi/eWtKPl6VS6FoJq8RFcVaszEouNmYfrKeSBzpMS/+AUSeHVwnAAAS9UBkIAo0MzwYALYfiKAjeB47JAsl/wBL1oyMge+MpkeXdYkCX7AQ/unwj46WEqK0YnYnFh+AQDBg+gVEmsDIXgETnSfiudDcQSmDZvniLUeCFJkmlO9SH3DnRB1Snjb0LK7QmXacJDgT0BUB78srqj4ElL3kg+z7Twhh9X2ajoeXhU0nHmdDIUxZJwkBHJCHhQxyLOHRaR9dAkwn49+8q9CAymy/iUE6SQRTbBkJlzCJhZaEtOmhT1lWXJCluVAL56PeNoKfmRk2xacnjlzqdINnQZmvbV0UQLENPBJsTln0Hk+J7BkE9sgFRBcQSx2VOtnYIswJBp+kN2eCY1A+GM2pdiX7GVBbyUCgN+CzYlXcabicy4EY5BkQmx2NMx1rDrJqRUCkRsFG4eK4mCu/8ybqoj8Wlp5CmuOxJ7GTVjnYepIptyFUot7rtq8WyWz5qtywAXHMqPFm5gn5q5TL/60mZUJN6OujrkJHigZyBzkqNhVHn3oSuYMNbbKeWwMLC9M4AbGmomC/Wa2WfNFD13SCC+eNlkkHslRfYiowmA1wye4B2CpkWZa9e6C35zwYO6OQZs7gN/ciNFInQc5DI6LUCNRPYfN48g91VbAaUw5aS5iF8jJ2pHiOtra//KBFA9DFAkhhNEoJ9Fz8nh3wuFEy+LKeTkByq6Jz//Kol9zeRKRUB8VdQtOrgSPDhDg46EZDeWoc/qFC4PfBCmR2Q9QAurVfuxAGoqWcO/cLZs8l31G+xr6cV2zeMXCcX2s9Wh/RlT3NPAE2828gKWkBaf2CE4PZO/HEA+Tfj2NX7w1LbBd0BaJkD6GuGYJa6IWnbLNeW4LaUxamOKUqBEtWUap36pDIYp7Bs8mexkGcFkMSwJwxlRzcXbEa5mCwOaaGSQGlMACZGCYPLzBW6QFK4xrU2g7p2jRCwmixgt58aFFGR+BOwI++rt2UlE40o0cncGhecssr5iPgXIcNkQUOY65wOV267n1ufOkHZmwdCI1B5sy6f8Bpf3vpn2BIPfbfhZxwKhlbPdxWGVHss+Cz1G8YwDHP8FMMhwcIggtTwP6uOgZ/PB2f94IKHljoLa63OKH58cFMsOOk63BsEIJZqx+Q5vc0SCkFssr/EbAOg6tcMXqYhxX87jNLuE0yWzX1eJRodzQVUVWPmEiqV6uV3Q73Npfl2x48AAPRtIAuMXjAndqOJeNQe5xyxFCNnWjJYFjOi3ydCHXjNYIWP2os+HgE2U48QBjCrfcnwqRwcuurhJ/RAoGvNK5F6vl10lV9u8PtZ7B0nMvt/CtS8CUbVOtBjo+q35EdWPXqcw5/8YY6jV8HKI8Mg0m9LAKGkKaTmEfWDfqN5ejS3tze5V3ZixJ2qsVGWxGQI61rXxifDxqvepOF1IPWHNQXHMLYiC1jLYEosvKqD7bID4Rhnskxyc9qiAtlloq+E0k/yVnoa3uj6p4KODgEaTxwka/qPsUn8Bi/fZLfCxahvFkMqcklPUCeRcTPkj8TynK7F7GBV9vEaHWNpiykfwLLpxK4WBseAm1in0Tpy/xtNOZCkx+ArlPC99ah8TIVE9mGNCgbCX9yxG4c7CiP3LbXWRvrni+pnxlEbIWEt8LxkIi6GYykjzF5FjM1QDaR1WAC1WXaWstYijGC1iFXXxwiUoIvENWAGpVW05cLx3wZ6eE4JsihE78nl4xnEP+F+GdC8qux1atSbEvnv+j9ECtkYH7QiTAJJB6+eNm60VHlcxSQJiSS+8xpSIQ+51N4CqM6SD8VkGEdUaN5aHYA5yh2aIZsKiCzWBaPGWRMCm1bgAQpguNos4HttpiN6R4/vOHpqA0PM8ANX/IVb1X/yprvgAOsI+khdQGk7V45ASyqBGbpG6xugalRHyHLJHYQjsKIjQub6JST//dJG4002pqXSLeliaJDQzq/2lVxYGoFiIMSLk/N+WgWIgv4poSBItMVnFd7RkeIShLDJSpiFL0QtQu3RV78K6Ylnlb4RKvhQQo8M1hGF8U6xxgAg8SNDmT+4AFtA9EiHFpNyga5kT98AlidTARXTYCcvsF0v5BGRcusLLqSmgt6w+vrg+EokMmiEHlFArGX7PzwQv2IBgEE6s4AYSUKCg+GDhbFneCbL4jHqYss9/TStyV4gKDzvYHY1Bv4TRQf75gVeBwCEA6kfTke55xSVQE9lk7qzZQxwxKQgiiUi7gZ3rPw+lmzuZq1DaofYyK1Oz1FmJkO5ii4njFiMIpisHOKFQSz7PC4FApRoC1uYtx3MNQrf8CgGdJwRCgarPT9Nyit/scCBhiERr9pWkRpJWwRzOoQFMnhaUugXox6OazkG+BqhkMzd36qEVuAeXTOQgV09niKSaxXZ7PG6QQ/2NhwaXJUkfNYLMedi1snB+DEMVbx+Mwlz0ejM5/5uNOq+XgE9rY8+ywztCVXQYZRyyzRbIMePcDusf52AJhITSi6CtdpriZCsb0Zsw3ZwIVqQTxlYupoqfpouTRIAp0QRw2HMyzCnSG0/og44udnKzze6SreuiOYpG0jEADoROP4k1EDsxYuQes1MyUb9U+mFZblmYsxByxSoVKhoFYJv5Hn/N3UxlC6dA4UCCUDCEsc5pQA+HIstyjlaqVpIU9aIOg+8Mab0rlHbaVmnwMnfVB2yKaqshRKboe1fKTT6VFaHmwjsxERGYyOXV6Fnpo5ws99wml6hL3ZBa2IbULaA9pQLXItzEyiPvwJQLBgM+7zC6QRmTuEbIlep3IBIJ9Bt9CuittyAieUkEWy74JmLNJqwAr/AC/vnxhhy5EQu09Ekoni0hCukmDdoLKaMCoCNmbSTF/iNJKl/Ut0f6jmATyOaZv+3wd4L3oOMzvPouoy1WXVgR4v3OUrKnf/A8z1QP6gShKxGeHkHQw8U6wASAOQW5bBwsIOgMIPp49da1+jDTRp7zSV1Wq3FILj56wrq4CZ2uHLPpTvs4mTsGfFJrHW0Ai0AQLEXoed/PH1K5bkaeUxHvQK5qDzjAf3mbPfwy5Kl3dY9TtWoQJsyoSJP5Jb0M+t/4NpkECK+MPxbMpOu6DNYwBEhcXPCSIHzSS4mvd7r/MBeXy/hdbiI7aB9xOCFVYQfKhZ24IQ0thJfTwUiWWXH8z9iUGnS1NCQT4ONZKmyFg/jzHFIfovt1adZPUeACLhgR2DJ+PHlHrE9ZkJfeIiGiOfOcHgCF1oqObTKNtSnviY5l1cEU+SCff12Lsft68vMXEo58UWu58e7y5DI5HQRcKL3Qw1AvYiKWCi87JdSW1goe0vWM3AGXULvtPM8MTrdJpkFYKBmtT+lmPwoyBj0nV4D1LLJ5OL4ut8qpxdKPY6C0VK+yEL5Oj+WDLp/npQ9HkU616YiMlcVyyFr1tai8j/hFE7kM9FMzozOg1TLWhv5fOA2UdMistnBjj1J/ta/iGvS0N+fZ++aFCwfunzkMp8E+2M+FuRCLGQ/2lqhgvhfPJpXTQscgwGN4DyGrWJc1zryMX1eAEF59JC3UASJPtDOhdP5VVBT6a/SzTMyF/UCDoTTg+O9IEZBikBy4/gxECzovG62Sy7Ggzr9faELmvgdHQhNo8WbR03w80SOU87T7H0kgi7gGcT17f/yOrfdCiUVnL3zDY/TzF13ENdHhI004v65MymeZexbNFLIP1XIO9roAcNkUx4vBrSwyICD6zqIF8iIzQ0k2t1zFg6eQkqSUW83X7Ir7lx5lsSYYaRA9ATVycEX9xW3utgjOOjQHlxz3ghjtSIH6/TxqIRyjYpHo8aX9JAUKG8+LFuGLTgIAH3rtrBmjlwXxhw0XzFJTEeUGQOhFMWlUmyeCGRHGWkhJ1xn2gZ8BGOXCXQKyVnxBNRqQ/GqEjPk1wkSuN6B/BQxyOgSfnFCUngjcpkhvLo1EFnsJNx8Oy9rKSi5t3POJrOAq00SrJ36RBWGLi+ZCOP/eM7IyUS9ra2v1xUo4Jzt21hwZ+H3zP8iJsyrda3BbgzsNm/WmIMjUmDGiZqW7lWlSCJABa52+KORS2BjhLhn5g2IyeN/c6xSiRIRbJXMQ58zTniks0GUVNLvvzRis4OjoW7ajXlJY/C2JYZJafI+y046IH/BsZxIgRkAxCQpgrtzU8UPgahTBXxgyLAfm84J72+Ot2Mq7fZ5YFmYHdMpeHqobclvkLlDllMRGWAOkANf7/uquXyuIMeZgenq8uSirU4/paXm0ivLDFtJx13ZpjNoCwI91ePgrCMkgb8kkBvL0g6AiJVslZwzs+gxPG8SvsIHiGGLWYXW5GeL0sRGAa1JivROyYWV7SIVGWYeOx1AfBUITLlAOgL7IpHtBUEBCzxMAF4lgaY8UUSAwxpCRYCgBKMWKgoSjRobm0LnyxSNdN4yjihMfsCSBBnYB5pivGAKVad4niVdJQ4NkEZsBKuAwlGwf6aLACDoyCGQRQpAq42hgHHp9NBoQwtGYQEucGgHw/xKCEA2eIuafBiR6anfL40r+JH4HbmQGArnbpeLVQsSxQx6Rser/BhYRl1r2NBuJ10Sy0GhkLt0RiIoGnsne8SrUZcwlSxVMFpZxttGK9ZVSbER11PmuKH5q7l5lAQeJ0WeBgSRmey4VMFh5aMc+0cSeTbtrRwt+smG4vkvj50pY75JM2KhJpgwsRzuR5ljCWNRlJt9ybmLhb1jjql0nAcxoBYZScD2K9RmIBXP9jJax6Oi0qjmQJmppJLR0rirBEFp8kqcd39/cgiFDcBWNa718lnHC5whC7ZlpsUFhmuwduhRXIINjUk9qWkz1mW/PerKP7Y3CSoD9wTbcwBlq1eZX1FVTXXIUqUw2P5Mz7D/FJZC0OJbKH3u7OELvI8yyg6sw+rqNCBoq1FhxPJYPlF9EiLxhoO82okHB8RyMAeUiRaeE5MSiIm9qsY9O9qIDe2MSE1xEjsi4uBoDgoBEdBZxi0euuhFkSbTVmGOJJskzlAienW+4NHwfEW4PAw6RHJaQeUQJs451ooNoDpsnREQjsESsLPa7kMYRhfUAR3MazMARf51rISBm4B/6SAMJaRGs+DlHU3y9tjK9CVLVTxGZKTHU0NNes+wUMIyOOPhUdHrFHXCE4WKvcjXlL0iAwKIy6YZFKYsUe4wcO0h8JQeUZFLH3v9coiyTOZCQFM1o188N2E15FhXBKeDEVMNDja7sUW56Oo0+I3YrlTNsUBqncKwRndLGdojF50X2FRsRjx001FvR30vkUfn7l1wmsFwYZeUZEOT6LljxFti9rsy/qL8eD1I8NtNsCkCJrRYCnoGFsBC+Jcla4Dei9qY9mA8oZ0MwXBmQW575ugt8Sa0CFQxMBNaa8K3hvKVbVBi83JMWQnjG0vckEDEh6YHb/HFLDFoHxM6UAzywJqf3NvvgZMEgTKQKOaViSTjmcAuAcrzIyyGY7QRNNdyEBheaTvDgOMEC+MbS+AqQPBz7tgk8UxI803r55o2+/wEMBiCSp7qP/TIbX6DMcIfAmPfLVmxCoWc+2sXuxjj566lyUDhAwykg7dx6xx7CEAcdWCU+kQSORBl24izhIKJVCslc9JNPYF0EPbflDXHeBC1SsOHOEE6tUb4boPgr5fCAtlLNJKjnbAFzQ2AD/XjGG//CRYay3/ccPCkJOJqEe/6Kn6IzYhRdogkwrI1Ri/lJi8F3w6MmwMRgUI9OHEBiA+yPdhF+ThSn2bbkewIggyGvq3TBhGODMP2CbYYQpCl+TSuuB+Q2BevrKtBsPY0s3c0F+Y6oB69/D8KWYsVM9bFMQxddgA0BP+OQMJ7oCId0wgBSJKNuY2/ZeZQWYHiEiQiGx2KtYlj1MyUrW2riyGIsQ6WS4878umMGO4kpK3y9DnBhLOf2C2Cyx+ZgX2zcscFyQQF8p3tDrBhwapH1O3SKFBBRCAHdmAoDlIbRYyGS/yrNo9IIjG7koNy2PsHpbrkB5E5lMUQ+HYVa17SDXB35PHcoBhn6ILQloJDdf8KszbrwDoKI7E/4N38z79zbDdB3RipTYT4wurLCxO3sAvhT8PI9wDgRqBlPFkOQGJBNfbG5zbkL3xwxTIkMlqAZWOFnR2OiCeQHXjwBlHstCZPtyDF3EMdZFpHZWq/v/OayiJZYjADx0qr+3R5ZLTAW6OoOL4QUJtlgtVcms6zhPFv5ejmFyuc+uB30YO8MM7vauMsuAheiJMkAMZIBZsinG8DSJAEZCcKv3a4fBQA6wsgVgJzQESsAmOWCqNoCCBQ/s8X9U2/EU/8/eUgHDupe1kBxTFrU3IRzybEVsID46KL9FbuAmoJgAn7L8UMj0MPn8R8OkSwwOpT0kF3s/SVMoi3kiPmQBSnYN3+FPfIzC33aGIIQmxapZV7NdsRB+70h+a/V+UH9JcPvtSRH56EbUlE/0Jm0VeEm1slDhJtR4PTZ81QjsWEptFbhGKICQeMxtO+WW++NA2BHhdgZxuGx0ruQaAOlRTYD1UR3QS3VbiHvAuDiAECe1Lh4aHL4LGQO6mEqoBMUigSXAZY/Uu0NddmKBZk8fyaYpZFDDpYmvjXTjT+ep29WHO482OcokCF8HSpit5GS4KvsWkBGTjB+6dkoqQjTX7mo6B4mGXm65o7mUYxDzYW7U0ue1yyiKA7pLgSFAIZdtnePMxAQNlRYKv4ZL8dRnEcjikJZq4Kt7NOCbT2zz2CUVZA1qKYTB5sI/vAxgmFLwPHA9+9SFb6LSfjm+CBtx7MUMjA0KDEovJ3GCggNHDFqIfvYZKfAS84UgqeQKefjKPQqe8ZhlFmldYRi4G9tEW2AsdsAiKn3T69ChmLTIQKMG3iNisOYFiE02R9qLzZN5ChloUyzkRJmhwWGCIObBiLSmzoFZqkkQeC+WbYxvEiKxV+hPynKkL1COn4Qco6QX2UcCAaoxSGJ7pIxiM6AKdJ74KBfLOJITnwVI6QNpEnNAaQtSsT0er7p9XooIPjOpR0HKAyasgWZUnFTPaqOh6rYd8dHXeZxGc4DMEtmIdMWiZVzgNhAuabHKbs52kFAJrmucZFcTM9zAMtGEnlxkk/40uCniylAx0EF+xSb9+9+ASCwQ5/O+SwhBu/uwDGoTBoBbmJz5N87hdg/LjbqAKYxSOzn4xTIUB9OkJdhby1k9gAmQtfDtgtUBYhFsJOlv1yQi1AJ+MAFruKdBMGJqtQGuXE6f6wimrc1+e3IuDR3c9sELbBGcxl6zMMFqQvsPaQxx7AuwNSS2Rv8lVYD10OWOaUXnAtLj2g/DVjRcYBZujzeSp9iBOeeR3K7DohKUbZML8pb1wG+qTuxJSZ2ItIVwpTXnFGceQ/f47+yzMFcTw1VgUZ0DbTghKRB/Kl4JMZ4qO4X38e5+22LfwN/zguumkKE/gwGCsU/gTK8ZALBNkD5AMGGwlk4na9vwk2AM5MRyj7ZaDgl/93fufTKCQeQIHeu6rtq9ZEwdE4qQeBAcVl3ALbAg6a0EGwcjPZuINQDWvcuJgVYKRiPKwfDocViOaGmKoEJAC/iNTlCT1aPx3jlaP2xNG6OkjISRRx8I2I7ioQQbLGtrd/7NcftTFJPHs29S0nnu8acjZAHEOH/2Ba3No9G7KiDwjRRgXno2ZXthuSu4pnMdZJcIu43N86k0BHXODg3O4yIbFQYRJYCuzci0W3QGyiiEVnzFgHUoB1AezCDYAaoiIyQffPssbhRevuWiqb/mdajjg0vMoXKkLK+q7ZLNsHV9H7ORQV3hXi3SuDq9fcGHEYKbY09MFw1tlk05oBdEKKUD+WKDrWAC3YIW9iprYXTj/AgMIpI19kxQr+5Q3x91WjTC9Y7OFCz7r8Dg1fF2piepQ0OZ5ydZmMZa7nU+nwqUIvRgdMhDG+iLCSFpuQZoI+zyyAmIq6KTGhUPPkfeMqHtk3NnDXaXvHqLVKbI1opAMIBacmoYLyIJp4KajnRjSnhPVmfbjzOur8vUdPaGU5lAJ2cJO4A00+ESXPIl7CxKgC+Q4caErgIoimj+bnKENRJE6GqS1BYpo124uMg4JLfZIS+zOp80Bi/sC425xx8oduVD6aCQuocDA+WFEEjmNpZK9miK4rCBhr3id0q2Yqa29XSLkeWXQW/NYIDQU9s80gr51YULFi+fRLpqV3wNDTTSrDljXSPsWRdDp8BflMtcKpgmmqITfuo8zK1qOLkuAmPcnYjA2gjH7mxuG8N9CF1sU2mcwUh2HCRAuaObLnpTYIuyYM+hS57CBKgoN7KBxIM0VndDPBZlSdjwPIaHSipG/HEQQwzfagmkYKDCEjuiYqdbuXauHYkQRbsvKkOBcma5zgn8fQYymLDrFncpnUVicQvV8VOHU8uRSYIfM2hj3WwRBJFxUec7lGwRSmFepNTYjiieBsDpQQaYcA05qhxLndIS4BA7zci3WUL5oLPMVJ+UEJoOILHksKgoPLZuPwDsmCt+TU/L732kf5pCjcsWmRNa6V2WJF0MwsBMKWmaJ4wIsUgI+b0l2uNwMiVNqU7Vr4Z3Vtd3jQ2BgeWaFKHkheDDfQmwfVq6HOzhQqwQtlpiEDB1swAdq/4BaMSk9IoKeai6kwsRbymBRjjZsOxC9/AF07RNySsLvwS1aLtPiv5d0SklwMLwPd0NjSbyqNo8kSP+XqRgJtMfIz9+J0vyu+qtaOHzWuQlF/dQEcAwz+nOQ0h3clNog3SxS74ZRcpgOVPCWAiNktIxkXEr4SgbzI0qe2tKrmwwuULI+NimHvJY1HKAv9C6Y9SIAKYzf9TWyOV6MyR4kJe23pYBg5pYQWNrHAV2DkU5RKkAxOJjx0o+ZtEQ10pktY4KVUWRFaaANgkaSXUoAJzARGhczjrve8iA0GxSvooWWJEAMGlXzBx2TMSpbtwCxfAFTlw9+GEpxyW3jPvEpX4OO5kIxES6NVxWDeFoPffcsBpCazD4pV+PMertfuUquIeWBsn8RhxskNIXT+H85AZ3OGuQQyqLxK8iV/XXa7m0A1NjJ31ehR9U0RMkmIIM4DrIN7p3JSmsams8vvbb/jRurFmrslC+QcPcGuK4fIa9I/gMb11U73JRXu3qakgjIS112SmTI+5my7KIwseDi7bxPs31RAmA2jjLcOSOVZKm//Z+k+nMIUIt+emQuZOTQ9lTQUyBcoPazz5vE9/P5SpjYwtdZObaqD2T1JVxogaFAgjg9ICmLAyXS6TyJ6YhNvYCGIxDkWULdPveJkWNZe3IAJf5lNCbYzABdvdFPvgLxhCbP2IUvqdcU7ksgXysILpqQrpp1NaOH6rYg5KyMBkuUdOnHRPd0tIITlwwOoKxBpt4Q7ibBnZuAx2zQ4LnFrw6V0/8TfVN+dbkSxE+2lYfiJDxMvpvm2hBOqdFh7piEuKifT8FPXWLTp7gzrcX2akl6bDuKRg1p8UhTDJPNZdScCMRDN33wCMRB/Y5CbtIw7L2e0v7cQIySSAxyFghOLlbMK6KQreQlm1LeYSgdAjBo+UvRBPy2beHgpFQSVmZjKVptUPvODQ+ZEQjaiQUylVOAYR3TUSrVnhUOIpJ0R6Zrozsi+6cd1p/bdnZgHR5mUldGR3q2ujwgzaa2WSmJps5uITzSQZRJcSpoBDuJB4z8hqhogEwwWm1zHIuYlAzfA6CEKvYh8ew6nXhTv6qCq8gWGpt3spcDgieZSTSFQGBvJ+NgcgyUUWqVXnWpNK0zepGKF0PFhgoZ6vPAFXXooz2Z6okTDWg6dOoHBMOg0lkJya5OkpR6QqpwYIr6BeTfHaaCD5S4joCK2sAAKmTNihJ4HAXeCxjBhWChtdT1xDST5y6KQHeHkQqW54nguJj2JWYDDE5X01huxJlEkWg265T4ST5ZjA8RmEGIxAcptlDZhWNtDPm4uJwGZTsA3MfVsa742ITobCFmXaVhI5e9Cn6GyVbaNLGWqQKfPETDiwssioQdqk2nw63VrNKtAQ0Kw8V5aI10GLDGuga9zASx2Bh/W3mVsvrhqwvZNt4XjdQKYqcRPq/cM+3LzD3ypMlM2kcOBwFebGl0Sz1k+1hpS++HB3i4TL/RJpFwK5vThTxvJ+TceCcXqmnq/VVxQRJiWrWtFYbuUXq4Z1V86r5tE9fL3XdFf7U97Rx9FAfBUJHrVYStMBGbw/ZLCBibaLQSRt++/CXmunsElvKSBZSIbCVn/YdHExd4uamYpiv2tOI35V9PQ20+X5nE0IXUPnK+yz/JhP4SPEllvryjGXMYrB7JrNQvU4QaB2GqwtCAYdD1Wbcn+XX8kfPHAyiKG8x3NoC2GL9yUnZBV0NyVd3rqScsKx/ihsALGEG0uUX6ZhNNTpzq3BppVyIoCORbknng4zajqYE3uWR4SRguAPczMpq+KrWh08YehdqdbPpFOThMh2pLlqvJ1semwm2C6sxc9pTaPZaEtSKvwHKQ6MY05FT1Blr/5Rkape/ZkwVsyFJjbwSVUZ98KbTmdhT3Fg7l9S9BTUpHHUWLA5I9YHdJsK1NY5oALlgxONzOfhhfp2jEBAM+EXOqQpSLaPo4fJ7SCT6c2vIkgUZmY4g1SzgSQmEW18jRuAwUMzKETM9lQG53jIr42Ub1Qr+3Iv3sEXQ3B0EQq/5IAgj/GZf/oByPLeihbuXrYzNMwRvIAd89z8Il6iTO9WKx7ZpsJ6TOMYd/01CrSyOBqNGTPiandSiIQSF1vfTo2RYAeGVORhEj0oExUqE2JYUWDmbH4T2OlESZ73Q/AXqjQCzafRv5NeA4XDXJ79NT/dzJk8gshM6RmZ0avZD2T3Okg2WnsymQKoNAolauVKCVQrgF7JJ0jZpatKSQQxCyPke5aU/6o0CrH+EKPI6TbQBIpZB9U+0H133FgyQf+FQGdVbxcHjVDpAWGIxZ8wMdbKD8KFi5WwoInesfotg8b+A989U7KkIdUrE0ZiKwQaIrPl5gX2Cca2hdAohi257SdDzjSuxIIiQPD0EeWsj4Vzyx4x0X0sZi3aelGClojXg5EM2LDGtPzBNhfzzBByCTnsUlFtLKDlxilWDxNo3zBXVxoQRZJir6up9utCPxXI4CUElgAHGOSSok+XMy29R8RIpossXthWaR4MPqctr84vM//WwTwGRy88jCKRyOGPgjPFZTqhiIPCwiwWZGbAyXMgLfw/cZJRrclduPaXLACliZagzNrjo4CwrX6UBPQdCSF0CkD+2OnbDu6WfOUrzWez544wPprg2Dg+ISUAFPoGIAp5n81jKt6PSDB8yCgwMzW8/RJQNqzMb0Wxv8didteASIRI6FEKHI1YivKrAN/YpE0ldJ83Ct5VtpseJfm7uDQhwhzlRfKCgRokoFje/bCY2Qpr8CY6paYt+uCuFvKx1oFCXeOLENb8Eb4FqsENxTftjjUrbjltk4TM0WSp0tq3LFIvXVDExkYCpfmInHhwx3zxVs+GM8GeNQLaJrO0R0WUX0CiZLkW3bydiFfPTpbV1sxGhCbkU6P62aG3ce/toxHYhBPZN6wY2BSFKxmt3ScxNBHrOz2odqz/uKO5d22vRCz9LSCsyuj0AViKObqSqoE6kGk3VJ4HSXV/PlLzO1HV0aG/e9wAU9uvKxC3KC4qrqgdPwPPEMLmgi4/zSHnsB+Ob2La1s+xaCyO1OtHHZJBLt5nyUPCHu8qvWi9+Ih4vD8TduQexPiwHnkBFICPpaPIVo/Bc02T7oJkjtuZJh1fRe7mTSewBIMXTud0Q/EqTjHfJtLBYYqnRFLfDAcBA7QT3xnBRgfYk/w4kiCk5qRK5I52TSvOcBMAeJJ5ilzjBA8NCWYGaaJhHkBCbduF03yLS0ekeVVm9vsHK0SwvBsM4+Je0E33EGlVJxidPLy4qSPYso96qdp2kT5FKthZkdBX9axsMFBv1BM0ATyWC1coS8SS1cq20AWOQMpOZkUf4dztRwX+q4ME+7mPJ8aRMtWsb/czpNud3xIm/PAcBZmVULbeViKn5oYnDAx62E++m2zhzkMC58vE9Qu3n3VgMeZV0G7T3nZ9Pd4x6ouhpdq0U1Ae/fkpprfc0lssPo0DADDlioshSRRNyVIXgJ3YHgUUvI9vMvy6F12y22eHuGIcLHZONLfaxdGhSxBqMTaxB5DSGyAWn6YArH4avBNkXLKWGb+4zK1nfZGPeRkzlVAAq2UoLX85C3fZGJBtL+yL4c0DrqgkTF0C7khAC+IAI41qWuBYjsuZSPaWhiTvy0tDXqpHHNKV8QkiwILWCtWLe45B3G9sLPX0nJtIY3JE+dkrXUMRGp5CYbPvfCe1EEz9iAuizwNGWb5jvYGuDYLsDw5Gi7C8s1LbxsttuOdasMAYRT6LRmPBpjRMnE+NFDe59Au2pWgJUAEQfYdT7e17wQSMvmSixpTcpPE+Qp2tajBiXg4Ui+XXbp+GOour9BveKV/rksJi8SMPnC2B4jNVgYK85caHYXidgUBB0x+33wxM8PRNoiIIgAJokSbB2D9wqpHE6l1ZrDoWMdrNF45i2kfyTJpnuyWzWnLRf5xLxob5qZPQjvBM0kyKgI75BiLRXbZYRJo1B0EnV2uikxKCo6plhXD/GpW2G8vNlVyt4WAeLOYiq9Vi0IdLEzlzetE8xvBWvw8OtFbSfJrhUL7/DWBSLdS+od9rAxFwc2N3nh/wuZscdnewLpHYLOrPLS5MRgVgsAABEmm9gnAuBf3Y2njxQNjhRbAwH9o38SUrPcBT58jlxdjHYv+J0OBG+CBYbS8WyXTfqeD2Av4kG6AKUFwjRsA512eByE8ex1yj2FIWrskKGZgeYb3/kUAYOdKJDd3gBkoo0uPhECBNAxrIBqmUlR4D3L/DxKD9HKY1xbQhSQvE9spbsN4ElHbAkg2E/zjf/Klv+pPDLNp9miJd1lCKWqRsnltkvykW3no8+MnUAUeHMBc+/dqoTzFOaoo5vkX2gRGGkhAyQbXsfIx3CmKKQhAFgZb4GPdHXhTZ68bA6c/2km8pYRGAV6BFgkBeYVdkntwL8bkiw0+dk5OR0yhChMY6FIyn8kAteijhC0CeH6rFGNh+4tJYedWwtctkdO6EwVYkLDizQRUVoFAEUZlSJouoIfkYSB9LwkG80yQo8NJKpqobSEGeQkKzWs3cUUsSwAyzr8ulEewHOLzTPBOsMgSmBVy2A8nt60c//0rDfyEAB6kASCgOJPUjxOey4PcAn84L+M0Pz5Gi4UTJ4tSKTMqpeU6Jq0D72BXebKjQHLK9wNlHIxxhDfRU/EMSIGW1KMZ34cvxcPA6BTdoOlwXzWiNOeQPCd1tfCWGK2AWn11ceBntpWyWYFEBPRak0NJQQI8WKFFhe0PUNSip51WG39uK7TN52wXpKazWKl0PKFWte6+H+Ed7ZEhlpnMGxhVFB/qMaruB0YhVjV8TvCOdtt9HKysgshEI/IncaDMUcloQC3CDQglBt0D/5DJUP9MjpmZrmWKhgcoAJDMYSdISFRd61KAiWSbCvaJS3FNz00c9QxE/IHObVBquoW9qjFAP77y5EEQw4AqD6sxRI7TItPjlTUMsrZ9koI4CPwWn1oHHcdMsZ6tHflV5w74aYN1MDU8gKQ5FOgVImNtSwPFD6ri8wjCjNT5Ev7RWLfU45xV79Ue4La2/VR13MKJmdiL87YVMjy1G/ohEVTw3sSh4UBxKCU+j7I1nQ35ImhWdGYG4TSZYIFRnI8DS3dk5dHZ+MbGSOXM62XVU/9KAQaYfNdwoYKqsWk8YOdSqTOaj2imlCeKl8PLexNqH0dr/VJDSi2nCrSTCJzVceQLkTEnqfi0mXJGOYcm2OHITt5w4bxIoFGWXgRi2ihEOn6d4j7L3ymw8r4EffzK/JeOgHQFnHa8due8o+BJgjxg61ZAN3JXl5yXht4Rp+oy9Bt6apGj3DdPfO3n0YGBtFcv0HPwt5JNdFf1NHwzh5PaM4gNNL3hMWxVUoI6CTD+nxvO1/3s4vwiwMzR5mbOyTDnhc0CHr1V2ELrLHoyBiaBC80JdZWaQeri1sCHLLtm4NU9AAY7hF3V2r7E5KlbVQb9W+O29YsOKONg5E6R5h2Ij3wSE8Eq7+UJvLZHFEkR6vZO0Vd/DSeAKWj3iftAtdrCYM2s/mClq5Ww2yT+DzPNQYuDWWDDPsgQybUkTbn2efPaLBcwwm4Bv2LxddaUdg61EsddXZ8j/4ONCLlQ6jgzk1odEL0MtB1vIC4ieAY2H74CVFgb5BwBAkFj6bt2Lqy9gSiH2ZAMrveohnKnqrQBVK7RUHvOOFTy3jlzSdAyjznTDMGHWPLmJ9qYxAUmZgTlDyNhEOZeJS/jYmZQP1Ib6ak+5YVAF/K6D9+MxGWJdTX1lTGWSAMII3OIvDZcEKIbQyoUT6NFoV1Aca9hpGHyFJNxRiu2bnn72JVKA/DTGM8MJFq8JD5oULOIS5pwiTP6zN7kd/3C8+DJkxG1OQ8K4VIPM1Fdt/6aX2ylGcoHAqZ8Vnv5IBGbWyylxyV4kVGaRyrXxYN9f4n7g3sI44PyLg2W/6UDPhSDBWCHm3qg2psEHrxZF8ymC5bT4j5pS5GULR+ilF7pRfA5EDHFSJStP0zJ2MWtCcvbEX5S0gBJ3qRHZkIUh7Lw/MMCIjYs9tuMDIJ0E5xKxeRECKgUpsBUKMWRAnAvOzf1fkK7bp5NAtkc9ramAgXpTaWco2EghL+8ZxNxRKcCcImSiYmwrFbjgnFOsVJeQSOZ8Awd03QbR5NY38wAAP8PbyhUFa5Vd2yoTqSr5bXInkb/l13JEGiqel1uyuIW2StNmhSKoM1jDeyp5XxoQS4gs+pacmp3qzZNKy1E18GcjKYLMArXU8mwyNOD0tUDGqqCA69db760ADJDPZshZ3Eq1xacL8Di2PkCMvUjFo6B1paLNsop70RczybA8QAmGpqDwPvudk/4XnV3wwUbUqBkZ5H66MhST+0ByHT8OyDLKymLaLxE2TVd5DwPGQKQ/yI0tMgFQ6CBQEIqKxGxgUGPQxjmIv3fhfJGNFcdyHSQ84SD1jFlNfZWdy6AQR5AMGklmRkYNkUE4hmWdDgq52rOmya/ZhcGYBt70ixvm9lC2gHFaJ3MQLLccOECF47+Dh4gOvi0LGzD7cjFobYG5EU2gd+0FjrpKP/J/RBKP5BUrzqitKcl/saTZME/yy3oKIV5uSCDcgntgI9zBhQF/JA1U8d4W4qkJKA5s0Rj9DFf6njJCAMdHpJDoIAkgFB7fmQ8LAyACWg4Z8A8U2LoPceHQiS058nRqOSwt5YVTMThwKVg4kDnwOqlYYKa160MoRp1nI9DgErRuwpXvD+iXZmZmcZdLwWvpTHUZrsVqgaAYBqHl5vYB6RgTuP14lISGpUQ+ZlY4eoYYGYNw9DAE9/x5FiS0TSq7VBOioG25W+zUvZlPqEw8kyMNXcKqBtHefCFK7u7qINlNzRkHJNLT6ZIJGqI/o7OSl9tcMFQKaD7XJ34fiR8Jr6A2ly9KqOuiwEvHCnQZlgIlSAhaY82esCsAT/KLkMxY8KeqQAzePq6hUqEH7uVMxZJ0ZP8UW4uCGD8I4cUZ3Y2NgHDXGjCMgx51v9dq0nhcp3DX1KH8wm94kLGLlgsCQ+kqERQqVVPokBIMPGCJHJeCqiOQJQ3k2gh1dfUP+GxSY7Ik/rveJYL3iCUG/AgdT2xqFsQdz0m40RcV51Ax2SMkQImltoztuWU9gqQ/zWV/R+aDL9k2/tlyiqGn0o8C3Tk2+gYD0HgNr1QcE80lA6Pj3XOCLaulA1BsD88BawhcAWyasEevxgRQmzvH/Xy6hcsMaRhR5G4XXe7BGSosKHiHKGaWsp2kO2y+Rqem1IEiuFVGD8feitl+AKYKmRVP+WV6Jt/hARGTB8LTYcrrByFBYjMb07CsbgabpA/ak9YYofLDHptWV4Z+liLgbwZFKzknBG7lC/PIP05fCIpbTV1YvM1IqREqRIOt4QBU4i9U6AqDQIZvoPHYag3Eg54zeKdUMqtCDzmkxDoe922Z6GdhZRlRq8mXU964+q0pQQjAqmjZoOFfSQ4uzSZS0gHOIfrVC8gvK31+FxVxqIIxWqk6VF3T2CbGYEN5ia20Nou9EyYu3hIRhwVGkHNX1TeFh5t5zqz273rdwoNf6Yq3tk2JePoYMegyrLnlXZcdHZ60mqj8ztJaEiQGk5IkGLNQlimvZnc+ZSCzT3WmMlJuAUju2ktqRSSMsfG5RfkRhO55wo4D7eropBFWYpOdLGE0vDJhBtUVFaw7tTMVuiDTN36aYNtSg1nzkUcRc4OcBBKsxBeL5iLgAIVFIVwVzDjyOo520pUSnIYv4oAjzvaXjsTlZa3SgZ8YRBGKkBEFde/pVQyzpJdPvaqEGPdYFLBMPeotQgkOaLIYPKoTwCx0YPng4gcCl6bHm2TJGtPAM1OwDqjdEchSoDGGnPjInf85J6TyoguXhqMXYPiZLDUvxHCTNPbexPbQkGbgspZe+oaAnr9VrWNAyWlJcLTLE1jruzlBaQzZ/TLQaBD0x2jjNGzZdzgy5+R3ZQ2JK4LFm3aSSCyilwgZwLFqCzQzogp7ChgccEMP8q2vKKI5Mskcbs7F5SJCyclviAHTYGNBq8CefuJpAMHASrZT8a3Q9vTyrebCNCpoObz9oqyoFjJwCLwSQZADEXgV6K+YQxynJ0TMywHGi3xUbuAhlEaPYiHoqVH8F0LLTVGh+CjtJT+AJY+zd4R8+Ye4Ds9PY2IkhNfGjUMKYV801fBMGujSGg8nJ2167fUtVA7BZvCWDz7ccv4UjhmhSdAfVW6U2h5FZpEMid5QhxwAWEqwuolMx95TO7DSQJvfeebyJYOy5+z5wQtsSWAe5g4lTwjIFyVS0hcDvEP2E/i1o8e2n34PhJhUm0oR1P4uBI9I19SQgUs51dfCJWyxjgXrdliUthNXvw7sHwxCbVSOGb6Hs1UHeRhFKtGTyaiAM+BrxVkKu8jJsEqFEjAXdEbsBtrawlIRUrA4BrBI1hNKqD9ckFUmh+cjZF+C0EWiKkfj9k2j0vhbmYs3/PdM+gqrbIWBpxyXxSlDIUsQlsmumNwRO1nIaG4IKyCZFGDVVGNqPCv4a16BTD3ChEOAOcTEoYPCl8JIzG5So459nkMHp+VrDnkxeO0osJc0nkGIo8dIqN30K7poBJIiKJiGb5UbKTN7AWQAVAkqK0/J2VXfwkdchlRprBZ8SoRxDX+UG+m94GJ/phdlYXfVF3apfd4IR2mtmp1wddwTLL/5I74nFTgdjZ8LbmwVRShLNXND0TL408+KailCCDWalfkGxjCTJ3YBfWBiGEwSBmTyNW5AqSAs04G1NqJ6JeAZU1/MNWYuYE186tgyf1kTFs+m6z9KOJNe0qDxP5/99gVkQFwHwVwKBko5mB46awRgz5IJp3LCGKUiA/oBErIKyJatz+VYqeZsVhoRVVbmikrYWqRySnQOU7U1MjHhJWsbemm2wIjxfJI5GFsJDpjsx2/SRj3ShoggKDi07wkdoBMjght3mkcft3s7Zp3wOCtwjBKmGk05/AESSZrLi+wX8TQbchw//SGR3qA+rJQJEkpzMowuFiEpbq6B4IyEjKWet4fuvK4KWiFLFgHhEtgiszlEDxjAZgUhj6007SEAd91OBRawHtwDHdJttqRDmfpe9phfkABYnARfSBP9RKo1wRmpUCopqmLx/W0gFAdOxEq6n2gqKdose4bgYA7hxgxoIyG3VmcwnUQmA/tKgA2nigNNDpcKMzFDIPkb8LACgPEpmc+bMBIM12BbAA7MkE8ZO9cI9TTCHzOuUHObCI5/oAaoxmYQOCAnsHSQ/eRH5g9/iGNvpMxAYrermrTSLs38gRMzPO0CgDofm4uHtu2jXWfPHZpe50LyWrYo6pXDroqFIlezXlgPuwjhqX+622xjBiOgoeY7HR4WLYQmlmFQoRjAu4CWVmJPQDstYZRFWR9pl2jKN3eKxE3DPA9SHZp4rHigCDEEj35sqQRDoGjP5rEQ0yEjCRDE3G2pu29f1Udo6KWErsSnGXNsoGb1ypKmee1DlzpIfFE02G1kIAF+EBlEYSrUTq8JHI1W+dLiN2tjbg55u8JU6hWCAyrgiFs4PWvJtknF8EBbl6tiJWRXrqjqbwL/MvUQbnXKN8P8TG+xpN8lYwNCEV5Ct+aJeb3K/9DgOj6JQh8SZJoguVmCoHpruLm2W+4XpkpomZmfA/QOEdBtc5goplOQW2ZsMqeZTXntOQBtHklGXAnhtUNnkWIVj6LF0qw7k4eFQkPyMeDEgMu8QjLx1Puwd6G8RMsXiK/5w47+7pTDEBhQHRhmWuVvmq9YogHDgyWxAVWPlY+0gP8CsyjMwzz5bHRLmIxETRd2ORgkh2gfoX/MkYz37+5410i2GybDXEP+gAEGMCSu5PBjK2Yug4SH5B+zJ7Ru9lK9zQU6stcMAlOzbjM1/i+gaPmWkdhMdTZfhs0EnvYQko+WJrjCLzTL9DR9BQ7MdgfMFUh8ZX1/e0QXvi+ACCbgDlPD8WhPMQCfb4pEnOeA1cnRC1mftlunqknmzIPhHFrhBF3x09DEfsWAy92ICeadA0+jxTlyLmJ6GxIIEhmZejDV9Fbi6NTDB+OPRObgVx8rd2+b9Q0egP1lqB7kkgTJER2DgAXDs51v2Zhl5u4kLl6AYVlvp5JAWKn6JsVz/DOOfpTFXUURYDEZQKUlrsgyxldV6oLhIGaTEjEaQUB+NhOARTK33cVWSMxyksYnnsqs1GvQPxWjlQ2sEHzFhRf4c9ukyFlUREf8mtxyiW3troyTlOc0y8A48uJybl2ryPdo+Z3YA5vBfgfdCjxzYxYDHHiOZOPUmU9GRJIKeBl4GILJ79qgsCxLjNANbki2MAemyntH3GRJK0AvSEvbMQEtGxOuM+Q1JR/vRQxvqQS/Fp0WI8kz3fgX+D2qRe4XiPkS/vuM3S/mw8b7lBhJBxd44DE2k7kgkHD7kCU+Ri/YcN393BUhEJ27XYF04VxI26BhhzIYhIW72CHAAHQ+goBmAIPwmOD4NaRq1Lr7gOUo3yFNZdcr4WTAb4oBnSJQgDCvWQkzuyEMZINnQzWiKURroER7teZDMGrhcAHPI+iaZOh6thQxkH7Qm/VnI7hOK27XEGN6Py4oLEcUHfV50ug9/yomIMexJAHkRXw0qU5HVScEvOpGHR8SluENCcikiNRPQBov23636X8dQkSScyS4/5wT21suSyRjwCbQ30zo6ULL9TBJhMMr2AnrYFvsN+D6GOPmmzh+/OHzZwMlJ8Zu8ZDed+ygxcsI8wwk1MQwpF3GTkrCr+1CwYyZGFK65ILPhd8YQL5AEj1CRiID3+UacnWWsBK7hUhzz31gL/F04WacYkDXTYwdatTwQswFkSTh3Wm3KaQTLHA04hNI2g2dfiuHpRRNk89GlVe6TO0vnMQL9NTiHx6i0IXNcdyxpzjLURRE55gwxJXZJg/4jr4C/1vo1D4RWwWqcJuI4F3Kp3wvdApwmkAAIQQD6pNvotAF/7XudpakH/DyGacqYRF8lgxU4RAkYkJPaf5OYFW0leCqijHN3z9MdaU7AiB71fmMryA66maIP32tVkOuNpDF80/cGBdry8Jc3Bw9vgF4fD0es0Kyun3mEO6sKmuSMXoNjFLtrUPwTMnmH/OoBuTQqN1QpagnoxOQ5lJRf/vpBHxY2hU3AABDWURFg/15CIbch3O6lENJ2A7UOt1rkDj/dfRjbsKIv4lJggxPikm+lfd118gXALDqEzFIYd2tqXSSZwFqrY9VHipaYwj/p77UDlIJtiul4h+HwiFa9Htt2ADpOwAiiNvp416Et86zJHCgdzDoTO+cBQDO1ig5frFDSRgujEVHNSwZKihIxETagHqjp8CTTcv1BGE24OcbL4E0yIyLKHUdO+Haj8UEh2pSS2QB8BNKUtDsRQ0IrRlNP2q1K8LicNRCiENFalgFkD9ndMB0WJYyiJfROg0E9iK4jVH1Qi488OHdfk06//7OnBQ9VdfgGv6OfKZxCCkiyM/0Ry71cgfFDu6zKyD+2FAqRGOsHLiyAMhItMCZ0DTHKZiGC81qrqxOmHKeiXtlxy7b9lGoh6j2OSnSOjtAtl8F8DS0zjMTBgsWcmlqDN92zicwBunl5JwgKXgwT5T28zAXlJc9WFT4NIn29UQ5pSuN9+pJn49ejxTliMpLP9e/Y3EROz7VT+/EEnIXIkRl+r17P5yyrS58IKh0F6AM/KkbysGQYPBQeVa3NnKyzmWiIf/FUHLlx5ZrBL4o8qyo143gJYjobPFA5nF+YpHdXGPxOsfgaXoNj6XeQabRvezkOPFsXKetjDsurWr4j/m0AyUZe8Vd0gjztBrVeHZ0CMr8AGoykmiVeCd4VNRrft96H5yhg9wrnjQCXMukjnKYpyu5xrAPiOvBRoB8JP8ukELMinKKnqgnU15NA0aooMSJ00LObnnnebK0+2IU4jjKFhcmsjbolXHIDLUWb71InqwQfuXb+9mOOWXbcpt69M6XTCwqJXxgnuv+3AnW0TJjbylxaJK9LNfHukptZFXi8bW06lWPz/rZl4TQg5/4vXS+WYmFvFEitbpNkm23lkXoZ4aD5KcrcvQmaswScq+x8I3Eqb9X4gYKhY6/aQhOW5rdwCzLZ2i3PtE4GU8pPzhIT5RjediBvaY9Omh23ZQgTxTIXbRe080uNXsM+v/VHBQvlCUEUdZG+C0iHEOzCJySpaPV+1EOjtDPy1dgwW9QgI3W1Ijo807cWfuWpG02Y3EcznQx0/T1s9Gj9R1a7AySM1WfR0qLZUoZKIo6lK6LVO2CrBaKXE8luNJEL4+pbOJ+daeNEdYgc1gMgripwdGIfmN3CrBISDSltZwZnUdhI9gmkMB7FPf1ueWY38/AfKzB8W8xQOGYuRBlv6dxS6No37/I2CZRQoUwQybCbOEAQUTU7F39z3d5iI3iRJVLa6RqDQbQ6RvX5jsLxrK8q5Lv3dJYzi1Ulwck6QvD9NU022w3XASmPoLxxE74EGtAeB2jhJIUWDgG7HCopoOKEVkk0M2AxItUJgiNLAg48ewBFkoIMxKzI4gJr4xX8R55L9aScwllVE0Z0lUvMRvhzZviqMDBNWuwV7E89nkVxXWRjvoY9NT/LQiN3w7R6lbENasraPGhHU1xD0SXHfwDww0UI8XCWt/bhggBHgJNUSyQkrGsffcAAG/HZ1z6KKZ7z+81Lc1Y275dimOegeVLPmj49QPcH+VhObfEfGroLJQotPkR0vuCfpDLW2mUTAgI0qpTyFVJtrLd46VxZOdTSopGE30pILZwsEVH8c6ZHiGK6/t+4dkE2/wJGwkWMHnjV6o3ReaMtMZAy8TKCYJVOUnRYRHUvxqIn5k3D4dTibRjRPUTHan2/M4N5nRa1MeSFmW+36AA1pgEKoEyanLyZoytm6ReHWGxWhe2A3hQmwGvIAxC850c+3RYBt8qg1PgqP/WOBkBYcazv0oWmco742WTiswe1GQGKo3QHSxbO5sYt3o+/02GCVHtNRSbGYYSDXTqRfI6kRZJg1zl6ml2FMa+t3OsbQ2i77EFRJ/6Tr0wJBjleQ1aCLNLPVPzcqMBkjRqvi6UbkVR7FNIZ5Z4FzNiiEWJC5e2GaWsemiW1gZiduSyZ59pbVLAFUo9LGU2td/FYJiiUsNxi0ZLwYO//yA6fTIcAsvZ/NrgcZ4l6/9c41GS+56/8odB6rgmp8QcUyEQCJtadMAV1w+RcB+EAiIG2Tpl3Pz1iu+9MDRooPtUPgp8UXsDnefCrYv4k8ZDGjHtVvbBXXCToVVWB73IM2iYtBWZJ1LwZFZg6zu1q+oVWdAnJvxQT7hcOugtWAScUasBMT+UbbgeUqiNw5wnrvi6EslFSVMRgQc7BNCh9V0H8/gw22+BuB6Agz8IjKxYqNawRUEgdeuZAf8wQpvX4q7QTb++HmdWUhPqzqEVC3kw0XaTmGierSgvjkNkoU3mNO00QsMQ7D1+Aj9aFW0RlZ+PymESnziY9OtPbWLTxf861SWV+4XTgI4ia/7AXc4c2D+9uD3XcuzsylJLMgR/yHveWeJhNpRCPYJSNSp+CD2KzhCAyamPCZ0C97cYTtWMqE6QFCLnw6BFCJ47/uF2UNILEz9/d4srwnAOndwARsqoCtU4+JBtthwWAzxfEuBE3edAMQlmiwATITmI9aWOQuleiWyJL4bw0YpCSZ+vWSUrWWsWgQPpdq4P2QynEAmtWXvfXUpZhdGH6kudD2yQc287jSGJNNBBerqeDZrB1A33EGA4/kigXowzXhSlpXrEsdotXnFrVbnuHQextL+linJjMNMDW/MWNKxcoxj/uq892Utv7mszAiQoIYWNFzQRNUrDrYcLVbfPgL6lDg3dz2D1YCAdF2o0WcKiCup4pRUCYG4H00Vk7CoeUUVBd9h+e91IHzatoUsETB9RuGuUjtOMMzGWqNGO6v6y7w22wxfOyqo325nfOO1xAkSLDOufCqIRSDaDMTCTh/s0pJNAJopN+RAI2WxosmXh9vaZS4LG5u5rwyk2J3i4vz2aAflZRo7RcQtFfHwGc1o7X18WKE0FiIOTMhtGzsvAL480lazZWBEPzJg3vnQ/Yl8YRWMCoypURIivGblDROGeMT47KyEjaDm11Csg+LxhhUSJaMdL9LJAN3SGoDCiO5hs1EITLcYiM7aMP+MF7AwYpIgRZ+kCXmhfrs4AuEbqcWSBpChrF2eh0Lw/LieRPBuGYhsYTW3sRWBrYnPzlqzPmFRIaMf7sIue4bnbsJzEVyrNIrLRmAUKEtB/S/I1oiDdk4ldJtxcr1J5pc8puPuPmiwKjT6xs0pGH3MZs7yTdpx1bx+kJ6Lq6KDSBKH71ENPS8P0ItXMPHAQEiybAoaoiLuRNoDjHYaujE0ncHib1u8eZiUAFZULT9n4cDZ2p8hgk4smOMyHSLC70ATtAKCphaOexxWMS0Ms5b9tVlCElZxpuFvnW8qUvXJAHZW3v+CA6pPgsodcVwXafH0gUnJ0pWChcZVMKV2VyfsQZf8UxoBmrYZ0/ekcmTaofJRIrEI0KalWky+KmUig2nfUtCYlSHRrEt4lQY3BialnVt4Ux4crl7sM7sKieMQOHTVHpSM+eRpsqFqCyQvmvtDVViv0Uy5mxi+UAWN7wD10R7kZtpzOCVzGrBhheTREIqsCsRqWtsKBwfNtxajGuFhYJAeU+0JAt5Ycx0QaqKEuJhV7KhF+qA4LvwMh3xD/OdESOGBoE/QAzlcao3G7Ct6DB8YZFpidUiMDz5NxNgs4490+R1LqzEQRsuIf/tfgccCGDlQ8aW8A+1EZf7GGJ4Ku29HPnPma+IaOLBgaqVhlCJB77mrHSCtAdCa8MQR8S0j4DgS63e0oLEbiO6NAOyLXxsBAdOiq9Em79FiDcgJtLnSCNfVb04pwJkkDHEwmnAmSzkosNgZhdxITIdzoUe+uFT+fBsJSdNyDVvucMbCuFZN7nlyZIM8yC3C4siE5RnLkguJsTQNAtVHpI5qQdoy7xM1gNVAldFxcf64VT8mThY9sYhLgygD2LTF7LCvQsgtBllm9tJEWP1eQtW3TH6L8dyhrAQKAqWAGK9wn6Ks+9VJCucx0tRwt3Oyor79UXRDrCAIR4ogm0LCZOf+6sIZV8GhaFsC+hxCnTaNVjozSmTQWJTYdPUZpcMrB4q6jDp2Rz2dGV8cGu94ok4w5qvCutA3YqH0N1ZeQ0wAq17wkHwcSEmTiSFbOBfW+irrrgvPStXzWKlW52Giy4hrQ54gMAzjsckqrhp/2HkNZm/jRAqJYA3tQ9OSN7CyUg05FKmQ7jULItfBCw39Eorb6bgJJqDhYAi1vXsRF5sRUitgWJeBRdyMFFc22tf64y+yQ8fbe2dhZtqd1Gu+O3Efvba+dg4AoFYAScIY3dt/skJHm6SYgGLFsdEATMPYdGbcI6JEQF4OAaOBoTMHcSlllDLuh0Hgxjr4COinK4NhEavuEMjkAZw1trgn+A5d8HOpr+/7QhGQ/Bnsq50OAi1gsQl7Eimg3pn6BgzQMLydcYPCUzwMi2mCU40mmCW2qmThJ77LROIN8yu4OdSLYUjyS+2szg1ED7Uf9PTG9vDGZPJpiosf805HFOX0I+YFLh/yUHZLVZTggiY4UY602NUCqpAJN7nXZV2xfNC0o9pOAnrVmtCK6ynASOUipCi9DJsZzqS4zxZjZD7OSxZ8JmgQEoIRVXCCaNN/GzgxUw8O4F6yaIPJ553j5LhQcH99EtelGMKSOiEGQh5eAaQ7XiDJx6Q8kz5C1R27ub7BKHhbhI+5VShg6wNxbXtILYOnoNk8QRxY7m4xc5mTf3pL8TwRGsvs4uPN19bMCmbtCaWjeS3reKz2neG06yC+p76Gfszq1Yyzop/VZYbrrqxvwaKIrjZIGCD5nM4WP10tzNWpeAJZvtiN5JWvFIbCNIimPOl1SDsmYAvollZxgRWuY5SD7OBKzm+YxTOAu4hgvtLGxrCsF2LjFOP+bWFLtOv+0lXM/t6+AmXWWQQUPshOevA+09vczcvQpum5WAdCUAjdbYXal33OwBKE7b84xlpWLwSySAroQPIPA8S0EbO/hkJUS44qfm+DhlNIL2YkoUHNIlvPI5uednmSvSlLBHo+H4DZqB9BR7QLal6Cc9z8+lISwjjMy3sr/sckEkjcueVJqOWgXZiU5XRbLbtKi5KGRopNQTmCwo3s2bGbqXRqRcre1ydpcWgat2ENwYUj+w21HN3pJv9GCUGwoLT2MLAvLdhNRJaDmh8gei5dFgFuDp27E1qZTugPy1O1c0kwPG/gxzO0tXY3ZzbqVJ9Pd+gwkyByBqobkAyWElzKPtY7M/MtwJPjTjVwYXS2KHTBydVcZhhpISd/XHqtgPmmKHdGaJOiNVsvQn5BwlqhricaQI5Az8YFmO3Sa9THa7UCH6RQBNIZAJfJupMBSg5GUBpVXl0vzHzA+cfQD1AJ47WdRcz5H6RjWnF6iY0I9ak5WlaPLpPGiO8MpEOqeKaRWeB4XY0+r2+9zQPMh+YKYcZG2Hmy9I8Av5NO5IkuZG085cnIeSkKWkUcZa4JhIJaF+BCCgtgX3cNhoQMhT7iCBm8UATz0TbZc2wNJg0LxPD1JQml5q++ZbXFo5VgHVHlUHx4kfOAcG5GBkQmqOXQAR6aRrmRQAItFGy9XIAlYL3YJmaYs1bw2BWihbHMtMuXJntwzeBhbpIutURNWoWFJDAr8g8bTwlmEXqKmCfFEBTPXkt9GiCdP5oSvbBO78+dgdoSG+abbNntufCO/nSYM8ascGDEMXwo9sSlXtJiyeQJ2F4EC8G2No9BIAjUsYHncUpw1YfGnjMB6ZP8OubZRAWloxaLC4ZRMOUxRuF1bVqvvwYPfm/IRfPQLsYqDArNJFQDrrlMcg6Lvv1W9hLHoGN3HgQi/rwD3kOzWHwDLega62uPxOKthBY3odecd9ktgIdag+g1MQP4DWu4PmMb0Olp7phCN/oHIuGxwcy5KFMr/kZ2H/PjvmdjW1uTo3ZQQD/TbGYY5h4ziqfXPSb89STakmRAMYuOeUmnCoHog0BEOMy19xIyF1Y9Xf4hDLiMZ+KROagd0Gmc8bC8U0B+iy1en2bGvi3md56QqvVfzRFYMKVsyh22qOdqY+gfqGD5yKXFZ4L4AGqwNdb2QpPImNUnHWPcEH2Cyh4PONCvQJVKTqGIwuKkAAakcfOU6sLuBzOwoVxs4VdVZE8UzVR4htr/BbgBa1rRkYjWpCkZlVc98IbyR+z6bUj8g5KHKyIQFmtfAUwYkALoK6gJdIl0IDTOImAwWu+ThsCuLq7J0nYBDnMbEW6qXSWoUmE42wgazqn+r0Wj46+WzyGnH93q1DsxAEr9pU81r26gstnzWUivWu23mR5b2+8BkWlmNcjkF0EDY3OgQ4UKQCCBWGIaJoYI7iDcRSwhP2HIJ9sFLRueiq+51c56iVDu816ae7D3dqhMd4DFKQn0OeTyEVYosvxR6SK9e8iAQGJ9zODEU5pnRgkb2gAfjJndbGuNtxJWEmtaY6trifioATxTXMMS/+eK3AS1k7S4iAETzd+8R9pTurWXoAjZCW/f3GZXdGdvM+cAL+4kQkog/niRRrBLAaphgYkKdrWZNU/XE8KyFS72GQwnFx7GPFBcXWnkQUGW2jGshOLiD4q2dvPixaExO6AMZH+HixepUsxkdgMcnAdgdW1cJ26FCl06NePswTnhKdkVgi2EQBrKC8jLrD7Y2MNpc8rT0VvSj6BAg/7Oy6gvL8nlFNaFaHdSVER7aXqDQFiC59A2V2NEFCCqD0RAhyr4TlnMAv2Wxozo7IKl1x2C6xk21c4viK4OkqBnPB8DotN99lR9ZwDAz0ZPkj+Ot/MJDv9LGaDaPSoD27yr1s3Fo8JxZA4V30liLAchZjlAIAa6Todlkg7Qtruj3bPvxXdySndjh9yuG9IipWOBFD8FZPufFILm9KyNNq/pcOWFIXjotpalUqoxjcZF/DmtbJj7UMTjB2E6qoAlQd+y6WCUHG6u1+5+TIqP0a92oyAdf0VN+sWrYNkcPhs/RA+3kfy0i5B3QnhQGLiMktBFtJc5GOyW9geZvvbQWRCoCeauZhjx04aMDftjCGP6lzX6TC4Bt1CtQZivWA44HHoz0YxikGI1L43IWsTpLRiqIdxmM7OnFC2C5lcEodVzFWc8o24Tt3kBcyVAJk51ICHgQnYhY1TjVwt8oZq4SLnqX/zZECPOJQi7xzYFdDa75kXKRJLhtPCjstRPTewc4vOJFUHBC2DUMcnik3+rN72DX6PAQEobHQB62WOy77GJYhTORNOsAISegmUfXXxx4DjECGrNBcbg241ZxahVVmxTsIlra1u+SDNCm54FA5myLFLwzF9ucv3YgXr6GjPig2q7VwodISR7lHQCeGLl7CfBSMurVuDgGnVqrUMBuy28D2pbjCely2IHCnPeml+jXDgPhadUgHAKTfmfUpuKHrwTIJCBxYh/wrw2FZpQKLt2WCQXKOXAF//RmL8HuLoWPccyRmIHoAI0SAMetYmUFOg1P04/9Lat1CqokAGN3U6WSrY8QLA8pUwQJ0F1t0g5DS4EZVi7Stgp3PoC+xAIh205m0PRfYasVGe+xlzhaSv66B2VlAvUViV0X289+n0T+6LRdNRBbaJDPssnot05hY+xL59hS//AFOCJTIk+RGyHBBE6tWg5lUk/qopqFS8zIn7QxxE35SMGO374q1h4w0Yw4Fh9064qU2kPBPvEHfgNEGe3a+adxHfBo2LeDLIxa3jRgeeokmpWjD0eNomF4OZ5gSdDMrviFx6jWbakk1t6UqmkJL2AKZUZON/ddU8FsS5kqdNA5iAgZReyEpgRkdgEBopXNf7F4mXMsoESzJbg2/CUmYtkeWBkByEWuPOI7LvXXCxP2Z9UZmFJHY4lZUbwU5yY6nTCR+JgZvF2SAkNsArRclpQQE+BMr1nwVlSo1TmjmcVkVP8qP9CssK6eBSR6rdPcDS5dRVIH+c8xVQnj0iDHAewXIJC37KIbkpWFBLE+OWE+jNaI4EbjcRuhPCAirigBJyauronYYCE+8PWfGT/GjNomP8OfWekQBm2GE+HTMYKoIrFNumGprVSz9LZA8ym5bBx2Tw6AqQfRnO7+mWMc9hx54gFhymjwzklTp6bHo7UTdkT/nzU/h4zakJxcjaYpdNogdBz74sN2NH4p4b7qsZjDMnBjfixJOjeDSs2a4dBGvSN0ZNFrWjWrtxc0T/23tVUdGmDjtLDc7ZaGiZhPsWLjcWAKayKS7omQkYunpHoQVNKs9GmDxKsRIwDKM9TjA+Z1sspcK0MDAzLmuurbIeFE9nAs6D1Dm5upxmgMMZrPdaHuNAzq67wPaOG2+CziHpn7CV0MQANxyBjJHg8vw9R3NB5UqiQg5fTenqybjvjXDw8bzVYcv6ZAYdOc6deCKsIpFEKMWQ4ljWs1nq4ovFOedxryXFUiGbXLrYk5jTTIYtQRqv9nzCNgyODkNNFY6eNaeXSEJj3STQwTNsqBQs5hVx6YmvUaviB3Q4awg7Xij5oa3kI1CmBdbYwZzixZeGQA6QLJMluVF4LjOH3F63iOJnlmQI994XS/QIjIoEPOfCnnIDL1PMsW7j6lRijBZDvYtrDviGE1/nS9CdQ6lwpaD1ALBmkmp4xM6ulAi3GkadMxChxr1QUM6g0Ykwc2LeMEIkWSYgDDT7j5gmjzYDxDzuhGtxZO0xzDAM5QKlHWljyRk8v7NK9uDNb4JKnXLZxzBYaa/SsN051OyiLJkYHZMWGNT43UQ7TGowyMKmh0kpWDbyRW+GLPHJ9okjSNEGYQ3h5omSswXo3AdgcZFQw4fwXJJSQ4r0H+eM9B/93R5Qosxo3wjIhvHa8/cWSgytsxo7Rkc30sM2/ewWWTsiHNZRlSGOVONq475m5eUrKgZ09QGbPRl6UybYVTVLyErx8/heMPhWIBoTns+FnNBpEmoHm7+bK5lmNCfFhI9L9eg1eBui2lLwCvgNRBM1NesMhOdzf4TmluAIJ5mz522BgKv781UTQQMM0x8UXXOqJqbmh1otqjNVTD7HwEko13Tuyt1LyloU6QsLWKmqf1alUElCRemPZJVswGAZFIsN5MG0lKMv1kJeF6oDChnrdYJFB8Ep5Kfrx53ppg5KvrK6HrtOFT9zUrAl0OTm8uoyRacnCAfJ/58prtEZkzLXnm2In/3EGep5uOfFg2TGhxI/tOUKHZ5fCsahqBQTOOR/3Kmg8O9lsrbRSRrmTc7TJGEAYlIWgLVKGHmkV5Lq13nbrI3TpIhUxvOg9MmWH4bKZFmQA10W54GrlbR7Rz4mhnQNv3iP7qjEJpGTKW4ZRl0Tx01vE4Qy6V3RaTWLdR43q4InnsGmXNMSUiCYJY8uatSJqYPLbnUQSisLYrMqjkl6dtrSeJnV0CYG0W3II3OyT4XzkWZThbjUgGkPXxtzPqAhJ5WCBQQMbdFASWyILHvQSpIO13EjE1r2w7Ot2zofObih4Yu+XMIII70HcAYNYbWDf76cKNEgjnJoV28cKoop1RgjmdmZtHvVN0L/KMmnL2fcom8RTUVlP9tamwQRUVpf3WryvqF8mjLzlaAYIS1jlYcWXLjoxATqAQ260atAWN833qOyCFdYnwogi7UdH6uRXD+bbDwVAxmzS3a57PCW1sP9ma8ggHxCruwZEsHkwJSSXAN34ILzj98C0nlMqOwUorjS+tvYHFubHIW4MoRO4CjPDOSZY4/F9likuFRgvO+ZpXrK9zOBKY5wUpV52weGkPO6ksPqELFhfE/1QUi5BS6oiaRbZu+33uMwTvwNC1P7gAwbgxLBaAetACOz5nZgGc5jPJ6sWxx86Wdz5jNHqYvCJkPvaQIDHwDHin6shT3sI6kB0PJ3hEn4Rpvy0cZwF4O6Lc8pu5mx6CQ3qFACSscmIgYN7pTSOQHGsDpdqfyhwvPABQDIL5jBlM6P7cGnb72uWdqWhXHIA1eawHQ4wMTMqu8YbmFgIR5sxBY6SsIuABPxOC68hpnZGjHCFi8URAYKAJCGxHclp7VtR2gJVRyjTMQGOaBVwmbGQPER1Bf6SpC3UvQS6keVG8+gqcqiIP5den9EdFK8HwK0kyucJlUCiED974NhLgfpZHCxZ8Pu9Q+YpCdxWGsRm2EMM3fhoHVgpSE8dN4Vs1xPTVWRpRxV7/H9JEEROaQeK7G/xNlF79EB78IxL16KnDBAPXJxxZw3QsuXgKEIz8qRVJpwhmF6SLOPDCgb8v720b4mvXaKFKG3am1msa+TlMAyhsNdZ+b6Uc5ncT+i9uxjk/q0n/l2BvuRQxI8c1++SFkKKpRIQ3xBJwx7f4gnCDdFCYN0UXWQx4BcawZRbVKEbuXFMRKuIfLFqkpYQcIRtXvf07JGL6aWfjpDgpfX5r4pzvbS6zFUFlDLtBFyuFwV/YnrrMRguCl0EF5hMUEES7VeIZwD2IlJPSKBJnwRpOLxuMqorQHLaAMMDxCyRcgHacQCKH1d6BijpDUi5dqVDFCcMUJdA6otwH5QWyCKL7AQXhWpm45MqrCENMQhoOGc6zb66EKh4xUGFVAFUqaCDNM2oelSAnfjsOmQlhi/aNp41ezKJU6MBwk6O2Rnvto2mQfNMUSrheQjJ2O9ItVYoqFVdW87xUlsizNFVRUG2oEfQyGJFqNCwYn+neYChFtWcEeAfNdfzAe68KypxSVISuA87/muAzWvuzuCbT1IZq/ZCnBo5AbcVhl7LuOH9Klk7aKPbaUvqjmZDkH2CEsIV3K9GMEdMUxByFa2IWQ54aZ2MpfW9kvq5bM1K1AuUTleAJHs9Ao8fE20SiiX499Qw7wGD2d723z4TAp5OPPCtpSrlUXC9ElirhwU51xU3+QSQKOwsNCnuPdnVjBCansOiqe1+Sk5ibGfgT3XaC/bvkl5Fl5WfSSA8Usmanne5ZfGaBh/Exjz/yACZOIauarlNRCvcej9Q/f63oDoAq8OW36xK0DuKEyvgU3YdDxqghzNUuH2DkL6lz5tOHsWfIHVQHSR28A/wqga+usO27FlareDZsoe5ycNPVSUwsxJTrIbZfME7i0AGCRJ4eGRRQGMQEcfFBL1PVk5iaoq7AaCTPKLVmseN1V927iW8lVhQ26wGLtf+fp3iGDgnSs+CsVMCNGjd8PwfgSzKERbFGk7VzPQl0tx8rfHgarqT6aVyvQDoTEFTBxOIJ5BGfNhX0UaXtJTJpESY/ojNVC/yviFvcXFoN+HqKli6gysHl3aJ2dGklFZFcpH7CI71xldqMHr7IJX6Vv8biEDKLgQL0NBhEIQF/ZQqZWy1rfdZwfQm1a0ll3QvqZfmijfrRSAeocBtwK8+7Sj2+z9v6pL8oZWKY+XsY8Tyy9CUyddyJPr41W+vtxRkeR6CaTubwev3WoakkGYYPHCknQ/PAvjATUI5HOLogMlYRsA0Sco1JeGhHAWdKP1ucyIeUV0dCALGkZtV4gCHc7Dkv0QViMnrYnMcmVlvAxhYeHo1PETTdhWygoKplC536AiS5da8Tekv7mySVo0HQ8GQ/zca6zyKRtYXQvhoJiic/18Dippp02wcSurFaHhVFBSbHVKAj8gUYX1E8mpwa1Hzca8vX+dPyk9I5VN/U1N4RehVsw5jFBwWJS9hBEYSYslg9Ps2XvwcLExSIuLUcJwXmEJbo+wwUC2e2mbinAH18kY6jNSXqFov2B0hVCUYrcybDpJfjcNK8NDLzXVEFdXqbelRL5k7ZqFvSJVkYy5tNMfb1ExlDHmXi2S1BfKfLk4gtzXuhfIVap7KaPYBCfWmgn2xIZmoDsj5YBEZspouz4mGwF4Njm9AC6QBUNQzcpFMABBkQPZEP2Zjisd2YIgCZSoj7szXHzWtnvB6QBfGKQFiMHtX4hqNfVhV/e2vstogiLld05fGklpTn00yDUh7bgcEf4O0NaMBk7J4ugsVAsVNRhkSDsh0xdFmzTaE3TKEBwGkZIyP/VJIWyTg6tAhhkTAHRVlkpQtKxNdorl8ClFBythD923A4JIHgwm4eyYITc4U5F0tTV+EyHgAUo1hDNnKlSJiCIO+VFKAWsKDYMpOgS79Z8GpibW8DbTlm1DAdBrdjvqE/cSr0/PhaehI01YcwQks0L7jsUzbDf+MqMVI+ZWfBIHzNJW1z4lUtA6YJbd9p2wkGLihQQK+p2GwN9paY1nRUCv3GTVNa3/6oGt72eQqAkXLjCguY9zWLz8S29Q6UQvEhSKmxY7GUsPFJFu2VwzLl7llkbUPmSb+iG2NgEfYfhpQrfkdKjdfZkF2juoWIESkEm+2/UFw9ge4DTKRTcmvnjVs5I1NEKnV/2KFxzXC35v2vCogokmYi8HZLxs7G/ioceQLExj1Ac4z8WSgVzhn3ksncN7u+1NUighxEhFwZnjg3zWYYvyZOwSEf432wYcGfaTp7zcZZBpEabpP7UfUc88A+OJvY8k5VRVPrbVZ/j8Ox7fTNlhlRKc7pZxOTlg89IkzCsrBOKJrha2hfZTrB6gPOx3QWWooQqEIlnIh0WeprEcDgGQcEMLqdOZVA9GelyawKPClib6OQCljbtFhaHwGajEM8ANXeJYjmaWeNOgYQ6QUxphkZUo2UPg6pOSHJFylvWS2vedDdNZT4Hf0JyHLZYwhG7iOO1MymxysodD0sHQWmA1zop+7cVk4J945HxSTkXCyyFOeKQL+fjwrw2hRv6YwgX7ktacGE9GpaeM4AsNrYEZLC+XU8mPdwqvW0Ejr6OeTjfXa8+Z3vEAzA3UqZfG7V1iYzj4s+N8rapGQY+RKGY3Itxkgfu1Kphb6RZGY0o8fUSiL4YoTSEsva0rHX5BU+/GFXmGCKyhMHfb5dGkQePbx+eZhgdkXPjHBuWfAeUmE3UFcsQcUjnKuw5qgLiiHls0iljSHCQw0KDsx7SVbYub0YOchoCR24u2myOlRZKq9gRDQHOCVIgR2ssMXtDQDKdqKmIwBkSZmosRiEwDR1qEiuMIPuckcbT5vEKXD3rug1/rbv7BiVmx4NkB4RFYbcPCEY59WT0N2PCLGUoSH8XpH18C8mvhqoB/2OBSfZ+SHUHmTLP/T/SRQvbQO7GhpZL5Nyml6VELXuZMiJOGk33NBleEusgF8gbkjTXCqK5wbzATR1hv1qcoW1uov9Kz/QcN8dCfyujmAaoO5AgQ2giPC1CQnDQ5A4z9TDbF4PQgOrrCnIgNdmuoGqOAhwWhGK5/Lt3RWCSLn75JAqUAAAiWXgX/58wfUoVOPik+kYAk2JSJsUpcVMoPOR1k3GClISh9baXNBGQqWSERQNBKiUa1ABe+ayKTfaAPDEQ+I00SujBwLtaqWzJ7+ZnU19vsoIqOT+uDZDmg075j+sWftl9lrnkHf+47YuM8jANXy/rDiZ83aUvEyyKGCZvRfcWSIC4aMVHBOIa37/T8ZyXbLSW3+nI5uzUyY+chvX8uXthYm2phC6e6aFWyjJ2krw51VJvg3iQN3hAc9B4vjMYqe95doZjWH/t/+GwNpCN1RypZ/dVIKZhaPIMQFUVetrN5RhEtA2E2DSbsdZw1akhmAyQDX1AaYtas3mScaF81gy65TGmk0q8krxRpHo1bpLVTfovUwGjla+io7tiw4Fj3nFeFJE6oL7tP1yZB+/C/9yt6mliEY+IFjHNE6827wwUui1EIS1x+i3f4ShsMBlmUUqGJY6H90ug2a1qUU2+kqxf3L3DX/jzKUZv3JNAVsknBRKpKNOta3H0r8GHGjR746W0YTlYZMqLTJVBuoy5CxPgZAkr/gKvAe9SdOpSyEc7OJZ+kR86p+gZSfGhtNXEDtc42sKGZFqhX6i8jwH51Di3IAWABNQtbyJQ5uvj2iADAykBFB2lYZqg9iWS9hKU5jiBSHqwmfh404F3no/8B/yyRXCzBgZ8OEImDzjlBFWu7yYsilf6Z3vr7Fwa4hHtkZl4ZxbAJAkAuU2zynD9gUetmgz3UnyOLgAHr5F0jZYByTwdoGNKHlrnulbtB+HY6boq2Uou0ojGeOurT6gTqTU6eWwFLjdy7G5hV4nCWAi/7iEsBFgvXVTRByP1JIcMWfr5Amp3iJlmYVaU4L8WMib4fXVUhIilUCUkRKnOEDa4Znk508hcHgKe4lirrNp/aca0qAhLjgrZKBRVllWE24kJXGCotqyKow6DFGtzk54TvVlkvPWhF6tplGClMy1P6RRyAaGRTfakzkPmvei94VhaSoNB7vYYllHyA2O03jJCPIBhz8pB8kJmqDGeoa4JgwTxAXEhkoMRYQwk+QPEiILHcYX9hxoM9yeLRWoQk1CKYUgrBhATDlDEonhBIMD1Lj1eYkXSMSPF8goHKJJYbwKLE46xoOrFC4ClBHXW62+urwaNS+JeMAT5mCwogochIYL5m2+Y7ZBTCyNsQbhYYCB6KFMUsHYSHseQdihpkLBuQLh4HH9N2kgIoIQOmkXqsfHZqW3WsjNBt2Yyb7IrHT0aUfHPMIVwPsHoDj1HA4FC3N7MPFO/trpbhhRHkQiOUuFV1MDIOr96ZJF8tLGpfvQAaIRMqjuxl1TBTQ7UgBjR9zRaWciEa/2/Zbrjn7e4hWYecK3+kI/9D74oEamgAWzAohAD1iEDsmzA1OmyGWEGQGpEtOhK5J81uXodM30u5+sXNzMkp8ZGlaC2Leq6xrLcd0ouSJoJCoCKTFFlFWLFxsK1Y5NpSMV4EWDeVs4i6YIUNc/OyIUIv/EhaWxigxCMVSNCkmYgV9wMZKzrx8O6zH/YELC7E0wl9vp5T36MlMUK007gmX3bWYAAr1Q5ioncPKlx05BEXEBPjkWXjhzoHONERNNpG7KuYRUXisVrhi3j3mLNd9431EybbXhTJ67oVd2TEKkpS6Z882NdrJy1H8eR3WR3bhVGzFiZtRygzq1DJRT12qsr6u8GAqLBje7cQm8vyg/UULoeCymbPaBSPWnEmJ6ixPOpRg6dDInMfDSbB/X/YCZizAG0knj1wEakZ5NmJaJVc5QeU0YJ29SZKP355XOrBGYmfFHH+ECSxaAfejADGgcAdXUnXV6PBLZWm9vAFdXsYnOqKeUHMQEuCO/3F0YwhC1VBsnEW883RIjVK6S8v3I8o2QYv7V0Y+AGoZ+i8+bQaFugZui4fDQunkJcFlEipFlkVeL9yyeTqJkTt6KSK6LSDLQUUTbKkRFwME55Mkj8oGuOJIbrcUTsjAnj2pZZKu1J7dtI1ieno+gFFPUZtILQB7sMip6WaLwJCFJlHaWJKOaNshTVJE6JDoAMV0gC5oQKRLrCOmCXtEtJWXXxc1JEV6k+PfMIQwQZuP3A2Ppm9sZRJ1RiK6rrozmWrtzmNBINRQpQVfUyxPvFkJ4RzIAh2VnbGsa6tBTtpr38Rf3WPDNs5wF7oUqzkAjt/KHg4AublvhyDjnThJJe4cdCikVsTMoDcAKrgrOZbPGkb5d0bXGN/JHYKZMuoiOIgjbHsjgtnP8MxY2YIzaAlyZNO5roZUhanKfHmxd5Yaog8Lze9lfDtmk6InKnCQanVs4uj0ZqHWkK6V/cEV9BgAphZ8qF8inypqHZa6Pen/LN6uJ59qg57vdl1xNPHKv0o1ROzElmj/KmiG1+YJXS1QowoIZSUJGlk4k3g4qyOqFIBujcSI1eMDhbhYPofqBCcvwZTXBdT5hnbQ8XprEt+cgtLiROk2OtNjdFqEeopb8mJ197+MyY6dPWkJyqomN5TQxK774NBJOWAyosEcUMCz2IOQeQ0hseFRiqljMNCjbHAMHgzHVnA5KflUsRGNim+CBHqVXPkfc8o8/57qA94YQEjpn3zVGaexDAvnYepVc+R9zyg+dT4haVbxHOr5Gh7mFkoCJyRFrj2MlDuk7h4K51L7D5lV8ZVrIG0EkfGvz3HvH6P2lTwSe8xo7D0uKXcaUqiOjraGqqx1GXMyTiSNPfE8FLfrdNm9Da6B0CgU0KAnkLEzsmgfaDG9QgTYhjfU+v9P+tHKAG7t8eFqfQ6m5Sr1z2xwNXSvdtAC07IsRiDBdky07Err6uADDgTanzt6wFoX5MKB0dc8IgEgwcCWppl3bCtf6Xulefh5y90uEih6Jc90GuAJjWZEvHrH1LbsFduQzHB6wEdMsMxA4DNcK+ClqKpoMFJ9TFQhZ/b8GE2XQ2ttRtcr4HLogZYRKMNS2TNSbiS5YKiNKA1KS9crr2hodNmjuId3nHGdlcNWmzoks/UjmxYh3P1qj8Q0rw9UHzMOrKPTxnKghl7uAglSXXFqkC/Qw7A88BgAnAecX+iBobbQArQyBfmKQeEGLvAWAI3SBtQIRmlvR0CwSsIGOOU3e/9SEB9ZN+8oHBnR52tyKf9Szb0nRQgT4g9tDxHacIB4RbeVYYYJ6ubIdpRIksaRPKg/gR889BlGkxizEXCvGm3rQPlg5haYpO13BSRvlgOYDdHlDexILBWx6a8sVpOtq3ph69AIldndUihjqZdSXWUiIispMRzXFRMlR6Cw8o5m6NvZB4+Eq/GjrQ5I/KwCo0bNnfK/dErU3MDMehIULI5GeQm0jmufdjButwsRkNoyiDTfPN6GyO2bfLnA4NnZAjPfySC2zwNSjdN3xSCpJOByvkn3R0w4JV3tOLS6behIvU1DQ9knM2Y/BNHZc3NvPXOvQ+j0VogWlCl+hoQMwZvYFECnA5+hsLc3GH2Mk0xxiVJ3YTwExR1IpAfrQi/ZfCcifaaDE5VIXbx41wJLHdr1T47McoDLEP/RVvBEOxCF0Ygj3DKlIDMkUoDzLJJyy7TqBKmHDXRsHSgOWUBywNASzniDj0DqAhoPlOpR0oWD/e3VznQKyvQnIp11ePoSxWhqhe3tNmbnVSDHoJfsgs3kQTCJFiB9AHgDlSYvJ4FDqexTlVwBMBLn/h51iABmjP7XyJroB9DJ0xF9H38l2vIhJMZpzErP5/9IHdc07/xZvfGWp0ukAVfVSgclyDpjt73elYMzLZoMTv9wvdJixk8BGLc2RU/oY8aYmNMpA8VkkjJ2JqK+jJZGQ6buRUAnRff4r8xXYI5q+9CxidlmcV2w8RFMqEjGmEL/6MHolgLFGxrRmTW2wLkiUPGpUTwoL9iKkpOGTZ7AnW6F80HMtxU7SGxYxrqvUOxlqETGetxDYcDAksGewQXK7Og779aZkEwlt3GRACGLcTbNkl33gztEGH/+tfuUHNwCuJ97BFVisI1CZsH8vhE3BghPWDrvHI77ps7nA0wKBsd+u/7KiqLEEJgGoHYuTLtMj6FHJQ8/cVmhzjoX1f2kp9WsI5KumaBdxfoSyDxPUpduFcC8dZ4FIdHvZHRWtLysxAQbYdWw0wzAWUDFiOZP2vOCGDbls2hypstvwiF4SntIyZr2uFeYo64JBLa0K+FaUeAwS3oGCbKzGlVVn2BwORYCtin13mC8AOs+2Iv5cTULQG15nuD7QF2D5AEzKVwFyfiWQTK3RpE55fLmk61bWtdygrCkftEm3cQVezWVP7kuWsuRAe4URI7ifyWsGSh63qZHVIqgLdNh6muhVDjV3yXSL5EiOoppLAjTzuSihsuqJY7SDC7ic5YJ6791dYE6X+L0I7dAgDMdQ9b7oUWRSJxYriD1vmMqYoCkSEJFjAzShuKC4P2LuCdAV5oAk5YEnjwfDNhLmYKP+aLccpC1weAI+QEtbWlwYtTHP9szUHKQWyPjfL5eCiCRmW+dUl1QFiqLgBh07Qdjt/Ahs7ErgaP7D6mQ9Lz8zQJbzEDAqoHIntDiC4CY9bzfchcciUp0stUyWF42GBCEWDAGa4YELl6+LXg9Lch9wKBaQYoqpKpZNCkhgEKfDRkGzmJ9rSUTrhtMyrVTBnCyhcwlsEIXOKXvFK4OS8/8X0OLEQ1v+8ctPeHstlclodKDc9l8J0n5HSq26QuJgNAMXwnSAQ8BSQsfRMXIicyTUtEIXFLsEv0BZXuejHh53hHXgDs1QVDGxpzXOPDtkpoPitpHIFpmMim7gDkNBgyoiObJLElukrjVY+AXh17gklQ3X7KEZZPdrE1aRvchzv9gpy44TVQzuOEIoOwudTSzHgibibSnT254KHWFxGrIphbgeySh1wp2zj9MAB7FgqKDgeXAfs49vA4S2KEvhAeAIza6tikmsl9D2Lo2lCsiPOD5gGufIJmb56ibViJApXtwD6jUikXVK4GRAmKmjDRnnCFXzB6PBJSiopT4KEPZzo78muSH8ADSaSazHH3vitujT6kaZGH60xS30db2Fm5vYMjUjFIhpz6PsLdjqjhekmvpiSZHWFuuQ8U68rnO6eqOSzQl/ohahrA1ovbkgG15pvIc5O/DmgX3LbOgF6AgJZNB60Fs+yPseRCIGKhKpcy23uxUY41xDW2eNdcojzkAXLgKKYlay0jejSac+YRrS1SlAJ/ev5PGgZ7E2AcbwwbexJ0RTgaVpTOeB6xOoNtlo4BLr3VkOzjvCKO7G3IyqJ+AitKGOpF7MwslMsXyPeWJ9PPOyBrsqxYiEUMVb+ZXdz5RRXg6KJFoYK9eHMTshAioSUdaqiMSgXGhlgrMjzL0F6HJMZcmsLGgPbq2DtuPizqqQB2WgHZdSVV2ua8YwHZAiXELNcH5zldR/96gRmrVRD6z5+KaUD0HH1j1iwBrtJwN2PBAr9TzHBNqWMUjli079Q5uwSGK5lA0nf2hz1IIdCmrD+47nnvor4/OsRzv6PICahUgnnN8NDC6W9fwJyRDij9KLqOTxcBg00Ft5HGsa2fCfPU8vVFPQnpwF6e31kmntl/MyVBIJIVq6vH0fYiXivy9e/+h26vQHNUtSkhhLnAZVg2x80g+0ipVLAZNQKAAOBP7C8fbaLhg84DNi1Q0BipCi/DfYSDtHSLvshKNUy6azAZ9TD1wlY4YjhKnqauLiNYwVHhhfzoOWHATV5h4SH8Np+lZEGOLb/An6OJOxd0+j7HmfmOHNU5MukPuNwcTDj2o9662V3uNtDXLHjbYL8GTZvGykXMPuWPuPVQAix6ncAKazG/tgHmaBQjFkuo0aU6ADyR5T9CpJObwQkhOZYYP8oUI8A0TVH875SXBQ3UuhZDp2UP5LVfI3CzY67Gf9J4h0l4De8ULETionvp5hhnd0/PezWS7U5eajIYrtd1FoXKa6HwHknkLvLJ3WeyUE+oNSw49hMextdPvjC6zDXDiBKKUakQKwpTDYIqbX9XnrLj3hXYcEnofN+wjw2iMMhuQfFLn8BcUCHAzA/0H+Jr7nPpi33eEY0R24ahwai5rFs/avwW4QYhagqAii28+bphRD6ojLCKWrJteszIgYkpaQXoz89AggUWQvQkmz2jMPQSEAouCawH4XCGaVEgOOQ+YJBHqhQ17kq8er3w11hM6dc9jMY1MduifCyFdy6ZEy4W/0MaP8EgtNStx0hzB92gKYsHlkTINbwhfPwpoji0dvyg7nL2uSDsJ2c8svNgDCtMZm9pdGpEepMrCE/DXUtj/j5m60Y3XbB6vOgrtR93AEGipYb5F0sEp8Ln1iGHF8dW9UYPycQrrIGcHj+6vVnqygZeKJMXar/r2ezUH8kBwrmLy18rZgND8fM2Jy6p1I+b0RueRDhZsYwPwy+up8gD3VvN6a0CBBrL7Qd7EI4opXDJkFMVOxt/RUcOGNh2+6pipiEARgEO9unk6B/Uy17bOjE02px2EjInK/Wec2zcuzzuSrq9QINf3Sj0TABuNAYaYjE/DFwyPx4NXAiZiAltGk5NthFQbcXklGYGSmqckX18Vo5T00cUYqJc96Q0UO3AcG0zWR6LydJkYT2t5y3xflS7KZR2yKPcAlEm1xe4jiBaBlQ2SafhvRNKoQx/2FiQB5KS9ZxnTntYkVmOtLTSTMCFo9jCZuDYCJsH//HiL2LznhSbl2CNJO2BVBNY/p/empl3hAiPJLETvmfxQOZrvxtSFOthfnbQn6NQIew/fPX/ctPBLp+mIpQWMU4EY+ocXFsY5s+OQXkeME+OsoAQm+NvkJXto7oA+oR1rGB9BvZE84AJVKJLeWum6Iieu1Gko/qYwwnpwknFQ1kIinbQYxwl/oHn5V2F4sHVcXySSYHt4smEK7oG8CoaR2ny43ppS94evqh01paMtI26UgvVVmQ8appsZ+1ptMTeSy5qqdadckGHsPG+7XICjTvYX5D5/8fCAsyRGw9vhZkcj/5WR01OsODMdcKZnxHjnn6M1hvTUYb8UKfQtXF54eKFRUacQt/n+in26EAI7xQkcGrfWYWO+Zi5ysLo8bKHEmdh5OWOoaaMVbM4PidVojUTYEH0/BxXFU1K+cmyfCmoBMrWE24mKOFIk1pkCk/iRbqJ6aMQbMMPNraC/6KkG+POEeadieTdf78xJ+y8YkEFZ8AzAEma4eTASACyDDxeBopYpzTHe8Lx8xWulraBdHquD9BTkChAx0eXxKYbkhnArJlTUDZiO6zLlz81SflA3Qo3lZ1QUzgm/JFpOhp0F/Ps716IKbe2gWFxXfhRIqhjw9KTEx4krXgi5eF9YevodB5OFX+tRGp8aPIjZWF6RonyxJvcri9rExTO1paBSRzqq9RMerjNZRfiBT9PDankhd6ij7ye8orKHcmUH0MiNrEvG7BKBylsD1IBGX1xJ6q4kSbIiDzH2kcZGJSueraHaARXjhF+XV8ZIoIfCbfoFpKfK+CKIyTbl0KQbxH7Ti01OYPFuyZRCYUwGKnrStmD9Y6VLTbdf1I8gOVW7XKORUNptEdcqmvGz6Pi2Jp9k5B5cd9WgHQ6CH/Jopeu0KlCUYUjF07CwTaoO2KUAuAKSixoxTbXm2+Gej1E0wEKBfGKdAelUocASUWG6Oxu5LJuS+jF8R8UrTL0WWU3eZDhyzY2XOTRJAXppSPaGTHMkaT7nly4MoPaVmvDylpYWcoBRqVZoX8apAP4FAGUC32KvHQ0ud034zLTq7uTrlzfNsLpKA99/R8SifOMvcTEN24eGWDSBRhWdV9I8/K44zMPL9qgdkA+AzEi7kcXdnYZg9HD3e5YBtNBkondPybnswL4SulgO6x0UNx9/EJAyZXSuTeeScZxNiT54dH17j8g2jzoaqZeYVFFTmYZTQH4Hkyx8gExRfvCV5fnCOQ53qFqBKbgZeAi7dwlCEevoV5gaCZAxoFBLTRxsNZtBsqEwYSZjC6Z68D0Q8ABEQN8A7V2ILMqbjy327uPnBGPLbYF6LzABZiq9W0KXXSaeidAkxXkbU88CYHB4EUNuVLt36a63Q21HsGM20vE0A/QF0T+BxPXKedMrCqvke/CIejj6bYcF9O+wIZxIaByHacQ1IDlGg7SC1hyQdVkSnW8Ztuk5YMStkBGmHFgygUQZCMM4Y0SMPU50NLrlIwcnpBP0kKsRfDgb5FVbnLMdRwYxzjx3Z47k2IAObycIJ+43nG4weADeG5LFf1gZsQqjH7mlmDhsTkTqvbAUBZ1lsHu8asMzQ4HiO7Gga5zUH4JsPp8goDdAfkNTzISE4XbiIzpowOiD/lSKxZurjk5zxo8g+PIhce+drPUD1h0ncvU4LyXHtcttZlIMdAKPqiX2mYTFG73Dl5pXxbfcUYnisgk79K16XUE31S2Mr9ivgU9ItlArfMaeFNijou5YZPQUHOI1b2X3bTkK6Gwaxz25R/DxZ9ArBfCw6RKhg/CtbnvmTVjC7NSvUG3mI5kmvn910rs3rk17GUVN1lTdxotFzVK2CZOSoHDgascRE8aN05GVjTXV0j/VErvoydPIMGafG8a3JQihhYgsrfdxV5ubs4fZhJW2GJaxL5WzuMLIFqBmm66wAxeMRXZDDdUnuuwpgGfow3tQagerMPJ+UC7iBYeE25ElgdiKIcZENIac6RpdPIZ0BxKWeDkTkAqUftM/2DFlpKDIZ0jS4k6J0ArLJqkYrIJix5VlIfdyCOs2UuPfKQknIDCmXh+xaZpLc7zk0bsz7IBAkxsTdzWPQCQTsq885iePxLdAkRANk3gdQbsROOY1f4CCwqllfBJTrN9iVjfj7AAGOLA3M1GKfnMmC1qmPr+mU2AqELIhQVrbpKtmdYhcdpDpdX0O94He0gqeP8KLsD4HulzW6NmznNORfYNJ5AEhtD11vXGrGyO0PLgBOkbSHEeY5D0IaFktSXF/FlO7nVbmlFQHKamuV4QF0I/LrLohM6KnembrnQNyFSqB7hZ2xK1Tlct+MtiT9+i5+WZ1sa5OEUr6NzCMuWd3IDSqffKh58Sv4iIl1DAQfmptkaP8JuB9TQy8/3E6wUeiJYpl0TKp6BFrrIYK694avMjtjVDe3iG6xY/UbIwIWnbh7aHgmVtUO05NHCzQ/jnhSMJyWlrbZ676Mk3/rI6Cksj8uODThOiRMmynDZVWczZNq5edXvHNPQ9qPfa6h3qfSD+iwSJ50PFfWB2gZp8XfY4x2O6TBr1yolQ9xwsa0uw5hHLlPOUgKsSI/Nc7sSDdjQ4wKRGMhdYDPfx8csy9O84xM270xJOrdugHI4+TLCEd+dHpWCKdkD0nlPgNsOrQAICCbMqkL5BO6YRHguDDrAcmiKfVjCQhY3iXM79KDYH6nAS9OOPh4Sv0tjonv1UCNDqpfucghH50QR1kEsNdL8cAcxFO6henEq4TmiqoJjNtbXcnbMDSySNdz2OQcGIUsCUM9c0xdLy7tR+DaaVQQYnR0qYfZ1Dhnbxt1K8Wq4VXIy5zIvyCy03+x93l8D0r/7aqC5QdEEGnWxFBUTDL6W+HVEZKQ6Yd2yTIWR4AvzyrwwDrrzNdLmpiCqUEVHe4H9n7AcAo8f2LeB/khFRlbG9UB8PBMDx0jhn6TCSHHIwBiff399AhkoQcXJ4phrrJGgwyWuZXSMjGTKRSi1HJNgeL7ryf7EZfhCYPwWizLHrmZxwhWVT8L0jcfm8M+Kts8X/zfugnzgm/GA9UcD9Jgg4xUaudefixkcm6sZgQw0Ta26wnBw5DyETCAhPGun1qkI/2KYyJlBmHKNWqFKTYYdN1LVuzSKnYtkwQHRRQFC0MZMrs7K87c5NNgJ0izkOXv0ocGuSsh2UapCSP7w3dZ8FrjqLnmHJvMQL7HCkTBg/pabOPAEJISe0KKZ0O1R6tw7Dcw908d6K6AiDu+EBqc2zhYgsr8YnsquRzxMMZca3DvVsI87hpZXCv4J4A8uSERS3JvDKmR+uAXg0IArMB1fkstJIvYIhtJuYSqwft4Vc/AEWFplbyDzIQ7RatOJ+0wM/MjJvk8Og6ITri7VZDl1Edg30GhBgA0z72Rymo3I8HYEMKeICRNrL6CSK8vDeDlF3l5T8bzRg5JvBkYzeJ1dYGLFDhGLEgA9Y+AbY3RgUAB2tgx43TNKTlWDG2GahEsORDwYGMJcK49e29dYGpqUGO7bNlQjOqFWUoHCrZMSCdlcPz3GxHa2SM6prGU0mp6RyG4seRAhTKYsUmYNOHZSLkdbdQ5yQ8eTTnDOXWEm0T8kPh6ioY7lYQojtSwuyoOefp9LA531thip1C1DVVL/ymn3QmebF6SF5xBom0SmEt6zU6L3ZcSHniAciG8amLNLiDRIGFTK3Ev7Yg/0x0wzI5kPjU0A6VkgBNS3kRz9INpoT1fOdNxWXO1jOtICTcVHiODjEZCuVI4gQzB8HcFOswjErGbToztHZ7+YrxQ8VxZm6y3Ddh6jYpXHWU6GOxAO9KvHtgpvlR7P20jROBfihPxd2MfVHV5/cPWf9IdozMOFAiHUk2UUoEXQRCLCzVRzxcbAxW2ayNJBlAwve+JjQ6oGP12b6CqoryGki+dLS1xa6MtieS29IAzDnFoEpHWbItwcUDahGRHlcI+/vUN0WCABTqkEgljeQoGkHipLPDO8tq8+FY2VsIkZ9ks9UHsdo9UrOmqg+k5XwSonTKSHkBSkHpq8Z0xQCI+eQaM3W6p+N0kQTlJ3CC2xyiHONikB4c7gQiklesGbn5Io/N4Hl2+f3DpXIoIcUu9Yuh1NQoyNKC2ZxrhBwVSKUUO50M+isV6BJqVmqKYop9nvBGhCFJVrHFFuvbs6fORiI/HhmVrLOb0q+IX1+Pgu10WCPkxfUYvj0kpADI3ma+nrTnh6RJG3og6Lm8wlVZSOM9/uRCi0lwtDFM+m/OzSydS18/Y1Zh5n/cwe5Q7UtyIs5RDh0+XMV19RMErEdGB8QoHBjo1YjiyZJYtSNM0dMMQkJn9v05vuqEEfZp+hbwFi32jm9t+FB4jZle7AGdeYgem/hW/xPCt+Vth39qRbM4iz908KCGe0zRkrqPqJpOIHd4dwBI3W9m44xBTTv+WXVr88rN1YVhZhUJ1LBLZxemZYLZlzZAMyRSNKo6dWgtbrRozbxrPFDXdMTGVXid4yECjQWuC8A2PA5u727ohnzJnf/eoKwooiVml9MHWeaRsRSSNpQsEjSoPJ/HQkoKAlqWpEOChqoKU1tSTyGBctCY2X9bVtelFMbGLGrwKTZ1X+Y8rY7lfityY+Eam4Ym0L7vyBchkW5qNYbLDesTj79U1MaUzg1RB/OzdMo0GgRH2H1p6emnJFb3iB1tl14F7DXQUA10uwL2VLaX3Y9SieseMQVzc4mCxaIuhUO31dD032qg2LnlrTF+tfQ+CfXxwDAHAgB2YzVtPHGV5KAbPCPVU1gCkQyI2EkbUuuMDLNOi9xK6ke/f/c04ANHKICXyJ0SjC5MF5VHIxAk4XFrCKRMrWSWXtCvCvHDUgUtzE5HoifGnBdghsD8nRAin3AZlrdMQfhf6zmhh4oii0Qpk+FaCcHIc8RCInj282iySTPXXez8PJNU6uCsVGBw8PZqiV5xHgi06uIT3fwUBswBKewoYWloWlo1FPFoKjfkyISqlG40Zd3C2Ebz+coPEjbxApEpcsJirQ9IKMzwER3i6MpT+pXUqw9xZ9D72QkRAsZwzpKYBctIAQCCe9zQFkFdHOrMVK5uaMilKqM/tQxUOWqlA6R1xfKOaQELGbzb0PH0E8IA7WY5RscTSt6Ccbj3bQwfJaYQSAaCBBEuXxJRrGMqEXwK5dpFXOyAGXdMzHK+cDmTb8qBWHJ7mJTWgo7TGjSIGlK1sIG9nRVUh5zF8ZWNAy4NBgFaauSrDdqoEUC0T7GMkVqmFSHzX/gcjORZi4tARj6d0z4WGQ43/wcLFTGN5MidbroRA+9nJEZjuKFcAX1M7/ymkRyNT4RD2I6xUpTEmitI+LzvewW/CCwLA4VqQbTGCHfoXHeRQaZikTW4n/HseNYbEYPlehMYQIaYMg/YdW51Tx1svR7CIIDYi74YIG9QWlQxK3EgWq8JGL1xSbK0xYbYJaeZivUwEx3xJS0+Lx+Mz2eEBwOEZmctnuLK8KXR4NbFaLZb1Z14SAfz9s3NviLcRZR5YqsOJyl7kBywqKjwDVN99e4729wxPCwXQpg4RQ8mpidt3nhZzTIO7+j0QguvHEm+Hf2zh6qqJAnSu9iM5j4C2EmdYUYPYkiYjKEGXgchM8s0a62LxIV+sOyDDhrx+iPHTdfqoEFtQ1ig/xvCjmDxbU2JWxIOK0OP19/QZDLa15APVzzidRYD1n9AJUWcJM/CgQdIaouYaiEbzNZ0emYQWVxLWjlCkXaHmPRdV29+NyBP8zXJcgUAd3hlhX6fUlCOV91W03wAPmMZ6K/0SGU7xKWHRIOdm3sOoP6VuXdxbZlbphk1G0RCN9Z1uzAtbXP8VVLN3IcPmrKIVdKZgZCKtpiJy4LeNMk84yzcLkAKyyUtE9rXJAGeQ74bU+kuFaQ4OSkWr7vzVut5lzwBaWJjRNI8rHMWCig61oyuPJd6we2Fyt3ZrSAtQksy1CjneU8mdRdKJZ/YRTSblDERSvqCNGtCjpQAvIkohBulG8DSxeqcjWCZOgBv1k5OBZZAoHBJBgWC4mTEVm/42t786hgP4Uw/F4btg3Fda6BM4eFay+IIYGX7Mcv589/rolpmwL9MDDwGiuzAzHBBkU7dknL8Hg9VB6cE5yKk5OVECaE3y3mopYV4hogtO0EXmSsVlEHnQJ/BqAfCPch3GNAIIQC+vu1so9EJOPre+DWiyppyBNlpm8+g/3TmysMk2C9QibT9djmJocSyYQ5uDgM4CKQa2UJ1EKsvOP7nweYfGg30LrMGVXqFylTPeq3WJ8hI2ORDMnKP2iIf5nvI1gZxkgwlBmlxmkUYdMnhOWXtCnbW4lFyRdYO9mSCQBnEQbFKKiFnjESb5lx75gQuhxK50Qv7iKAWWyRk+8KR/B8d3JlvWaFxrApC11yVDyKohtfCUlBKuPPyIriWSNZLRI4LaFUx7q+RpcV0BY9/4w8T4HjV2ehJ4TlstjDf1C4WV7AEX+CvECgBQ0IyHjQKZCoYagCbyM8nqK4akBnGNEVEIsz4+tXVEIH7RI02mfApqbYOk+/PdfPi8pfq1Ifs5tvJQ1G3TgykSLXlLOJ8kBzxCds0qKGLjV2Hqn2n0BsTBOJCVwEZKCVwgEpUrmmICJZQAFXj1MM8t78SlBNqBpi5kg5XTLP4NMO3MhonuX0aRwy6CFIcanCIR/yEQoX8ByvMcW9qgsfQK5Xv4w44eP1r0xJyirxvojm6e4/Ye4noiAhW35PrxIJAMsMuRGDJPqIjBWv8ONakj3AbEBvMjqfRIQzRXzTJOZrRMa9ZWY+tGq9XuXL1smDBMzsOUXeFBIFbuLyQitdIoVAGZcsQyLHyo92IeuEr8e166pqxiFEBYtxEfqz0yTPqeFWBOwsGjE9MYWIwc5APHShDu9cmnL0XYsiJPA+EqI1vK+5kMZulCFGkE8uGKC0A2A1LAJhvrHkQWCXCEYztdstVoMBDr0DR7W8M+pvUdBjYoBooPGXdi+OcQ84quSHFTjuRhbYLI4coeDw1i0aCQVajiwfC0E6A6+N+UWxm/s5a5zRpkqTIox9GGRHnx+e6Vy3sVZhQ+AYPH0a1GTyDbi5wxlgXA7aPowDSfR3AVNqHuU9MrkPolCrOnwj8NEkoalVVvu/EDleHNlxj+42elmSvt48p3JsYcN+2Qf7UlSPAcquagXROpzDO+7WISIfQoD86XXaPfq2KyKJcoaVusrnqJ4rVqKmQDjUaSzMVkJCtkdWT+s2RaJnOpSa02sT2ZUlJsnVjMeQ9q4vftirQ2x16ARW15FBiXgSk4pMNxkgP3MiD4E1GNnyuQYUmuarV98Zm4NTKhJwNl6+ZFIaawP1PQzqExr/qUViFzSgEq7dGnL5zBCUuLWzGemig3/Pkx33szDEbneYGH9megz+KUxurgMM4IpJYdLkyxvpqTZJ+n27YshtkoZOm8d8oDfkX3fSVOn+t+cDKvDViiQR3z5l9bnIDUjZ0P7rnwTSG9TLQxi8dnz7CHeDQ4vH82mzwRYFjHyTAkIZS3QEzNoHAYcZbJ9xEH3SP8Q98Gxs7HTHg9nxYCYSi7LGUBgHDgdthHXoQrfn/GV74kC3WffjGutoullTMywlx1g3ZzYfcxP1sr9QMWKFZRsBx+7adQXq3EK0kFzIahxexeC8wEn+rlBMbJui5ptpOLBGiYedgpvOzcnp8x+NGgx5jxflNEr/SGaKkNPcdwElRWBnoDVUEVXgkBhCfjRL9x4ZPH3LuEaHfj7sfxhUR9v11R8f7+8b6Ti8CLzw5UrNTCAvWYILR15G1nQ4GeNsGmyU7/JmCH+/D80QZhxXf9iFJGhWPHXttJtPSiGe0mFMpUG3vD3DkVx7hSbWgahuZet3xFqNk9CJF/CMgQGiBEF1ofk9fy61JOnUFlUno4lEWC0Gr7B3R2BFMc2xjjSuUh0/3RIL8boDHT7dAY6Gfon2Y5gai24wzRACEk1Sgf0Skk1qha62QWxI8DKWbCoWxYGuZAxDJRZKMuiYSbAdSewydlLEAXBs0XIfQY4DzRwZXAdoDHEe6ry1nIc6xBcu45LEZlu6fJC/bSvaNnlLg0DSlIikd7binyl+i27EFQpkskx1ehRfB23gGjbo51FKei1eYNdqgWQRNxN24lEX38wLV0ABGGU5CiemBE/MgTschkYCJtZPRglpiPNSsvgXPFRCdjeT1NbSxGBCJ/WV6gvhyxJlVzPbBrwVmUUbydchB1xuqnJxTgsBc9pCJPLXIPq7Rt3CATreDoXtFp11hpsTDczmAXwXuK0lQCb1muFdWVVfFrk74QXOYkGwu1cs+TqnbzZpV7M1ivzawYh6G8NbaEa8umr7bjTy2BGOId8lmlqRaVFQ42M9Nx1BM6dUQZxO5B6KghWev2v6228RxUNVuK5QGUUQxE5WlhoN4wchJUxsoQhEL86MwDPcYN5gaClbBUC43tkkkV+m/haAE5QYmoBTCYuhgiQE6BGco00lKTUTgK+RwGyw4McqJ3+1HzOT4tlPRJU60k0osUSP/yBdqRluKFJore84LEsIQz8U/0fc9TCz7/v9sX/hQJje2Kq4+JKDyxsCG7Tv/iiGP04azc2FuDB+ZUANTmv8F24zp0EBYAG0IyQCVnQu/ZzbCkJQX7ZwxeGTAQN077XaAo/Mv9KF/JhkxEVnMeJ8+/8FJ0BglICtx8ECi/dS7XoBK+sBO9t36WXM36UAtnqAwWK2/vnjTobmglaGmpa4GtxiZLOiAyw3B0QDYmaK6DyPNzm4FbAVZUy2wDhK0SE3aXK6QLhiKoRP8IezOAyDmgJgH7n3YCBxPavdZzNdWc/i9lKTlNX1mmgE9MVJ10WFkVVGIjlDJ/bF5riw6ecpCfwFM7+bynW6naW0lV9GgAEfqhmKum2zPSzU48Su+uviF2s1KQh8O2jUH5DEYpKanymsR4UwB1EGhC6iBCV4JVIaeK4eo7tUloge03KDQ611BAu0O4EIA55zuFByoejzOW6fl7yuRx8QUwZHF46KUZ+R1o0ymKxu1jvxQ8cTjQfIeFuJwJD9nijhcHI9W6dgKkOHQrVGg4lHGI7ePuQyUTDnMZUcQDQXj+HfoUazpLHRi9RIIDK8I5HRZhlNaPfAhZ6qaqB7YD01LqkCOwtUGSQlFI7B5JI86Zb5ap5RwM10f5Ohp8XqCtGf+AhkdBoYMYAQsiaSsOvu4jasFG2cSNrEKJ5VW0MM5gAUEoTv7XIJKFtFSbmMrEU18O1a2kgcyFbyB3YOPZdgbOOEgDumpk2Uu8o6LgNd9fwSScxdJNaCbPxR3e0+agA/cYMHql9HLLF1hAvoaLxzYDgzsrmv3PsoeWiwMHigEOVQsp5NAwnJp5hGGOu8bUa0TetoRqKHquz1F4EkUxaN+b1PgX8bz7Ay9yvNyoRughNVlW29v2wF2VOw2HlSsyaEQ0AlLD3BiAZoGYY0XGLTXCSDDMHPBnwNjk/BASDeYwv7cS9cZgGtRnsb1lfjaww4G8xhYMlRiuMfRgUN1jCAMa5CjfCgWG1RkqMaxRAL5C5gpmLbCwBboLIhbwKgiphUIUaCjoV+C3gXWi24VrCsARoEIBJ0IvxOWJiRIsIVhHSJbRIMR1EpRFoTQEyg+QMYBzsNZBnoMBhQYSsCvYSmCPgQaC+ghYEOAj0CGAf8E+grkFcAygE9AxcFrAt0EZAn8E/A3sE1gkMFGAh4HHgmsGGAisGZBhgIVg48G3AzwHEgm+AEIAVAYUAmwNIBrAOUB1wJ6AvgO4AxADcAjApACIDlgdwAgANYAt4Es/Nr+8+LP3j4D/lnwh+MvyY+FX3v/H31/+7X1g+xfxy+O/1M8ovja8t/rc8lns+8s/hv+GXy9eZXq993fum9vI+ASGTIZOQ8ICQxF+HPQvtYNzQa/6u87+aPNvtbw399+GfUf0q9PfQl3x6H+hfut1F9LvRR357mdL+13YHa/2N9uHUHqbqF0adHfG/y080/K9xj8XvGbhByN8XvNvy68fvCfxscr3ILjnyl4uczeZW+zYu3J9q7Z42C9we1Vu9bUWzpsJ7AWxVsb7OOwpsC7Ou1ntZ7jezluG7aG2zsX6O+jtq76NWiZpDaDmr9o06f2hPqX0/9BXq/6r2ppq+aNnQQZCLN5yP+dlnZ56Ge7mV5XeepliZN8keaTJFnqZ72R0ztMKviHcFTjgYFmLlj/4kGAZwLWB+wDeG5xCWFpw02FSwwWBqDQCQWTmNqysasAxxlvyYj3I0TkZzyMs32obzAW83jebZstf2WarMcNdiM/XjblIabURC722aKpZCDZfYAjrBhYzulxg5iRyQIO8Ag1uSLIntsoa13gVT7eVPBAl/Y/TaFuzOMEASi077U4f2D2xre29I4YRcfp6DhiwA89gYDgRGsAcYJMwLDaW0xBCsdHwRnZF3XD7YbX9APl8GtIycAe/aOx1wek0Fj6kzSR5xu6YDp8+gOBLnYecAf1Mx16BwlFNXy2Ue0DIZDhi3f7T4nxcDCPXgoDFw/p9BdeG4zotuYbbO0ilGI9U0z9lsZ82E99juOlGw6s38LJ61wLmDeSyKxRTo241Vo0tO1XBOZaD4IV/yrYkTdbaYnpfP+5dLK5bf18C8p/4hHIQgxwhAoWC0sKzUcBAQTiw+Z0ZCxvp1cKHaMBFbkYYtMqxGWwA9jCFG5Rv5gukJeXZkKYyhDGxdXyV6qWVVw4Od/yqX/uDIApwfZLyiCCV4w4oqh5AyhQxngiA0nHt83XWc79CYGACoDOL8kLfLqg/I/6sq+8dmof5ksj5k3H9BOFY/FYvPINZzl3BeWJcuPBjJyDj1cuoFgbhroIbAByYM7PZZDreZx8mALTI3wjRwJ6PcUDBCu0DEQiREJDx1UJZB+/EX6PWNDx/CE7wqrfeEwd+m88FfbuZyBgE3ymWM7olciXzxQhOrj3+BTF8gvh/oXQuwUxtAAaICi3ZGKG34zh2Kz1hEFdJR2aiTC1/zjj+DwSzQ3looBKnW1GEhytL5b25vJN77jKsliMTyoB9nA6qYhsfteXiW2M7n9rzqWB6Wix6jusR4ceTdCdmpJVeOhZkwcWP5VxFA0xbKiJuO6J8GAimDUJSYBxuuWvK+mjKIPvhiPGIm01h+a2jrRJNdJGkFXBs5HkHSEj2kcNO5TKrRrksb1me8I5zGZf58UxEsxqVSLT/aLjlZB7XRhEGD0ph4ikjzZU/wjoHl+kskgQqbAMvdpbpgI0b15W4PHs0jIBpbmgF2eQ2O/2GAaJzKwKfTp8gRxryFss3NnclN52JihhxDXlVE7JOdP/E90ORppUjM6PGGSY7znS3ZxssYXcGwqfCSMoLDQIJnFhiLH8RvEfB8NFFjdNAvBtQ2DNF/Q0+kftDEQbjuJSBHhaCkzuburMODB3spfSCqHwQEUJnNCZCDQ9ssjNvnviJIGNNHiywBgKqsZU2NPsFYk7DTaguotNGg7mGEd4amIaYExy0Y77J2aB1EOGmSGhkxfI645qJbzWJfik9jiBRDrUrHi1ikeAfA1pAjGGNmBUy92TAIjNwVDGFzUJxk7SUv+L23U+XQoMeMUy0NN7uoLcKiExMtS4ewmBTrr1GFyeftKJyIaRQ6syIBATai5mhxVY8S3QiAWFwjgks3pZCkV3SIIg+v8NcuZSrh5h66TW5NVDBvJZlNt6FiwDYWt9vmC1Z8HCA91x+FI78vQbxDtAuoGObhAY3iHrotCWkYzO1hY886IZHjDiIG4Jbxa02CwdnkcyU6+hg09EotUlTv1uSqAgt4yCXVFeCJh1Fp4ljWCQMxZO1xGJZFN8JMMEPmNZHhjO3wlYepAibMGwSfKkpEuaiKe03wVkNmA4cC6Cl9AgkSN5lK+7Yn0odZh5hOjnFVgJ7g4BjsDQQJyiQDJW0r/lECXeHVcGPCwjNYGEu6IgJE5T3l1AOCrLr76mRV4AagCi2fzFh7SL37ZE9iaviancnxETDnMGioMBDKoxRdJJhycnHp2BUvegSBUpNg3KiTn+yMxJKD+ukMTmrkqBvikL1F0pC5DO0YUnbuHDDa0wjN1E19A1B4g7ejS3pJcl2WDlOdLkN18mjxYR79srpKHd+uUb+RXaKKIkXTCiANf9cBAB+NP5zj9yOYMOAEINGHaeCAiaoWwv4FFnWESLaoK8J9JTTWVIPhixCq9i30C97lCyFJmtdGA5gIAF+iRdRT4iLUdWgdSUH17JA5orvTnRN9OoAQSXvPUBwpQOZEH8R8iesj6aY6diE2lD5cULWZhbyAAU2zwlEEZ0OewOHU2VPwCUjF0ucAR6MP4RWOB4RJnDbHCUnZT6TG5/NHooX2S8jM7VQvGbvFTyDMQ2v4lbmqU98zUNKVfU8hb+C/8HfFOfyLB9TEnCb43zxNgmzsiF8d0Gh4+T4ENYhwo4QlQ2nkV3jzFxs2mqSqcvjCoQUVzK0AV9QwJBmOS65nyVQQFBs5Da/iUCPKfdEdZ2dz/gjJKj/98SsfNsJKZjQeGtJtQXFufET6KvlbT+ecRRaPD4k/5NKU+ltsS5gLArJEQUAPmi6Oe1qfLLDm9fDouSRIJKU7GqEWICwIMeUfsZyI+LjX7Kb2IqJJgjsZUt44ZgPJXZwEnYjSE/ZL7LKufUr+3L9SPQaFFAMLH2P+Xj9vTUEaINZppUGBmxrB7AkMj+yhcCJACjBBfQ7gRIHILzNovckDgy0rBNp95CdHRgKc9gu0OcbmOoEbEvTpzH8ZhbAKENECKAAHuqnfph0Mp5aZnBtY/+ouxZ6tLEsvUJhIbc1J22//iwSAlIf1IDX4tPzYkA8jsk0B7EgHjzoNlnOTw6iJfmRgplPU1p8I8SL84NJPWB0f+j2Dr0BHxdoTX2p/RYgSxLWpJgeFFMAOLvqK/OS7ovScHZ663l3k2ZJsQE23GFaIIQ7X975KQt58a7UhageVw3aRNV7XjQHwSQN+2M+oe6dCSuiBZi23/nSD4G5b69ZvMe54VCJ65BKyQwYvIfuVoQYB4h3GN3BGb9JgfIwUHvGGiGQdlX6DZRFiFl8bHatmCv6sGUeEDRnpgP965Nvx+Ql1gh6xKQxvBvv14BdUiyPNkob68R/WPyYfmoPiCHpe/fEu+UwAC+ER0qUe0mYf3y7sLLxZysAr2sCvKwK4pQrGiCqyVqYakjbQHYEDzTbyWFtQsGJ+gfwXru25r0yEQSWvS6IKWCH0gEPMalPaFHYBv6ZluZktScu1EFokHAvuRNt7YuaasqGBu/hXW1XQ7MGujp6EwNLpSRKhlqUK8taK7iCxFW05uWNmuTEFgZAIdlMLRM2JilZGAsfEIvRioCAc8OQaSGULN8LQAUg9BRbqECcAohvChm4KCHGYBUEDNmD/b3yZXaVhbwPz2oIF0o9tgentIXOzHcrIFwsQW8xHbOHGeXC/WLSC4BmtsvYM2da5dwX7e1TGz2GWd2S+mO2WOJL8tYAU0vSrgdQmtTIt3OlD8+u64Y0LcAAAAAAAAAAA=') 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+         *
+         * http://api.jqueryui.com/button/#theming
+         */.bk-ui-button{display:inline-block;position:relative;padding:0;line-height:normal;margin-right:.1em;cursor:pointer;vertical-align:middle;text-align:center;overflow:visible}.bk-ui-button,.bk-ui-button:link,.bk-ui-button:visited,.bk-ui-button:hover,.bk-ui-button:active{text-decoration:none}.bk-ui-button-icon-only{width:2.2em}button.bk-ui-button-icon-only{width:2.4em}.bk-ui-button-icons-only{width:3.4em}button.bk-ui-button-icons-only{width:3.7em}.bk-ui-button .bk-ui-button-text{display:block;line-height:normal}.bk-ui-button-text-only .bk-ui-button-text{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-button-text,.bk-ui-button-icons-only .bk-ui-button-text{padding:.4em;text-indent:-9999999px}.bk-ui-button-text-icon-primary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 1em .4em 2.1em}.bk-ui-button-text-icon-secondary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 2.1em .4em 1em}.bk-ui-button-text-icons .bk-ui-button-text{padding-left:2.1em;padding-right:2.1em}input.bk-ui-button{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-icon,.bk-ui-button-text-icon-primary .bk-ui-icon,.bk-ui-button-text-icon-secondary .bk-ui-icon,.bk-ui-button-text-icons .bk-ui-icon,.bk-ui-button-icons-only .bk-ui-icon{position:absolute;top:50%;margin-top:-8px}.bk-ui-button-icon-only .bk-ui-icon{left:50%;margin-left:-8px}.bk-ui-button-text-icon-primary .bk-ui-button-icon-primary,.bk-ui-button-text-icons .bk-ui-button-icon-primary,.bk-ui-button-icons-only .bk-ui-button-icon-primary{left:.5em}.bk-ui-button-text-icon-secondary .bk-ui-button-icon-secondary,.bk-ui-button-text-icons .bk-ui-button-icon-secondary,.bk-ui-button-icons-only .bk-ui-button-icon-secondary{right:.5em}.bk-ui-buttonset{margin-right:7px}.bk-ui-buttonset .bk-ui-button{margin-left:0;margin-right:-.3em}input.bk-ui-button::-moz-focus-inner,button.bk-ui-button::-moz-focus-inner{border:0;padding:0}/*!
+         * jQuery UI Datepicker 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/datepicker/#theming
+         */.bk-ui-datepicker{width:17em;padding:.2em .2em 0;display:none}.bk-ui-datepicker .bk-ui-datepicker-header{position:relative;padding:.2em 0}.bk-ui-datepicker .bk-ui-datepicker-prev,.bk-ui-datepicker .bk-ui-datepicker-next{position:absolute;top:2px;width:1.8em;height:1.8em}.bk-ui-datepicker .bk-ui-datepicker-prev-hover,.bk-ui-datepicker .bk-ui-datepicker-next-hover{top:1px}.bk-ui-datepicker .bk-ui-datepicker-prev{left:2px}.bk-ui-datepicker .bk-ui-datepicker-next{right:2px}.bk-ui-datepicker .bk-ui-datepicker-prev-hover{left:1px}.bk-ui-datepicker .bk-ui-datepicker-next-hover{right:1px}.bk-ui-datepicker .bk-ui-datepicker-prev span,.bk-ui-datepicker .bk-ui-datepicker-next span{display:block;position:absolute;left:50%;margin-left:-8px;top:50%;margin-top:-8px}.bk-ui-datepicker .bk-ui-datepicker-title{margin:0 2.3em;line-height:1.8em;text-align:center}.bk-ui-datepicker .bk-ui-datepicker-title select{font-size:1em;margin:1px 0}.bk-ui-datepicker select.bk-ui-datepicker-month,.bk-ui-datepicker select.bk-ui-datepicker-year{width:45%}.bk-ui-datepicker table{width:100%;font-size:.9em;border-collapse:collapse;margin:0 0 .4em}.bk-ui-datepicker th{padding:.7em .3em;text-align:center;font-weight:bold;border:0}.bk-ui-datepicker td{border:0;padding:1px}.bk-ui-datepicker td span,.bk-ui-datepicker td a{display:block;padding:.2em;text-align:right;text-decoration:none}.bk-ui-datepicker .bk-ui-datepicker-buttonpane{background-image:none;margin:.7em 0 0 0;padding:0 .2em;border-left:0;border-right:0;border-bottom:0}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button{float:right;margin:.5em .2em .4em;cursor:pointer;padding:.2em .6em .3em .6em;width:auto;overflow:visible}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current{float:left}.bk-ui-datepicker.bk-ui-datepicker-multi{width:auto}.bk-ui-datepicker-multi .bk-ui-datepicker-group{float:left}.bk-ui-datepicker-multi .bk-ui-datepicker-group table{width:95%;margin:0 auto .4em}.bk-ui-datepicker-multi-2 .bk-ui-datepicker-group{width:50%}.bk-ui-datepicker-multi-3 .bk-ui-datepicker-group{width:33.3%}.bk-ui-datepicker-multi-4 .bk-ui-datepicker-group{width:25%}.bk-ui-datepicker-multi .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-multi .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-left-width:0}.bk-ui-datepicker-multi .bk-ui-datepicker-buttonpane{clear:left}.bk-ui-datepicker-row-break{clear:both;width:100%;font-size:0}.bk-ui-datepicker-rtl{direction:rtl}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev{right:2px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next{left:2px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev:hover{right:1px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next:hover{left:1px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane{clear:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button{float:left}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current,.bk-ui-datepicker-rtl .bk-ui-datepicker-group{float:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-rtl .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-right-width:0;border-left-width:1px}/*!
+         * jQuery UI Dialog 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/dialog/#theming
+         */.bk-ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.bk-ui-dialog .bk-ui-dialog-titlebar{padding:.4em 1em;position:relative}.bk-ui-dialog .bk-ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.bk-ui-dialog .bk-ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.bk-ui-dialog .bk-ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:0;overflow:auto}.bk-ui-dialog .bk-ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 1em .5em .4em}.bk-ui-dialog .bk-ui-dialog-buttonpane .bk-ui-dialog-buttonset{float:right}.bk-ui-dialog .bk-ui-dialog-buttonpane button{margin:.5em .4em .5em 0;cursor:pointer}.bk-ui-dialog .bk-ui-resizable-se{width:12px;height:12px;right:-5px;bottom:-5px;background-position:16px 16px}.bk-ui-draggable .bk-ui-dialog-titlebar{cursor:move}/*!
+         * jQuery UI Draggable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-draggable-handle{-ms-touch-action:none;touch-action:none}/*!
+         * jQuery UI Menu 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/menu/#theming
+         */.bk-ui-menu{list-style:none;padding:0;margin:0;display:block;outline:0}.bk-ui-menu .bk-ui-menu{position:absolute}.bk-ui-menu .bk-ui-menu-item{position:relative;margin:0;padding:3px 1em 3px .4em;cursor:pointer;min-height:0;list-style-image:url("data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7")}.bk-ui-menu .bk-ui-menu-divider{margin:5px 0;height:0;font-size:0;line-height:0;border-width:1px 0 0 0}.bk-ui-menu .bk-ui-state-focus,.bk-ui-menu .bk-ui-state-active{margin:-1px}.bk-ui-menu-icons{position:relative}.bk-ui-menu-icons .bk-ui-menu-item{padding-left:2em}.bk-ui-menu .bk-ui-icon{position:absolute;top:0;bottom:0;left:.2em;margin:auto 0}.bk-ui-menu .bk-ui-menu-icon{left:auto;right:0}/*!
+         * jQuery UI Progressbar 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/progressbar/#theming
+         */.bk-ui-progressbar{height:2em;text-align:left;overflow:hidden}.bk-ui-progressbar .bk-ui-progressbar-value{margin:-1px;height:100%}.bk-ui-progressbar .bk-ui-progressbar-overlay{background:url("data:image/gif;base64,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");height:100%;filter:alpha(opacity=25);opacity:.25}.bk-ui-progressbar-indeterminate .bk-ui-progressbar-value{background-image:none}/*!
+         * jQuery UI Resizable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-resizable{position:relative}.bk-ui-resizable-handle{position:absolute;font-size:.1px;display:block;-ms-touch-action:none;touch-action:none}.bk-ui-resizable-disabled .bk-ui-resizable-handle,.bk-ui-resizable-autohide .bk-ui-resizable-handle{display:none}.bk-ui-resizable-n{cursor:n-resize;height:7px;width:100%;top:-5px;left:0}.bk-ui-resizable-s{cursor:s-resize;height:7px;width:100%;bottom:-5px;left:0}.bk-ui-resizable-e{cursor:e-resize;width:7px;right:-5px;top:0;height:100%}.bk-ui-resizable-w{cursor:w-resize;width:7px;left:-5px;top:0;height:100%}.bk-ui-resizable-se{cursor:se-resize;width:12px;height:12px;right:1px;bottom:1px}.bk-ui-resizable-sw{cursor:sw-resize;width:9px;height:9px;left:-5px;bottom:-5px}.bk-ui-resizable-nw{cursor:nw-resize;width:9px;height:9px;left:-5px;top:-5px}.bk-ui-resizable-ne{cursor:ne-resize;width:9px;height:9px;right:-5px;top:-5px}/*!
+         * jQuery UI Selectable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-selectable{-ms-touch-action:none;touch-action:none}.bk-ui-selectable-helper{position:absolute;z-index:100;border:1px dotted black}/*!
+         * jQuery UI Selectmenu 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/selectmenu/#theming
+         */.bk-ui-selectmenu-menu{padding:0;margin:0;position:absolute;top:0;left:0;display:none}.bk-ui-selectmenu-menu .bk-ui-menu{overflow:auto;overflow-x:hidden;padding-bottom:1px}.bk-ui-selectmenu-menu .bk-ui-menu .bk-ui-selectmenu-optgroup{font-size:1em;font-weight:bold;line-height:1.5;padding:2px .4em;margin:.5em 0 0 0;height:auto;border:0}.bk-ui-selectmenu-open{display:block}.bk-ui-selectmenu-button{display:inline-block;overflow:hidden;position:relative;text-decoration:none;cursor:pointer}.bk-ui-selectmenu-button span.bk-ui-icon{right:.5em;left:auto;margin-top:-8px;position:absolute;top:50%}.bk-ui-selectmenu-button span.bk-ui-selectmenu-text{text-align:left;padding:.4em 2.1em .4em 1em;display:block;line-height:1.4;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}/*!
+         * jQuery UI Sortable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-sortable-handle{-ms-touch-action:none;touch-action:none}/*!
+         * jQuery UI Slider 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/slider/#theming
+         */.bk-ui-slider{position:relative;text-align:left}.bk-ui-slider .bk-ui-slider-handle{position:absolute;z-index:2;width:1.2em;height:1.2em;cursor:default;-ms-touch-action:none;touch-action:none}.bk-ui-slider .bk-ui-slider-range{position:absolute;z-index:1;font-size:.7em;display:block;border:0;background-position:0 0}.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-handle,.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-range{filter:inherit}.bk-ui-slider-horizontal{height:.8em}.bk-ui-slider-horizontal .bk-ui-slider-handle{top:-.3em;margin-left:-.6em}.bk-ui-slider-horizontal .bk-ui-slider-range{top:0;height:100%}.bk-ui-slider-horizontal .bk-ui-slider-range-min{left:0}.bk-ui-slider-horizontal .bk-ui-slider-range-max{right:0}.bk-ui-slider-vertical{width:.8em;height:100px}.bk-ui-slider-vertical .bk-ui-slider-handle{left:-.3em;margin-left:0;margin-bottom:-.6em}.bk-ui-slider-vertical .bk-ui-slider-range{left:0;width:100%}.bk-ui-slider-vertical .bk-ui-slider-range-min{bottom:0}.bk-ui-slider-vertical .bk-ui-slider-range-max{top:0}/*!
+         * jQuery UI Spinner 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/spinner/#theming
+         */.bk-ui-spinner{position:relative;display:inline-block;overflow:hidden;padding:0;vertical-align:middle}.bk-ui-spinner-input{border:0;background:0;color:inherit;padding:0;margin:.2em 0;vertical-align:middle;margin-left:.4em;margin-right:22px}.bk-ui-spinner-button{width:16px;height:50%;font-size:.5em;padding:0;margin:0;text-align:center;position:absolute;cursor:default;display:block;overflow:hidden;right:0}.bk-ui-spinner a.bk-ui-spinner-button{border-top:0;border-bottom:0;border-right:0}.bk-ui-spinner .bk-ui-icon{position:absolute;margin-top:-8px;top:50%;left:0}.bk-ui-spinner-up{top:0}.bk-ui-spinner-down{bottom:0}.bk-ui-spinner .bk-ui-icon-triangle-1-s{background-position:-65px -16px}/*!
+         * jQuery UI Tabs 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/tabs/#theming
+         */.bk-ui-tabs{position:relative;padding:.2em}.bk-ui-tabs .bk-ui-tabs-nav{margin:0;padding:.2em .2em 0}.bk-ui-tabs .bk-ui-tabs-nav li{list-style:none;float:left;position:relative;top:0;margin:1px .2em 0 0;border-bottom-width:0;padding:0;white-space:nowrap}.bk-ui-tabs .bk-ui-tabs-nav .bk-ui-tabs-anchor{float:left;padding:.5em 1em;text-decoration:none}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active{margin-bottom:-1px;padding-bottom:1px}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-state-disabled .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-loading .bk-ui-tabs-anchor{cursor:text}.bk-ui-tabs-collapsible .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor{cursor:pointer}.bk-ui-tabs .bk-ui-tabs-panel{display:block;border-width:0;padding:1em 1.4em;background:0}/*!
+         * jQuery UI Tooltip 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/tooltip/#theming
+         */.bk-ui-tooltip{padding:8px;position:absolute;z-index:9999;max-width:300px;-webkit-box-shadow:0 0 5px #aaa;box-shadow:0 0 5px #aaa}body .bk-ui-tooltip{border-width:2px}/*!
+         * jQuery UI CSS Framework 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/category/theming/
+         *
+         * To view and modify this theme, visit http://jqueryui.com/themeroller/
+         */.bk-ui-widget{font-family:Verdana,Arial,sans-serif;font-size:1.1em}.bk-ui-widget .bk-ui-widget{font-size:1em}.bk-ui-widget input,.bk-ui-widget select,.bk-ui-widget textarea,.bk-ui-widget button{font-family:Verdana,Arial,sans-serif;font-size:1em}.bk-ui-widget-content{border:1px solid #aaa;background:#fff url("images/ui-bg_flat_75_ffffff_40x100.png") 50% 50% repeat-x;color:#222}.bk-ui-widget-content a{color:#222}.bk-ui-widget-header{border:1px solid #aaa;background:#ccc url("images/ui-bg_highlight-soft_75_cccccc_1x100.png") 50% 50% repeat-x;color:#222;font-weight:bold}.bk-ui-widget-header a{color:#222}.bk-ui-state-default,.bk-ui-widget-content .bk-ui-state-default,.bk-ui-widget-header .bk-ui-state-default{border:1px solid #d3d3d3;background:#e6e6e6 url("images/ui-bg_glass_75_e6e6e6_1x400.png") 50% 50% repeat-x;font-weight:normal;color:#555}.bk-ui-state-default a,.bk-ui-state-default a:link,.bk-ui-state-default 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.bk-slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-ui-rangeSlider{height:22px}.bk-ui-rangeSlider .bk-ui-rangeSlider-innerBar{height:16px;margin:3px 6px;background:#DDD}.bk-ui-rangeSlider .bk-ui-rangeSlider-handle{width:6px;height:22px;background:#AAA;background:rgba(100,100,100,0.3);cursor:col-resize}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar{margin:1px 0;background:#CCC;background:rgba(100,100,150,0.2);height:20px;cursor:move;cursor:grab;cursor:-moz-grab}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar.bk-ui-draggable-dragging{cursor:-moz-grabbing;cursor:grabbing}.bk-ui-rangeSlider-arrow{height:16px;margin:2px 0;width:16px;background-repeat:no-repeat}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-leftArrow{background-image:url('icons-classic/resultset_previous.png');background-position:center left}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-rightArrow{background-image:url('icons-classic/resultset_next.png');background-position:center 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+        /*# sourceMappingURL=bokeh.min.css.map */
+        /* END C:\Users\Bradlee Speice\Anaconda3\lib\site-packages\bokeh\server\static\css/bokeh.min.css */
+</style>
+    <div>
+        <a href="http://bokeh.pydata.org" target="_blank" class="bk-logo bk-logo-small bk-logo-notebook"></a>
+        <span>BokehJS successfully loaded.</span>
+    </div>
+
+
+I'm originally from North Carolina, and I've been hearing a lot of people talking about how often it's been raining recently. They're excited for any day that has sun.
+
+So I got a bit curious: Has North Carolina over the past few months actually had more cloudy and rainy days recently than in previous years? This shouldn't be a particularly challenging task, but I'm interested to know if people's perceptions actually reflect reality.
+
+The data we'll use comes from [forecast.io][1], since they can give us a cloud cover percentage. I've gone ahead and retrieved the data to a pickle file, and included the [code that was used to generate it](#Generating-the-Forecast-file). First up: What was the average cloud cover in North Carolina during August - November, and how many days were cloudy? We're going to assume that a "cloudy" day is defined as any day in which the cloud cover is above 50%.
+
+[1]: http://forecast.io/
+
+
+```python
+city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))
+forecast_df = pd.DataFrame.from_dict(city_forecasts)
+```
+
+
+```python
+cary_forecast = forecast_df['cary']
+years = range(1990, 2016)
+months = range(7, 12)
+months_str = ['July', 'August', 'September', 'October', 'November']
+
+def safe_cover(frame):
+    if frame and 'cloudCover' in frame:
+        return frame['cloudCover']
+    else:
+        return np.NaN
+
+def monthly_avg_cloudcover(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    return np.nanmean(cloud_cover_vals), cloud_cover_samples
+
+
+monthly_cover_vals = [[monthly_avg_cloudcover(y, m)[0] for y in years] for m in months]
+
+f = figure(title='Monthly Average Cloud Cover',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_cover_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+
+<script type="text/javascript">
+        Bokeh.$(function() {
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+        Bokeh.load_models(all_models);
+        var plots = [{'modelid': '2a4fdc48-79d5-4dae-ab6c-649854b2bfe9', 'elementid': 'c021877f-5cb6-4035-9044-c444f0727cdf', 'modeltype': 'Plot'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="c021877f-5cb6-4035-9044-c444f0727cdf"></div>
+
+
+
+
+As we can see from the chart above, on the whole the monthly average cloud cover has been generally trending down over time. The average cloud cover is also lower than it was last year - it seems people are mostly just complaining. There are some data issues that start in 2012 that we need to be aware of - the cloud cover percentage doesn't exist for all days. Even so, the data that we have seems to reflect the wider trend, so we'll assume for now that the missing data doesn't skew our results.
+
+There's one more metric we want to check though - how many cloudy days were there? This is probably a better gauge of sentiment than the average monthly cover.
+
+
+```python
+def monthly_cloudy_days(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    cloudy_days = [cover > .5 for cover in cloud_cover_vals]
+    return np.count_nonzero(cloudy_days), cloud_cover_samples
+
+monthly_days_vals = [[monthly_cloudy_days(y, m)[0] for y in years] for m in months]
+monthly_cover_samples = [[monthly_cloudy_days(y, m)[1] for y in years] for m in months]
+
+f = figure(title='Monthly Cloudy Days',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_days_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+
+f = figure(title='Monthly Cloud Cover Samples',
+          x_range=(1990, 2015),
+          x_axis_label='Year',
+          height=300)
+for x in range(0, len(months)):
+    f.line(years, monthly_cover_samples[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+
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+        Bokeh.load_models(all_models);
+        var plots = [{'modelid': '68293e2e-cd0e-4773-95ed-c4c245cb8578', 'elementid': '5b89dfb3-0bd0-482b-9e35-0acb63e01883', 'modeltype': 'Plot'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
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+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
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+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
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+<div class="plotdiv" id="5b89dfb3-0bd0-482b-9e35-0acb63e01883"></div>
+
+
+
+
+
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null, "ticker": {"id": "ebc8a196-42cb-4c41-8f1d-6999d76eb0e0", "type": "BasicTicker"}, "tags": [], "formatter": {"id": "3232e79f-601a-451b-a99b-71cadc9d089a", "type": "BasicTickFormatter"}}, "type": "LinearAxis"}];
+        Bokeh.load_models(all_models);
+        var plots = [{'modelid': '1e75e982-59a5-4e67-8947-1b11391c0f23', 'elementid': 'd2fca745-9f46-40b7-8e1d-76e542d1ef8d', 'modeltype': 'Plot'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="d2fca745-9f46-40b7-8e1d-76e542d1ef8d"></div>
+
+
+
+
+On the whole, the number of cloudy days seems to reflect the trend with average cloud cover - it's actually becoming more sunny as time progresses. That said, we need to be careful in how we view this number - because there weren't as many samples in 2015 as previous years, the number of days can get thrown off. In context though, even if most days not recorded were in fact cloudy, the overall count for 2015 would still be lower than previous years.
+
+# Tracking Precipitation Chances
+
+In addition to checking cloud cover, I wanted to check precipitation data as well - what is the average precipitation chance over a month, and how many days during a month is rain likely? The thinking is that days with a high-precipitation chance will also be days in which it is cloudy or depressing.
+
+
+```python
+def safe_precip(frame):
+    if frame and 'precipProbability' in frame:
+        return frame['precipProbability']
+    else:
+        return np.NaN
+
+def monthly_avg_precip(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))
+    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))
+    return np.nanmean(precip_vals), precip_samples
+
+monthly_avg_precip_vals = [[monthly_avg_precip(y, m)[0] for y in years] for m in months]
+
+f = figure(title='Monthly Average Precipitation Chance',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_avg_precip_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+
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"bb411c59-5525-4a1f-bf97-020cb2d0956f", "x": {"field": "x"}, "tags": []}, "type": "Line"}];
+        Bokeh.load_models(all_models);
+        var plots = [{'modelid': 'f700bb3b-d41c-4877-9f5c-9c7737a13924', 'elementid': 'fe48a963-4ff4-44e1-8d01-b095adafd533', 'modeltype': 'Plot'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="fe48a963-4ff4-44e1-8d01-b095adafd533"></div>
+
+
+
+
+As we can see from the chart, the average chance of precipitation over a month more or less stays within a band of 0 - .1 for all months over all years. This is further evidence that the past few months are no more cloudy or rainy than previous years. Like the cloud cover though, we still want to get a count of all the rainy days, in addition to the average chance. We'll define a "rainy day" as any day in which the chance of rain is greater than 25%.
+
+
+```python
+def monthly_rainy_days(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_prob_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))
+    precip_prob_samples = len(list(filter(lambda x: x is not np.NaN, precip_prob_vals)))
+    precip_days = [prob > .25 for prob in precip_prob_vals]
+    return np.count_nonzero(precip_days), precip_prob_samples
+
+monthly_precip_days_vals = [[monthly_rainy_days(y, m)[0] for y in years] for m in months]
+monthly_precip_samples = [[monthly_rainy_days(y, m)[1] for y in years] for m in months]
+
+f = figure(title='Monthly Rainy Days',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_precip_days_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+
+f = figure(title='Monthly Rainy Days Samples',
+          x_range=(1990, 2015),
+          x_axis_label='Year',
+          height=300)
+for x in range(0, len(months)):
+    f.line(years, monthly_precip_samples[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+
+<script type="text/javascript">
+        Bokeh.$(function() {
+        var all_models = [{"id": "796aa38f-3d60-4e2f-b935-9bb5eadd9c2d", "attributes": {"doc": null, "id": "796aa38f-3d60-4e2f-b935-9bb5eadd9c2d", "tags": []}, "type": "BasicTickFormatter"}, {"id": "6ec9712e-0074-415d-96bf-d3357cd09e8c", "attributes": {"line_color": {"value": "#1f77b4"}, "line_alpha": {"value": 0.1}, "y": {"field": "y"}, "doc": null, "id": "6ec9712e-0074-415d-96bf-d3357cd09e8c", "x": {"field": "x"}, "tags": []}, "type": "Line"}, {"id": "dd882eaa-16df-4a51-9ef9-473dba442ac1", "attributes": {"end": 2015, "callback": null, "id": "dd882eaa-16df-4a51-9ef9-473dba442ac1", "doc": null, "start": 1990, "tags": []}, "type": "Range1d"}, {"id": "06bd0543-d74f-4e8e-8a7e-7ec0c9e24d29", "attributes": {"dimensions": ["width", "height"], "plot": {"id": "cf7920fd-e257-462f-ac47-e6e79f5ca051", "type": "Plot", "subtype": "Figure"}, "doc": null, "id": "06bd0543-d74f-4e8e-8a7e-7ec0c9e24d29", "tags": []}, "type": "PanTool"}, {"id": "479fee83-2daa-4ee9-91c2-41330bc3bfb6", "attributes": 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+        var plots = [{'modelid': 'cf7920fd-e257-462f-ac47-e6e79f5ca051', 'elementid': '81c95d50-a301-410f-bc4c-797abe6f67a5', 'modeltype': 'Plot'}];
+        for (idx in plots) {
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+        	Bokeh.logger.info('Realizing plot:')
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+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
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"0935a7fe-f889-44bc-8b0c-3e364bb0cf0a", "attributes": {"line_color": {"value": "#016c59"}, "line_alpha": {"value": 1.0}, "y": {"field": "y"}, "doc": null, "id": "0935a7fe-f889-44bc-8b0c-3e364bb0cf0a", "x": {"field": "x"}, "tags": []}, "type": "Line"}, {"id": "00b775f6-1605-4ed7-8ab1-fbc970e8d47a", "attributes": {"line_color": {"value": "#1f77b4"}, "line_alpha": {"value": 0.1}, "y": {"field": "y"}, "doc": null, "id": "00b775f6-1605-4ed7-8ab1-fbc970e8d47a", "x": {"field": "x"}, "tags": []}, "type": "Line"}, {"id": "9f7dd85f-e1e3-45b6-bba0-264dac900cf3", "attributes": {"line_color": {"value": "#02818a"}, "line_alpha": {"value": 1.0}, "y": {"field": "y"}, "doc": null, "id": "9f7dd85f-e1e3-45b6-bba0-264dac900cf3", "x": {"field": "x"}, "tags": []}, "type": "Line"}, {"id": "1dbcd6a1-06db-49bf-af67-d386e3e9f14f", "attributes": {"plot": {"id": "4bcda4ae-5267-4de8-b4ce-9c01c6da20d2", "type": "Plot", "subtype": "Figure"}, "id": "1dbcd6a1-06db-49bf-af67-d386e3e9f14f", "doc": null, "ticker": {"id": "95612edb-f8f2-4f17-b216-2f36178794d4", "type": "BasicTicker"}, "tags": [], "formatter": {"id": "dd56772f-e47f-4b8d-9960-d8114239447a", "type": "BasicTickFormatter"}}, "type": "LinearAxis"}];
+        Bokeh.load_models(all_models);
+        var plots = [{'modelid': '4bcda4ae-5267-4de8-b4ce-9c01c6da20d2', 'elementid': 'e0f55f0d-f1ae-4a3c-a517-63a15a51bd88', 'modeltype': 'Plot'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="e0f55f0d-f1ae-4a3c-a517-63a15a51bd88"></div>
+
+
+
+
+After trying to find the number of days that are rainy, we can see that November hit its max value for rainy days in 2015. However, that value is 6, as compared to a previous maximum of 5. While it is a new record, the value isn't actually all that different. And for other months, the values are mostly in-line with the averages.
+
+# Summary and Conclusions
+
+After having looked at forecast data for Cary, it appears that the months of July - November this year in terms of weather were at worst on par with prior years, if not slightly more sunny. This seems to be a case of confirmation bias: someone complains about a string of cloudy or rainy days, and suddenly you start noticing them more.
+
+While this analysis doesn't take into account other areas of North Carolina, my initial guess would be to assume that other areas also will show similar results: nothing interesting is happening. Maybe that will be for another blog post later!
+
+Coming soon: I'll compare rain/cloud conditions in North Carolina to some other places in the U.S.!
+
+# Generating the Forecast file
+
+The following code was generates the file that was used throughout the blog post. Please note that I'm retrieving data for other cities to use in a future blog post, only Cary data was used for this post.
+
+```python
+import pandas as pd
+from functools import reduce
+import requests
+from datetime import datetime
+
+# Coordinate data from http://itouchmap.com/latlong.html
+cary_loc = (35.79154,-78.781117)
+nyc_loc = (40.78306,-73.971249)
+seattle_loc = (47.60621,-122.332071)
+binghamton_loc = (42.098687,-75.917974)
+cities = {
+    'cary': cary_loc,
+    'nyc': nyc_loc,
+    'seattle': seattle_loc,
+    'binghamton': binghamton_loc
+}
+
+apikey = '' # My super-secret API Key
+
+def get_forecast(lat, long, date=None):
+    forecast_base = "https://api.forecast.io/forecast/"
+    if date is None:
+        url = forecast_base + apikey + '/{},{}'.format(lat, long)
+    else:
+        epoch = int(date.timestamp())
+        url = forecast_base + apikey + '/{},{},{}'.format(lat, long, epoch)
+        
+    return requests.get(url).json()
+    
+years = range(1990,2016)
+# For datetimes, the 12 is for getting the weather at noon.
+# We're doing this over midnight because we're more concerned
+# with what people see, and people don't typically see the weather
+# at midnight.
+dt_indices = [pd.date_range(start=datetime(year, 7, 1, 12),
+                          end=datetime(year, 11, 30, 12))
+              for year in years]
+dt_merge = reduce(lambda x, y: x.union(y), dt_indices)
+
+# Because we have to pay a little bit to use the API, we use for loops here
+# instead of a comprehension - if something breaks, we want to preserve the
+# data already retrieved
+city_forecasts = {}
+for city, loc in cities.items():
+    print("Retrieving data for {} starting at {}".format(city,
+                                                         datetime.now().strftime("%I:%M:%S %p")))
+    for dt in dt_merge:
+        try:
+            city_forecasts[(city, dt)] = get_forecast(*loc, dt)
+        except Exception as e:
+            print(e)
+            city_forecasts[(city, dt)] = None
+print("End forecast retrieval: {}".format(datetime.now().strftime("%I:%M:%S %p")))
+
+import pickle
+pickle.dump(city_forecasts, open('city_forecasts.p', 'wb'))
+
+### Output:
+# Retrieving data for binghamton starting at 05:13:42 PM
+# Retrieving data for seattle starting at 05:30:51 PM
+# Retrieving data for nyc starting at 05:48:30 PM
+# Retrieving data for cary starting at 06:08:32 PM
+# End forecast retrieval: 06:25:21 PM
+```
diff --git a/blog/2016-01-01-complaining-about-the-weather/index.mdx b/blog/2016-01-01-complaining-about-the-weather/index.mdx
new file mode 100644
index 0000000..0f1f322
--- /dev/null
+++ b/blog/2016-01-01-complaining-about-the-weather/index.mdx
@@ -0,0 +1,258 @@
+---
+slug: 2016/01/complaining-about-the-weather
+title: Complaining about the weather
+date: 2016-01-01 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Figuring out whether people should be complaining about the recent weather in North Carolina.
+
+<!-- truncate -->
+
+```python
+from bokeh.plotting import figure, output_notebook, show
+from bokeh.palettes import PuBuGn9 as Palette
+import pandas as pd
+import numpy as np
+from datetime import datetime
+import pickle
+
+output_notebook()
+```
+
+```
+BokehJS successfully loaded.
+```
+
+I'm originally from North Carolina, and I've been hearing a lot of people talking about how often it's been raining recently. They're excited for any day that has sun.
+
+So I got a bit curious: Has North Carolina over the past few months actually had more cloudy and rainy days recently than in previous years? This shouldn't be a particularly challenging task, but I'm interested to know if people's perceptions actually reflect reality.
+
+The data we'll use comes from [forecast.io](https://forecast.io), since they can give us a cloud cover percentage. I've gone ahead and retrieved the data to a pickle file, and included the [code that was used to generate it](#Generating-the-Forecast-file). First up: What was the average cloud cover in North Carolina during August - November, and how many days were cloudy? We're going to assume that a "cloudy" day is defined as any day in which the cloud cover is above 50%.
+
+```python
+city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))
+forecast_df = pd.DataFrame.from_dict(city_forecasts)
+```
+
+```python
+cary_forecast = forecast_df['cary']
+years = range(1990, 2016)
+months = range(7, 12)
+months_str = ['July', 'August', 'September', 'October', 'November']
+
+def safe_cover(frame):
+    if frame and 'cloudCover' in frame:
+        return frame['cloudCover']
+    else:
+        return np.NaN
+
+def monthly_avg_cloudcover(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    return np.nanmean(cloud_cover_vals), cloud_cover_samples
+
+
+monthly_cover_vals = [[monthly_avg_cloudcover(y, m)[0] for y in years] for m in months]
+
+f = figure(title='Monthly Average Cloud Cover',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_cover_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+![Monthly average cloud cover chart](./1.png)
+
+As we can see from the chart above, on the whole the monthly average cloud cover has been generally trending down over time. The average cloud cover is also lower than it was last year - it seems people are mostly just complaining. There are some data issues that start in 2012 that we need to be aware of - the cloud cover percentage doesn't exist for all days. Even so, the data that we have seems to reflect the wider trend, so we'll assume for now that the missing data doesn't skew our results.
+
+There's one more metric we want to check though - how many cloudy days were there? This is probably a better gauge of sentiment than the average monthly cover.
+
+
+```python
+def monthly_cloudy_days(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(cary_forecast[x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    cloudy_days = [cover > .5 for cover in cloud_cover_vals]
+    return np.count_nonzero(cloudy_days), cloud_cover_samples
+
+monthly_days_vals = [[monthly_cloudy_days(y, m)[0] for y in years] for m in months]
+monthly_cover_samples = [[monthly_cloudy_days(y, m)[1] for y in years] for m in months]
+
+f = figure(title='Monthly Cloudy Days',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_days_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+
+f = figure(title='Monthly Cloud Cover Samples',
+          x_range=(1990, 2015),
+          x_axis_label='Year',
+          height=300)
+for x in range(0, len(months)):
+    f.line(years, monthly_cover_samples[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+![Monthly cloudy days chart](./2.png)
+
+![Monthly cloud cover samples chart](./3.png)
+
+On the whole, the number of cloudy days seems to reflect the trend with average cloud cover - it's actually becoming more sunny as time progresses. That said, we need to be careful in how we view this number - because there weren't as many samples in 2015 as previous years, the number of days can get thrown off. In context though, even if most days not recorded were in fact cloudy, the overall count for 2015 would still be lower than previous years.
+
+# Tracking Precipitation Chances
+
+In addition to checking cloud cover, I wanted to check precipitation data as well - what is the average precipitation chance over a month, and how many days during a month is rain likely? The thinking is that days with a high-precipitation chance will also be days in which it is cloudy or depressing.
+
+
+```python
+def safe_precip(frame):
+    if frame and 'precipProbability' in frame:
+        return frame['precipProbability']
+    else:
+        return np.NaN
+
+def monthly_avg_precip(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))
+    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))
+    return np.nanmean(precip_vals), precip_samples
+
+monthly_avg_precip_vals = [[monthly_avg_precip(y, m)[0] for y in years] for m in months]
+
+f = figure(title='Monthly Average Precipitation Chance',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_avg_precip_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+![Monthly average precipitation chance chart](./4.png)
+
+As we can see from the chart, the average chance of precipitation over a month more or less stays within a band of 0 - .1 for all months over all years. This is further evidence that the past few months are no more cloudy or rainy than previous years. Like the cloud cover though, we still want to get a count of all the rainy days, in addition to the average chance. We'll define a "rainy day" as any day in which the chance of rain is greater than 25%.
+
+
+```python
+def monthly_rainy_days(year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_prob_vals = list(map(lambda x: safe_precip(cary_forecast[x]['currently']), dates))
+    precip_prob_samples = len(list(filter(lambda x: x is not np.NaN, precip_prob_vals)))
+    precip_days = [prob > .25 for prob in precip_prob_vals]
+    return np.count_nonzero(precip_days), precip_prob_samples
+
+monthly_precip_days_vals = [[monthly_rainy_days(y, m)[0] for y in years] for m in months]
+monthly_precip_samples = [[monthly_rainy_days(y, m)[1] for y in years] for m in months]
+
+f = figure(title='Monthly Rainy Days',
+           x_range=(1990, 2015),
+          x_axis_label='Year')
+for x in range(0, len(months)):
+    f.line(years, monthly_precip_days_vals[x], legend=months_str[x], color=Palette[x])
+show(f)
+
+f = figure(title='Monthly Rainy Days Samples',
+          x_range=(1990, 2015),
+          x_axis_label='Year',
+          height=300)
+for x in range(0, len(months)):
+    f.line(years, monthly_precip_samples[x], legend=months_str[x], color=Palette[x])
+show(f)
+```
+
+![Monthly rainy days chart](./5.png)
+
+![Monthly rainy days samples chart](./6.png)
+
+After trying to find the number of days that are rainy, we can see that November hit its max value for rainy days in 2015. However, that value is 6, as compared to a previous maximum of 5. While it is a new record, the value isn't actually all that different. And for other months, the values are mostly in-line with the averages.
+
+# Summary and Conclusions
+
+After having looked at forecast data for Cary, it appears that the months of July - November this year in terms of weather were at worst on par with prior years, if not slightly more sunny. This seems to be a case of confirmation bias: someone complains about a string of cloudy or rainy days, and suddenly you start noticing them more.
+
+While this analysis doesn't take into account other areas of North Carolina, my initial guess would be to assume that other areas also will show similar results: nothing interesting is happening. Maybe that will be for another blog post later!
+
+Coming soon: I'll compare rain/cloud conditions in North Carolina to some other places in the U.S.!
+
+# Generating the Forecast file
+
+The following code was generates the file that was used throughout the blog post. Please note that I'm retrieving data for other cities to use in a future blog post, only Cary data was used for this post.
+
+```python
+import pandas as pd
+from functools import reduce
+import requests
+from datetime import datetime
+
+# Coordinate data from http://itouchmap.com/latlong.html
+cary_loc = (35.79154,-78.781117)
+nyc_loc = (40.78306,-73.971249)
+seattle_loc = (47.60621,-122.332071)
+binghamton_loc = (42.098687,-75.917974)
+cities = {
+    'cary': cary_loc,
+    'nyc': nyc_loc,
+    'seattle': seattle_loc,
+    'binghamton': binghamton_loc
+}
+
+apikey = '' # My super-secret API Key
+
+def get_forecast(lat, long, date=None):
+    forecast_base = "https://api.forecast.io/forecast/"
+    if date is None:
+        url = forecast_base + apikey + '/{},{}'.format(lat, long)
+    else:
+        epoch = int(date.timestamp())
+        url = forecast_base + apikey + '/{},{},{}'.format(lat, long, epoch)
+        
+    return requests.get(url).json()
+    
+years = range(1990,2016)
+# For datetimes, the 12 is for getting the weather at noon.
+# We're doing this over midnight because we're more concerned
+# with what people see, and people don't typically see the weather
+# at midnight.
+dt_indices = [pd.date_range(start=datetime(year, 7, 1, 12),
+                          end=datetime(year, 11, 30, 12))
+              for year in years]
+dt_merge = reduce(lambda x, y: x.union(y), dt_indices)
+
+# Because we have to pay a little bit to use the API, we use for loops here
+# instead of a comprehension - if something breaks, we want to preserve the
+# data already retrieved
+city_forecasts = {}
+for city, loc in cities.items():
+    print("Retrieving data for {} starting at {}".format(city,
+                                                         datetime.now().strftime("%I:%M:%S %p")))
+    for dt in dt_merge:
+        try:
+            city_forecasts[(city, dt)] = get_forecast(*loc, dt)
+        except Exception as e:
+            print(e)
+            city_forecasts[(city, dt)] = None
+print("End forecast retrieval: {}".format(datetime.now().strftime("%I:%M:%S %p")))
+
+import pickle
+pickle.dump(city_forecasts, open('city_forecasts.p', 'wb'))
+
+### Output:
+# Retrieving data for binghamton starting at 05:13:42 PM
+# Retrieving data for seattle starting at 05:30:51 PM
+# Retrieving data for nyc starting at 05:48:30 PM
+# Retrieving data for cary starting at 06:08:32 PM
+# End forecast retrieval: 06:25:21 PM
+```
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diff --git a/blog/2016-01-23-cloudy-in-seattle/_article.md b/blog/2016-01-23-cloudy-in-seattle/_article.md
new file mode 100644
index 0000000..0139426
--- /dev/null
+++ b/blog/2016-01-23-cloudy-in-seattle/_article.md
@@ -0,0 +1,15 @@
+Title: Cloudy in Seattle
+Date: 2016-01-23
+Category: Blog
+Tags: weather, data science
+Authors: Bradlee Speice
+Summary: Building on prior analysis, is Seattle's reputation as a depressing city actually well-earned?
+[//]: <> "Modified: "
+
+{% notebook 2016-1-23-cloudy-in-seattle.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
diff --git a/blog/2016-01-23-cloudy-in-seattle/_notebook.ipynb b/blog/2016-01-23-cloudy-in-seattle/_notebook.ipynb
new file mode 100644
index 0000000..b7e2d62
--- /dev/null
+++ b/blog/2016-01-23-cloudy-in-seattle/_notebook.ipynb
@@ -0,0 +1,721 @@
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t.success=function(i){var r=t.reset?\"reset\":\"set\";n[r](i,t),e&&e(n,i,t),n.trigger(\"sync\",n,i,t)},O(this,t),this.sync(\"read\",this,t)},create:function(t,e){if(e=e?i.clone(e):{},!(t=this._prepareModel(t,e)))return!1;e.wait||this.add(t,e);var n=this,r=e.success;return e.success=function(t,i){e.wait&&n.add(t,e),r&&r(t,i,e)},t.save(null,e),t},parse:function(t,e){return t},clone:function(){return new this.constructor(this.models)},_reset:function(){this.length=0,this.models=[],this._byId={}},_prepareModel:function(t,e){if(t instanceof p)return t;e=e?i.clone(e):{},e.collection=this;var n=new this.model(t,e);return n.validationError?(this.trigger(\"invalid\",this,n.validationError,e),!1):n},_addReference:function(t,e){this._byId[t.cid]=t,null!=t.id&&(this._byId[t.id]=t),t.collection||(t.collection=this),t.on(\"all\",this._onModelEvent,this)},_removeReference:function(t,e){this===t.collection&&delete 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a.length?[w(s.concat(a),\"identifier\",!0),a]:void 0}function V(){C.apply(this,arguments);var t=c(this.handler,this);this.touch=new q(this.manager,t),this.mouse=new L(this.manager,t)}function $(t,e){this.manager=t,this.set(e)}function U(t){if(_(t,ie))return ie;var e=_(t,ne),i=_(t,re);return e&&i?ne+\" \"+re:e||i?e?ne:re:_(t,ee)?ee:te}function G(t){this.id=k(),this.manager=null,this.options=u(t||{},this.defaults),this.options.enable=d(this.options.enable,!0),this.state=se,this.simultaneous={},this.requireFail=[]}function X(t){return t&he?\"cancel\":t&le?\"end\":t&ae?\"move\":t&oe?\"start\":\"\"}function Z(t){return t==Nt?\"down\":t==It?\"up\":t==Pt?\"left\":t==Et?\"right\":\"\"}function J(t,e){var i=e.manager;return i?i.get(t):t}function Q(){G.apply(this,arguments)}function K(){Q.apply(this,arguments),this.pX=null,this.pY=null}function tt(){Q.apply(this,arguments)}function et(){G.apply(this,arguments),this._timer=null,this._input=null}function it(){Q.apply(this,arguments)}function 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e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(e.direction&Rt?(r=0===s?At:0>s?Pt:Et,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?At:0>o?It:Nt,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Q.prototype.attrTest.call(this,t)&&(this.state&oe||!(this.state&oe)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this._super.emit.call(this,t)}}),h(tt,Q,{defaults:{event:\"pinch\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&oe)},emit:function(t){if(this._super.emit.call(this,t),1!==t.scale){var e=t.scale<1?\"in\":\"out\";this.manager.emit(this.options.event+e,t)}}}),h(et,G,{defaults:{event:\"press\",pointers:1,time:500,threshold:5},getTouchAction:function(){return[te]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||t.eventType&(Tt|St)&&!r)this.reset();else if(t.eventType&Ct)this.reset(),this._timer=s(function(){this.state=ue,this.tryEmit()},e.time,this);else if(t.eventType&Tt)return ue;return ce},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===ue&&(t&&t.eventType&Tt?this.manager.emit(this.options.event+\"up\",t):(this._input.timeStamp=ft(),this.manager.emit(this.options.event,this._input)))}}),h(it,Q,{defaults:{event:\"rotate\",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return 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this.failTimeout();if(n&&r&&i){if(t.eventType!=Tt)return this.failTimeout();var o=this.pTime?t.timeStamp-this.pTime<e.interval:!0,a=!this.pCenter||z(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ue,this.tryEmit()},e.interval,this),oe):ue}return ce},failTimeout:function(){return this._timer=s(function(){this.state=ce},this.options.interval,this),ce},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ue&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),st.VERSION=\"2.0.4\",st.defaults={domEvents:!1,touchAction:Kt,enable:!0,inputTarget:null,inputClass:null,preset:[[it,{enable:!1}],[tt,{enable:!1},[\"rotate\"]],[nt,{direction:Rt}],[K,{direction:Rt},[\"swipe\"]],[rt],[rt,{event:\"doubletap\",taps:2},[\"tap\"]],[et]],cssProps:{userSelect:\"none\",touchSelect:\"none\",touchCallout:\"none\",contentZooming:\"none\",userDrag:\"none\",tapHighlightColor:\"rgba(0,0,0,0)\"}};var pe=1,de=2;ot.prototype={set:function(t){return l(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?de:pe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var i,n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&ue)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],e.stopped===de||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(oe|ae|le)&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof G)return t;for(var e=this.recognizers,i=0;i<e.length;i++)if(e[i].options.event==t)return e[i];return null},add:function(t){if(o(t,\"add\",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(o(t,\"remove\",this))return this;var e=this.recognizers;return t=this.get(t),e.splice(y(e,t),1),this.touchAction.update(),this},on:function(t,e){var i=this.handlers;return a(v(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this},off:function(t,e){var i=this.handlers;return a(v(t),function(t){e?i[t].splice(y(i[t],e),1):delete i[t]}),this},emit:function(t,e){this.options.domEvents&&lt(t,e);var i=this.handlers[t]&&this.handlers[t].slice();if(i&&i.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<i.length;)i[n](e),n++}},destroy:function(){this.element&&at(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},l(st,{INPUT_START:Ct,INPUT_MOVE:Dt,INPUT_END:Tt,INPUT_CANCEL:St,STATE_POSSIBLE:se,STATE_BEGAN:oe,STATE_CHANGED:ae,STATE_ENDED:le,STATE_RECOGNIZED:ue,STATE_CANCELLED:he,STATE_FAILED:ce,DIRECTION_NONE:At,DIRECTION_LEFT:Pt,DIRECTION_RIGHT:Et,DIRECTION_UP:It,DIRECTION_DOWN:Nt,DIRECTION_HORIZONTAL:Rt,DIRECTION_VERTICAL:zt,DIRECTION_ALL:jt,Manager:ot,Input:C,TouchAction:$,TouchInput:q,MouseInput:L,PointerEventInput:H,TouchMouseInput:V,SingleTouchInput:B,Recognizer:G,AttrRecognizer:Q,Tap:rt,Pan:K,Swipe:nt,Pinch:tt,Rotate:it,Press:et,on:f,off:g,each:a,merge:u,extend:l,inherit:h,bindFn:c,prefixed:x}),typeof define==ct&&define.amd?define(function(){return st}):\"undefined\"!=typeof e&&e.exports?e.exports=st:t[n]=st}(window,document,\"Hammer\")},{}],4:[function(t,e,i){!function(t){\"function\"==typeof define&&define.amd?define([\"jquery\"],t):\"object\"==typeof i?e.exports=t:t(jQuery)}(function(t){function e(e){var o=e||window.event,a=l.call(arguments,1),u=0,c=0,p=0,d=0,f=0,g=0;if(e=t.event.fix(o),e.type=\"mousewheel\",\"detail\"in o&&(p=-1*o.detail),\"wheelDelta\"in o&&(p=o.wheelDelta),\"wheelDeltaY\"in o&&(p=o.wheelDeltaY),\"wheelDeltaX\"in o&&(c=-1*o.wheelDeltaX),\"axis\"in o&&o.axis===o.HORIZONTAL_AXIS&&(c=-1*p,p=0),u=0===p?c:p,\"deltaY\"in o&&(p=-1*o.deltaY,u=p),\"deltaX\"in o&&(c=o.deltaX,0===p&&(u=-1*c)),0!==p||0!==c){if(1===o.deltaMode){var m=t.data(this,\"mousewheel-line-height\");u*=m,p*=m,c*=m}else if(2===o.deltaMode){var 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u=o.length;u;)t.event.fixHooks[o[--u]]=t.event.mouseHooks;var h=t.event.special.mousewheel={version:\"3.1.12\",setup:function(){if(this.addEventListener)for(var i=a.length;i;)this.addEventListener(a[--i],e,!1);else this.onmousewheel=e;t.data(this,\"mousewheel-line-height\",h.getLineHeight(this)),t.data(this,\"mousewheel-page-height\",h.getPageHeight(this))},teardown:function(){if(this.removeEventListener)for(var i=a.length;i;)this.removeEventListener(a[--i],e,!1);else this.onmousewheel=null;t.removeData(this,\"mousewheel-line-height\"),t.removeData(this,\"mousewheel-page-height\")},getLineHeight:function(e){var i=t(e),n=i[\"offsetParent\"in t.fn?\"offsetParent\":\"parent\"]();return n.length||(n=t(\"body\")),parseInt(n.css(\"fontSize\"),10)||parseInt(i.css(\"fontSize\"),10)||16},getPageHeight:function(e){return t(e).height()},settings:{adjustOldDeltas:!0,normalizeOffset:!0}};t.fn.extend({mousewheel:function(t){return t?this.bind(\"mousewheel\",t):this.trigger(\"mousewheel\")},unmousewheel:function(t){return this.unbind(\"mousewheel\",t)}})})},{}],5:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./position\"),t(\"./menu\"),function(t,e){t.widget(\"ui.autocomplete\",{version:\"1.10.4\",defaultElement:\"<input>\",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:\"left top\",at:\"left bottom\",collision:\"none\"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s=\"textarea\"===r,o=\"input\"===r;this.isMultiLine=s?!0:o?!1:this.element.prop(\"isContentEditable\"),this.valueMethod=this.element[s||o?\"val\":\"text\"],this.isNewMenu=!0,this.element.addClass(\"ui-autocomplete-input\").attr(\"autocomplete\",\"off\"),this._on(this.element,{keydown:function(r){if(this.element.prop(\"readOnly\"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move(\"previousPage\",r);break;case s.PAGE_DOWN:e=!0,this._move(\"nextPage\",r);break;case s.UP:e=!0,this._keyEvent(\"previous\",r);break;case s.DOWN:e=!0,this._keyEvent(\"next\",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(\":visible\")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(\":visible\"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move(\"previousPage\",n);break;case r.PAGE_DOWN:this._move(\"nextPage\",n);break;case r.UP:this._keyEvent(\"previous\",n);break;case r.DOWN:this._keyEvent(\"next\",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t(\"<ul>\").addClass(\"ui-autocomplete ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var e=++this.requestIndex;return t.proxy(function(t){e===this.requestIndex&&this.__response(t),this.pending--,this.pending||this.element.removeClass(\"ui-autocomplete-loading\")},this)},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n)},{\"./core\":7,\"./menu\":12,\"./position\":14,\"./widget\":17,jquery:18}],6:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),function(t,e){var i,n=\"ui-button ui-widget ui-state-default ui-corner-all\",r=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",s=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},o=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.4\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,s),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,r=this.options,a=\"checkbox\"===this.type||\"radio\"===this.type,l=a?\"\":\"ui-state-active\";null===r.label&&(r.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(n).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){r.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){r.disabled||t(this).removeClass(l)}).bind(\"click\"+this.eventNamespace,function(t){r.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass(\"ui-state-focus\")},blur:function(){this.buttonElement.removeClass(\"ui-state-focus\")}}),a&&this.element.bind(\"change\"+this.eventNamespace,function(){e.refresh()}),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return r.disabled?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(r.disabled)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];o(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return r.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return r.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return r.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",r.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(n+\" ui-state-active \"+r).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?(this.element.prop(\"disabled\",!!e),void(e&&this.buttonElement.removeClass(\"ui-state-focus\"))):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?o(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(r),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,s=n.primary&&n.secondary,o=[];n.primary||n.secondary?(this.options.text&&o.push(\"ui-button-text-icon\"+(s?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(o.push(s?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):o.push(\"ui-button-text-only\"),e.addClass(o.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.4\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n)},{\"./core\":7,\"./widget\":17,jquery:18}],7:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.4\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0);\n",
+       "        }),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n)},{jquery:18}],8:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.4\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",\n",
+       "        R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,\"min\"),s=this._getMinMaxDate(t,\"max\"),o=null,a=null,l=this._get(t,\"yearRange\");return l&&(i=l.split(\":\"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\\-].*/)&&(o+=n),i[1].match(/[+\\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,\"shortYearCutoff\");return e=\"string\"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,\"dayNamesShort\"),dayNames:this._get(t,\"dayNames\"),monthNamesShort:this._get(t,\"monthNamesShort\"),monthNames:this._get(t,\"monthNames\")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?\"object\"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,\"dateFormat\"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t(\"#\"+t.datepicker._mainDivId).length&&t(\"body\").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return\"string\"!=typeof e||\"isDisabled\"!==e&&\"getDate\"!==e&&\"widget\"!==e?\"option\"===e&&2===arguments.length&&\"string\"==typeof arguments[1]?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){\"string\"==typeof e?t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker[\"_\"+e+\"Datepicker\"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version=\"1.10.4\"}(n)},{\"./core\":7,jquery:18}],9:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],10:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./mouse\"),t(\"./draggable\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.4\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e,i=this.options,n=i.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(n)?n:function(t){return t.is(n)},this.proportions=function(){return arguments.length?void(e=arguments[0]):e?e:e={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},t.ui.ddmanager.droppables[i.scope]=t.ui.ddmanager.droppables[i.scope]||[],t.ui.ddmanager.droppables[i.scope].push(this),i.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=(t.positionAbs||t.position.absolute).top,l=o+t.helperProportions.width,u=a+t.helperProportions.height,h=e.offset.left,c=e.offset.top,p=h+e.proportions().width,d=c+e.proportions().height;switch(n){case\"fit\":return o>=h&&p>=l&&a>=c&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&l-t.helperProportions.width/2<p&&c<a+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,c,e.proportions().height)&&i(r,h,e.proportions().width);case\"touch\":return(a>=c&&d>=a||u>=c&&d>=u||c>a&&u>d)&&(o>=h&&p>=o||l>=h&&p>=l||h>o&&l>p);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions().height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions({width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight}))}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n)},{\"./core\":7,\"./draggable\":9,\"./mouse\":13,\"./widget\":17,jquery:18}],11:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return\"area\"===a?(r=e.parentNode,s=r.name,e.href&&s&&\"map\"===r.nodeName.toLowerCase()?(o=t(\"img[usemap=#\"+s+\"]\")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:\"a\"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return\"hidden\"===t.css(this,\"visibility\")}).length}var r=0,s=/^ui-id-\\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:\"1.10.3\",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return\"number\"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css(\"position\"))||/absolute/.test(this.css(\"position\"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,\"position\"))&&/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,\"overflow\")+t.css(this,\"overflow-y\")+t.css(this,\"overflow-x\"))}).eq(0),/fixed/.test(this.css(\"position\"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css(\"zIndex\",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css(\"position\"),(\"absolute\"===n||\"relative\"===n||\"fixed\"===n)&&(r=parseInt(s.css(\"zIndex\"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id=\"ui-id-\"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr(\"id\")})}}),t.extend(t.expr[\":\"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,\"tabindex\")))},tabbable:function(e){var n=t.attr(e,\"tabindex\"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t(\"<a>\").outerWidth(1).jquery||t.each([\"Width\",\"Height\"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,\"padding\"+this))||0,n&&(i-=parseFloat(t.css(e,\"border\"+this+\"Width\"))||0),r&&(i-=parseFloat(t.css(e,\"margin\"+this))||0)}),i}var s=\"Width\"===n?[\"Left\",\"Right\"]:[\"Top\",\"Bottom\"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,\n",
+       "        outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn[\"inner\"+n]=function(i){return i===e?a[\"inner\"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+\"px\")})},t.fn[\"outer\"+n]=function(e,i){return\"number\"!=typeof e?a[\"outer\"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+\"px\")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t(\"<a>\").data(\"a-b\",\"a\").removeData(\"a-b\").data(\"a-b\")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart=\"onselectstart\"in document.createElement(\"div\"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?\"selectstart\":\"mousedown\")+\".ui-disableSelection\",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(\".ui-disableSelection\")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if(\"hidden\"===t(e).css(\"overflow\"))return!1;var n=i&&\"left\"===i?\"scrollLeft\":\"scrollTop\",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n),function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler(\"remove\")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(\".\")[0];e=e.split(\".\")[1],r=u+\"-\"+e,n||(n=i,i=t.Widget),t.expr[\":\"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+\".\"+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a=\"string\"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&\"_\"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error(\"no such method '\"+o+\"' for \"+i+\" widget instance\"):t.error(\"cannot call methods on \"+i+\" prior to initialization; attempted to call method '\"+o+\"'\")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:\"widget\",widgetEventPrefix:\"\",defaultElement:\"<div>\",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace=\".\"+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger(\"create\",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr(\"aria-disabled\").removeClass(this.widgetFullName+\"-disabled ui-state-disabled\"),this.bindings.unbind(this.eventNamespace),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")},_destroy:t.noop,widget:function(){return this.element},option:function(i,n){var r,s,o,a=i;if(0===arguments.length)return t.widget.extend({},this.options);if(\"string\"==typeof i)if(a={},r=i.split(\".\"),i=r.shift(),r.length){for(s=a[i]=t.widget.extend({},this.options[i]),o=0;o<r.length-1;o++)s[r[o]]=s[r[o]]||{},s=s[r[o]];if(i=r.pop(),n===e)return s[i]===e?null:s[i];s[i]=n}else{if(n===e)return this.options[i]===e?null:this.options[i];a[i]=n}return this._setOptions(a),this},_setOptions:function(t){var e;for(e in t)this._setOption(e,t[e]);return this},_setOption:function(t,e){return this.options[t]=e,\"disabled\"===t&&(this.widget().toggleClass(this.widgetFullName+\"-disabled ui-state-disabled\",!!e).attr(\"aria-disabled\",e),this.hoverable.removeClass(\"ui-state-hover\"),this.focusable.removeClass(\"ui-state-focus\")),this},enable:function(){return this._setOption(\"disabled\",!1)},disable:function(){return this._setOption(\"disabled\",!0)},_on:function(e,i,n){var r,s=this;\"boolean\"!=typeof e&&(n=i,i=e,e=!1),n?(i=r=t(i),this.bindings=this.bindings.add(i)):(n=i,i=this.element,r=this.widget()),t.each(n,function(n,o){function a(){return e||s.options.disabled!==!0&&!t(this).hasClass(\"ui-state-disabled\")?(\"string\"==typeof o?s[o]:o).apply(s,arguments):void 0}\"string\"!=typeof o&&(a.guid=o.guid=o.guid||a.guid||t.guid++);var l=n.match(/^(\\w+)\\s*(.*)$/),u=l[1]+s.eventNamespace,h=l[2];h?r.delegate(h,u,a):i.bind(u,a)})},_off:function(t,e){e=(e||\"\").split(\" \").join(this.eventNamespace+\" \")+this.eventNamespace,t.unbind(e).undelegate(e)},_delay:function(t,e){function i(){return(\"string\"==typeof t?n[t]:t).apply(n,arguments)}var n=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass(\"ui-state-hover\")},mouseleave:function(e){t(e.currentTarget).removeClass(\"ui-state-hover\")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass(\"ui-state-focus\")},focusout:function(e){t(e.currentTarget).removeClass(\"ui-state-focus\")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:\"fadeIn\",hide:\"fadeOut\"},function(e,i){t.Widget.prototype[\"_\"+e]=function(n,r,s){\"string\"==typeof r&&(r={effect:r});var o,a=r?r===!0||\"number\"==typeof r?i:r.effect||i:e;r=r||{},\"number\"==typeof r&&(r={duration:r}),o=!t.isEmptyObject(r),r.complete=s,r.delay&&n.delay(r.delay),o&&t.effects&&t.effects.effect[a]?n[e](r):a!==e&&n[a]?n[a](r.duration,r.easing,s):n.queue(function(i){t(this)[e](),s&&s.call(n[0]),i()})}})}(n),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget(\"ui.mouse\",{version:\"1.10.3\",options:{cancel:\"input,textarea,button,select,option\",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind(\"mousedown.\"+this.widgetName,function(t){return e._mouseDown(t)}).bind(\"click.\"+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+\".preventClickEvent\")?(t.removeData(i.target,e.widgetName+\".preventClickEvent\"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n),function(t,e){t.widget(\"ui.draggable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"drag\",options:{addClasses:!0,appendTo:\"parent\",axis:!1,connectToSortable:!1,containment:!1,cursor:\"auto\",cursorAt:!1,grid:!1,handle:!1,helper:\"original\",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:\"default\",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:\"both\",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){\"original\"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css(\"position\"))||(this.element[0].style.position=\"relative\"),this.options.addClasses&&this.element.addClass(\"ui-draggable\"),this.options.disabled&&this.element.addClass(\"ui-draggable-disabled\"),this._mouseInit()},_destroy:function(){this.element.removeClass(\"ui-draggable ui-draggable-dragging ui-draggable-disabled\"),this._mouseDestroy()},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(\".ui-resizable-handle\").length>0?!1:(this.handle=this._getHandle(e),this.handle?(t(i.iframeFix===!0?\"iframe\":i.iframeFix).each(function(){t(\"<div class='ui-draggable-iframeFix' style='background: #fff;'></div>\").css({width:this.offsetWidth+\"px\",height:this.offsetHeight+\"px\",position:\"absolute\",opacity:\"0.001\",zIndex:1e3}).css(t(this).offset()).appendTo(\"body\")}),!0):!1)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this.helper.addClass(\"ui-draggable-dragging\"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css(\"position\"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css(\"position\"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger(\"start\",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if(\"fixed\"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),!i){var n=this._uiHash();if(this._trigger(\"drag\",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),\"original\"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?(\"invalid\"===this.options.revert&&!n||\"valid\"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger(\"stop\",e)!==!1&&i._clear()}):this._trigger(\"stop\",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t(\"div.ui-draggable-iframeFix\").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(\".ui-draggable-dragging\")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):\"clone\"===i.helper?this.element.clone().removeAttr(\"id\"):this.element;return n.parents(\"body\").length||n.appendTo(\"parent\"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css(\"position\"))||n.css(\"position\",\"absolute\"),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css(\"marginLeft\"),10)||0,top:parseInt(this.element.css(\"marginTop\"),10)||0,right:parseInt(this.element.css(\"marginRight\"),10)||0,bottom:parseInt(this.element.css(\"marginBottom\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?\"window\"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):\"document\"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):(\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e=\"hidden\"!==i.css(\"overflow\"),this.containment=[(parseInt(i.css(\"borderLeftWidth\"),10)||0)+(parseInt(i.css(\"paddingLeft\"),10)||0),(parseInt(i.css(\"borderTopWidth\"),10)||0)+(parseInt(i.css(\"paddingTop\"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css(\"borderRightWidth\"),10)||0)-(parseInt(i.css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css(\"borderBottomWidth\"),10)||0)-(parseInt(i.css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass(\"ui-draggable-dragging\"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),\"drag\"===e&&(this.positionAbs=this._convertPositionTo(\"absolute\")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add(\"draggable\",\"connectToSortable\",{start:function(e,i){var n=t(this).data(\"ui-draggable\"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,\"ui-sortable\");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger(\"activate\",e,s))})},stop:function(e,i){var n=t(this).data(\"ui-draggable\"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,\"original\"===n.options.helper&&this.instance.currentItem.css({top:\"auto\",left:\"auto\"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger(\"deactivate\",e,r))})},drag:function(e,i){var n=t(this).data(\"ui-draggable\"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr(\"id\").appendTo(this.instance.element).data(\"ui-sortable-item\",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger(\"toSortable\",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger(\"out\",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger(\"fromSortable\",e),n.dropped=!1)})}}),t.ui.plugin.add(\"draggable\",\"cursor\",{start:function(){var e=t(\"body\"),i=t(this).data(\"ui-draggable\").options;e.css(\"cursor\")&&(i._cursor=e.css(\"cursor\")),e.css(\"cursor\",i.cursor)},stop:function(){var e=t(this).data(\"ui-draggable\").options;e._cursor&&t(\"body\").css(\"cursor\",e._cursor)}}),t.ui.plugin.add(\"draggable\",\"opacity\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"opacity\")&&(r._opacity=n.css(\"opacity\")),n.css(\"opacity\",r.opacity)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._opacity&&t(i.helper).css(\"opacity\",n._opacity)}}),t.ui.plugin.add(\"draggable\",\"scroll\",{start:function(){var e=t(this).data(\"ui-draggable\");e.scrollParent[0]!==document&&\"HTML\"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data(\"ui-draggable\"),n=i.options,r=!1;i.scrollParent[0]!==document&&\"HTML\"!==i.scrollParent[0].tagName?(n.axis&&\"x\"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&\"y\"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&\"x\"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&\"y\"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add(\"draggable\",\"snap\",{start:function(){var e=t(this).data(\"ui-draggable\"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||\":data(ui-draggable)\":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data(\"ui-draggable\"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):(\"inner\"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,\"outer\"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo(\"relative\",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo(\"relative\",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo(\"relative\",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add(\"draggable\",\"stack\",{start:function(){var e,i=this.data(\"ui-draggable\").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css(\"zIndex\"),10)||0)-(parseInt(t(i).css(\"zIndex\"),10)||0)});n.length&&(e=parseInt(t(n[0]).css(\"zIndex\"),10)||0,t(n).each(function(i){t(this).css(\"zIndex\",e+i)}),this.css(\"zIndex\",e+n.length))}}),t.ui.plugin.add(\"draggable\",\"zIndex\",{start:function(e,i){var n=t(i.helper),r=t(this).data(\"ui-draggable\").options;n.css(\"zIndex\")&&(r._zIndex=n.css(\"zIndex\")),n.css(\"zIndex\",r.zIndex)},stop:function(e,i){var n=t(this).data(\"ui-draggable\").options;n._zIndex&&t(i.helper).css(\"zIndex\",n._zIndex)}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget(\"ui.droppable\",{version:\"1.10.3\",widgetEventPrefix:\"drop\",options:{accept:\"*\",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:\"default\",tolerance:\"intersect\",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e=this.options,i=e.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(i)?i:function(t){return t.is(i)},this.proportions={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight},t.ui.ddmanager.droppables[e.scope]=t.ui.ddmanager.droppables[e.scope]||[],t.ui.ddmanager.droppables[e.scope].push(this),e.addClasses&&this.element.addClass(\"ui-droppable\")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass(\"ui-droppable ui-droppable-disabled\")},_setOption:function(e,i){\"accept\"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger(\"activate\",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger(\"deactivate\",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger(\"over\",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"out\",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(\":data(ui-droppable)\").not(\".ui-draggable-dragging\").each(function(){var e=t.data(this,\"ui-droppable\");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger(\"drop\",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=o+t.helperProportions.width,l=(t.positionAbs||t.position.absolute).top,u=l+t.helperProportions.height,h=e.offset.left,c=h+e.proportions.width,p=e.offset.top,d=p+e.proportions.height;switch(n){case\"fit\":\n",
+       "        return o>=h&&c>=a&&l>=p&&d>=u;case\"intersect\":return h<o+t.helperProportions.width/2&&a-t.helperProportions.width/2<c&&p<l+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case\"pointer\":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,p,e.proportions.height)&&i(r,h,e.proportions.width);case\"touch\":return(l>=p&&d>=l||u>=p&&d>=u||p>l&&u>d)&&(o>=h&&c>=o||a>=h&&c>=a||h>o&&a>c);default:return!1}},t.ui.ddmanager={current:null,droppables:{\"default\":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(\":data(ui-droppable)\").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions.height=0;continue t}s[n].visible=\"none\"!==s[n].element.css(\"display\"),s[n].visible&&(\"mousedown\"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions={width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight})}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil(\"body\").bind(\"scroll.droppable\",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?\"isout\":o&&!this.isover?\"isover\":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(\":data(ui-droppable)\").filter(function(){return t.data(this,\"ui-droppable\").options.scope===r}),s.length&&(n=t.data(s[0],\"ui-droppable\"),n.greedyChild=\"isover\"===a)),n&&\"isover\"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this[\"isout\"===a?\"isover\":\"isout\"]=!1,this[\"isover\"===a?\"_over\":\"_out\"].call(this,i),n&&\"isout\"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil(\"body\").unbind(\"scroll.droppable\"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n),function(t,e){function i(t){return parseInt(t,10)||0}function n(t){return!isNaN(parseInt(t,10))}t.widget(\"ui.resizable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"resize\",options:{alsoResize:!1,animate:!1,animateDuration:\"slow\",animateEasing:\"swing\",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:\"e,s,se\",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_create:function(){var e,i,n,r,s,o=this,a=this.options;if(this.element.addClass(\"ui-resizable\"),t.extend(this,{_aspectRatio:!!a.aspectRatio,aspectRatio:a.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:a.helper||a.ghost||a.animate?a.helper||\"ui-resizable-helper\":null}),this.element[0].nodeName.match(/canvas|textarea|input|select|button|img/i)&&(this.element.wrap(t(\"<div class='ui-wrapper' style='overflow: hidden;'></div>\").css({position:this.element.css(\"position\"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css(\"top\"),left:this.element.css(\"left\")})),this.element=this.element.parent().data(\"ui-resizable\",this.element.data(\"ui-resizable\")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css(\"marginLeft\"),marginTop:this.originalElement.css(\"marginTop\"),marginRight:this.originalElement.css(\"marginRight\"),marginBottom:this.originalElement.css(\"marginBottom\")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css(\"resize\"),this.originalElement.css(\"resize\",\"none\"),this._proportionallyResizeElements.push(this.originalElement.css({position:\"static\",zoom:1,display:\"block\"})),this.originalElement.css({margin:this.originalElement.css(\"margin\")}),this._proportionallyResize()),this.handles=a.handles||(t(\".ui-resizable-handle\",this.element).length?{n:\".ui-resizable-n\",e:\".ui-resizable-e\",s:\".ui-resizable-s\",w:\".ui-resizable-w\",se:\".ui-resizable-se\",sw:\".ui-resizable-sw\",ne:\".ui-resizable-ne\",nw:\".ui-resizable-nw\"}:\"e,s,se\"),this.handles.constructor===String)for(\"all\"===this.handles&&(this.handles=\"n,e,s,w,se,sw,ne,nw\"),e=this.handles.split(\",\"),this.handles={},i=0;i<e.length;i++)n=t.trim(e[i]),s=\"ui-resizable-\"+n,r=t(\"<div class='ui-resizable-handle \"+s+\"'></div>\"),r.css({zIndex:a.zIndex}),\"se\"===n&&r.addClass(\"ui-icon ui-icon-gripsmall-diagonal-se\"),this.handles[n]=\".ui-resizable-\"+n,this.element.append(r);this._renderAxis=function(e){var i,n,r,s;e=e||this.element;for(i in this.handles)this.handles[i].constructor===String&&(this.handles[i]=t(this.handles[i],this.element).show()),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/textarea|input|select|button/i)&&(n=t(this.handles[i],this.element),s=/sw|ne|nw|se|n|s/.test(i)?n.outerHeight():n.outerWidth(),r=[\"padding\",/ne|nw|n/.test(i)?\"Top\":/se|sw|s/.test(i)?\"Bottom\":/^e$/.test(i)?\"Right\":\"Left\"].join(\"\"),e.css(r,s),this._proportionallyResize()),t(this.handles[i]).length},this._renderAxis(this.element),this._handles=t(\".ui-resizable-handle\",this.element).disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(r=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=r&&r[1]?r[1]:\"se\")}),a.autoHide&&(this._handles.hide(),t(this.element).addClass(\"ui-resizable-autohide\").mouseenter(function(){a.disabled||(t(this).removeClass(\"ui-resizable-autohide\"),o._handles.show())}).mouseleave(function(){a.disabled||o.resizing||(t(this).addClass(\"ui-resizable-autohide\"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeClass(\"ui-resizable ui-resizable-disabled ui-resizable-resizing\").removeData(\"resizable\").removeData(\"ui-resizable\").unbind(\".resizable\").find(\".ui-resizable-handle\").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css(\"position\"),width:e.outerWidth(),height:e.outerHeight(),top:e.css(\"top\"),left:e.css(\"left\")}).insertAfter(e),e.remove()),this.originalElement.css(\"resize\",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(e){var i,n,r=!1;for(i in this.handles)n=t(this.handles[i])[0],(n===e.target||t.contains(n,e.target))&&(r=!0);return!this.options.disabled&&r},_mouseStart:function(e){var n,r,s,o=this.options,a=this.element.position(),l=this.element;return this.resizing=!0,/absolute/.test(l.css(\"position\"))?l.css({position:\"absolute\",top:l.css(\"top\"),left:l.css(\"left\")}):l.is(\".ui-draggable\")&&l.css({position:\"absolute\",top:a.top,left:a.left}),this._renderProxy(),n=i(this.helper.css(\"left\")),r=i(this.helper.css(\"top\")),o.containment&&(n+=t(o.containment).scrollLeft()||0,r+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:n,top:r},this.size=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalSize=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalPosition={left:n,top:r},this.sizeDiff={width:l.outerWidth()-l.width(),height:l.outerHeight()-l.height()},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio=\"number\"==typeof o.aspectRatio?o.aspectRatio:this.originalSize.width/this.originalSize.height||1,s=t(\".ui-resizable-\"+this.axis).css(\"cursor\"),t(\"body\").css(\"cursor\",\"auto\"===s?this.axis+\"-resize\":s),l.addClass(\"ui-resizable-resizing\"),this._propagate(\"start\",e),!0},_mouseDrag:function(e){var i,n=this.helper,r={},s=this.originalMousePosition,o=this.axis,a=this.position.top,l=this.position.left,u=this.size.width,h=this.size.height,c=e.pageX-s.left||0,p=e.pageY-s.top||0,d=this._change[o];return d?(i=d.apply(this,[e,c,p]),this._updateVirtualBoundaries(e.shiftKey),(this._aspectRatio||e.shiftKey)&&(i=this._updateRatio(i,e)),i=this._respectSize(i,e),this._updateCache(i),this._propagate(\"resize\",e),this.position.top!==a&&(r.top=this.position.top+\"px\"),this.position.left!==l&&(r.left=this.position.left+\"px\"),this.size.width!==u&&(r.width=this.size.width+\"px\"),this.size.height!==h&&(r.height=this.size.height+\"px\"),n.css(r),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),t.isEmptyObject(r)||this._trigger(\"resize\",e,this.ui()),!1):!1},_mouseStop:function(e){this.resizing=!1;var i,n,r,s,o,a,l,u=this.options,h=this;return this._helper&&(i=this._proportionallyResizeElements,n=i.length&&/textarea/i.test(i[0].nodeName),r=n&&t.ui.hasScroll(i[0],\"left\")?0:h.sizeDiff.height,s=n?0:h.sizeDiff.width,o={width:h.helper.width()-s,height:h.helper.height()-r},a=parseInt(h.element.css(\"left\"),10)+(h.position.left-h.originalPosition.left)||null,l=parseInt(h.element.css(\"top\"),10)+(h.position.top-h.originalPosition.top)||null,u.animate||this.element.css(t.extend(o,{top:l,left:a})),h.helper.height(h.size.height),h.helper.width(h.size.width),this._helper&&!u.animate&&this._proportionallyResize()),t(\"body\").css(\"cursor\",\"auto\"),this.element.removeClass(\"ui-resizable-resizing\"),this._propagate(\"stop\",e),this._helper&&this.helper.remove(),!1},_updateVirtualBoundaries:function(t){var e,i,r,s,o,a=this.options;o={minWidth:n(a.minWidth)?a.minWidth:0,maxWidth:n(a.maxWidth)?a.maxWidth:1/0,minHeight:n(a.minHeight)?a.minHeight:0,maxHeight:n(a.maxHeight)?a.maxHeight:1/0},(this._aspectRatio||t)&&(e=o.minHeight*this.aspectRatio,r=o.minWidth/this.aspectRatio,i=o.maxHeight*this.aspectRatio,s=o.maxWidth/this.aspectRatio,e>o.minWidth&&(o.minWidth=e),r>o.minHeight&&(o.minHeight=r),i<o.maxWidth&&(o.maxWidth=i),s<o.maxHeight&&(o.maxHeight=s)),this._vBoundaries=o},_updateCache:function(t){this.offset=this.helper.offset(),n(t.left)&&(this.position.left=t.left),n(t.top)&&(this.position.top=t.top),n(t.height)&&(this.size.height=t.height),n(t.width)&&(this.size.width=t.width)},_updateRatio:function(t){var e=this.position,i=this.size,r=this.axis;return n(t.height)?t.width=t.height*this.aspectRatio:n(t.width)&&(t.height=t.width/this.aspectRatio),\"sw\"===r&&(t.left=e.left+(i.width-t.width),t.top=null),\"nw\"===r&&(t.top=e.top+(i.height-t.height),t.left=e.left+(i.width-t.width)),t},_respectSize:function(t){var e=this._vBoundaries,i=this.axis,r=n(t.width)&&e.maxWidth&&e.maxWidth<t.width,s=n(t.height)&&e.maxHeight&&e.maxHeight<t.height,o=n(t.width)&&e.minWidth&&e.minWidth>t.width,a=n(t.height)&&e.minHeight&&e.minHeight>t.height,l=this.originalPosition.left+this.originalSize.width,u=this.position.top+this.size.height,h=/sw|nw|w/.test(i),c=/nw|ne|n/.test(i);return o&&(t.width=e.minWidth),a&&(t.height=e.minHeight),r&&(t.width=e.maxWidth),s&&(t.height=e.maxHeight),o&&h&&(t.left=l-e.minWidth),r&&h&&(t.left=l-e.maxWidth),a&&c&&(t.top=u-e.minHeight),s&&c&&(t.top=u-e.maxHeight),t.width||t.height||t.left||!t.top?t.width||t.height||t.top||!t.left||(t.left=null):t.top=null,t},_proportionallyResize:function(){if(this._proportionallyResizeElements.length){var t,e,i,n,r,s=this.helper||this.element;for(t=0;t<this._proportionallyResizeElements.length;t++){if(r=this._proportionallyResizeElements[t],!this.borderDif)for(this.borderDif=[],i=[r.css(\"borderTopWidth\"),r.css(\"borderRightWidth\"),r.css(\"borderBottomWidth\"),r.css(\"borderLeftWidth\")],n=[r.css(\"paddingTop\"),r.css(\"paddingRight\"),r.css(\"paddingBottom\"),r.css(\"paddingLeft\")],e=0;e<i.length;e++)this.borderDif[e]=(parseInt(i[e],10)||0)+(parseInt(n[e],10)||0);r.css({height:s.height()-this.borderDif[0]-this.borderDif[2]||0,width:s.width()-this.borderDif[1]-this.borderDif[3]||0})}}},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t(\"<div style='overflow:hidden;'></div>\"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:\"absolute\",left:this.elementOffset.left+\"px\",top:this.elementOffset.top+\"px\",zIndex:++i.zIndex}),this.helper.appendTo(\"body\").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,n=this.originalPosition;return{left:n.left+e,width:i.width-e}},n:function(t,e,i){var n=this.originalSize,r=this.originalPosition;return{top:r.top+i,height:n.height-i}},s:function(t,e,i){return{height:this.originalSize.height+i}},se:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},sw:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[e,i,n]))},ne:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},nw:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[e,i,n]))}},_propagate:function(e,i){t.ui.plugin.call(this,e,[i,this.ui()]),\"resize\"!==e&&this._trigger(e,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),t.ui.plugin.add(\"resizable\",\"animate\",{stop:function(e){var i=t(this).data(\"ui-resizable\"),n=i.options,r=i._proportionallyResizeElements,s=r.length&&/textarea/i.test(r[0].nodeName),o=s&&t.ui.hasScroll(r[0],\"left\")?0:i.sizeDiff.height,a=s?0:i.sizeDiff.width,l={width:i.size.width-a,height:i.size.height-o},u=parseInt(i.element.css(\"left\"),10)+(i.position.left-i.originalPosition.left)||null,h=parseInt(i.element.css(\"top\"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,h&&u?{top:h,left:u}:{}),{duration:n.animateDuration,easing:n.animateEasing,step:function(){var n={width:parseInt(i.element.css(\"width\"),10),height:parseInt(i.element.css(\"height\"),10),top:parseInt(i.element.css(\"top\"),10),left:parseInt(i.element.css(\"left\"),10)};r&&r.length&&t(r[0]).css({width:n.width,height:n.height}),i._updateCache(n),i._propagate(\"resize\",e)}})}}),t.ui.plugin.add(\"resizable\",\"containment\",{start:function(){var e,n,r,s,o,a,l,u=t(this).data(\"ui-resizable\"),h=u.options,c=u.element,p=h.containment,d=p instanceof t?p.get(0):/parent/.test(p)?c.parent().get(0):p;d&&(u.containerElement=t(d),/document/.test(p)||p===document?(u.containerOffset={left:0,top:0},u.containerPosition={left:0,top:0},u.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),n=[],t([\"Top\",\"Right\",\"Left\",\"Bottom\"]).each(function(t,r){n[t]=i(e.css(\"padding\"+r))}),u.containerOffset=e.offset(),u.containerPosition=e.position(),u.containerSize={height:e.innerHeight()-n[3],width:e.innerWidth()-n[1]},r=u.containerOffset,s=u.containerSize.height,o=u.containerSize.width,a=t.ui.hasScroll(d,\"left\")?d.scrollWidth:o,l=t.ui.hasScroll(d)?d.scrollHeight:s,u.parentData={element:d,left:r.left,top:r.top,width:a,height:l}))},resize:function(e){var i,n,r,s,o=t(this).data(\"ui-resizable\"),a=o.options,l=o.containerOffset,u=o.position,h=o._aspectRatio||e.shiftKey,c={top:0,left:0},p=o.containerElement;p[0]!==document&&/static/.test(p.css(\"position\"))&&(c=l),u.left<(o._helper?l.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-l.left:o.position.left-c.left),h&&(o.size.height=o.size.width/o.aspectRatio),o.position.left=a.helper?l.left:0),u.top<(o._helper?l.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-l.top:o.position.top),h&&(o.size.width=o.size.height*o.aspectRatio),o.position.top=o._helper?l.top:0),o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top,i=Math.abs((o._helper?o.offset.left-c.left:o.offset.left-c.left)+o.sizeDiff.width),n=Math.abs((o._helper?o.offset.top-c.top:o.offset.top-l.top)+o.sizeDiff.height),r=o.containerElement.get(0)===o.element.parent().get(0),s=/relative|absolute/.test(o.containerElement.css(\"position\")),r&&s&&(i-=o.parentData.left),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,h&&(o.size.height=o.size.width/o.aspectRatio)),n+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-n,h&&(o.size.width=o.size.height*o.aspectRatio))},stop:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.containerOffset,r=e.containerPosition,s=e.containerElement,o=t(e.helper),a=o.offset(),l=o.outerWidth()-e.sizeDiff.width,u=o.outerHeight()-e.sizeDiff.height;e._helper&&!i.animate&&/relative/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u}),e._helper&&!i.animate&&/static/.test(s.css(\"position\"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u})}}),t.ui.plugin.add(\"resizable\",\"alsoResize\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=function(e){t(e).each(function(){var e=t(this);e.data(\"ui-resizable-alsoresize\",{width:parseInt(e.width(),10),height:parseInt(e.height(),10),left:parseInt(e.css(\"left\"),10),top:parseInt(e.css(\"top\"),10)})})};\"object\"!=typeof i.alsoResize||i.alsoResize.parentNode?n(i.alsoResize):i.alsoResize.length?(i.alsoResize=i.alsoResize[0],n(i.alsoResize)):t.each(i.alsoResize,function(t){n(t)})},resize:function(e,i){var n=t(this).data(\"ui-resizable\"),r=n.options,s=n.originalSize,o=n.originalPosition,a={height:n.size.height-s.height||0,width:n.size.width-s.width||0,top:n.position.top-o.top||0,left:n.position.left-o.left||0},l=function(e,n){t(e).each(function(){var e=t(this),r=t(this).data(\"ui-resizable-alsoresize\"),s={},o=n&&n.length?n:e.parents(i.originalElement[0]).length?[\"width\",\"height\"]:[\"width\",\"height\",\"top\",\"left\"];t.each(o,function(t,e){var i=(r[e]||0)+(a[e]||0);i&&i>=0&&(s[e]=i||null)}),e.css(s)})};\"object\"!=typeof r.alsoResize||r.alsoResize.nodeType?l(r.alsoResize):t.each(r.alsoResize,function(t,e){l(t,e)})},stop:function(){t(this).removeData(\"resizable-alsoresize\")}}),t.ui.plugin.add(\"resizable\",\"ghost\",{start:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size;e.ghost=e.originalElement.clone(),e.ghost.css({opacity:.25,display:\"block\",position:\"relative\",height:n.height,width:n.width,margin:0,left:0,top:0}).addClass(\"ui-resizable-ghost\").addClass(\"string\"==typeof i.ghost?i.ghost:\"\"),e.ghost.appendTo(e.helper)},resize:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.ghost.css({position:\"relative\",height:e.size.height,width:e.size.width})},stop:function(){var e=t(this).data(\"ui-resizable\");e.ghost&&e.helper&&e.helper.get(0).removeChild(e.ghost.get(0))}}),t.ui.plugin.add(\"resizable\",\"grid\",{resize:function(){var e=t(this).data(\"ui-resizable\"),i=e.options,n=e.size,r=e.originalSize,s=e.originalPosition,o=e.axis,a=\"number\"==typeof i.grid?[i.grid,i.grid]:i.grid,l=a[0]||1,u=a[1]||1,h=Math.round((n.width-r.width)/l)*l,c=Math.round((n.height-r.height)/u)*u,p=r.width+h,d=r.height+c,f=i.maxWidth&&i.maxWidth<p,g=i.maxHeight&&i.maxHeight<d,m=i.minWidth&&i.minWidth>p,_=i.minHeight&&i.minHeight>d;i.grid=a,m&&(p+=l),_&&(d+=u),f&&(p-=l),g&&(d-=u),/^(se|s|e)$/.test(o)?(e.size.width=p,e.size.height=d):/^(ne)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.top=s.top-c):/^(sw)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.left=s.left-h):(e.size.width=p,e.size.height=d,e.position.top=s.top-c,e.position.left=s.left-h)}})}(n),function(t,e){t.widget(\"ui.selectable\",t.ui.mouse,{version:\"1.10.3\",options:{appendTo:\"body\",autoRefresh:!0,distance:0,filter:\"*\",tolerance:\"touch\",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var e,i=this;this.element.addClass(\"ui-selectable\"),this.dragged=!1,this.refresh=function(){e=t(i.options.filter,i.element[0]),e.addClass(\"ui-selectee\"),e.each(function(){var e=t(this),i=e.offset();t.data(this,\"selectable-item\",{element:this,$element:e,left:i.left,top:i.top,right:i.left+e.outerWidth(),bottom:i.top+e.outerHeight(),startselected:!1,selected:e.hasClass(\"ui-selected\"),selecting:e.hasClass(\"ui-selecting\"),unselecting:e.hasClass(\"ui-unselecting\")})})},this.refresh(),this.selectees=e.addClass(\"ui-selectee\"),this._mouseInit(),this.helper=t(\"<div class='ui-selectable-helper'></div>\")},_destroy:function(){this.selectees.removeClass(\"ui-selectee\").removeData(\"selectable-item\"),this.element.removeClass(\"ui-selectable ui-selectable-disabled\"),this._mouseDestroy()},_mouseStart:function(e){var i=this,n=this.options;this.opos=[e.pageX,e.pageY],this.options.disabled||(this.selectees=t(n.filter,this.element[0]),this._trigger(\"start\",e),t(n.appendTo).append(this.helper),this.helper.css({left:e.pageX,top:e.pageY,width:0,height:0}),n.autoRefresh&&this.refresh(),this.selectees.filter(\".ui-selected\").each(function(){var n=t.data(this,\"selectable-item\");n.startselected=!0,e.metaKey||e.ctrlKey||(n.$element.removeClass(\"ui-selected\"),n.selected=!1,n.$element.addClass(\"ui-unselecting\"),n.unselecting=!0,i._trigger(\"unselecting\",e,{unselecting:n.element}))}),t(e.target).parents().addBack().each(function(){var n,r=t.data(this,\"selectable-item\");return r?(n=!e.metaKey&&!e.ctrlKey||!r.$element.hasClass(\"ui-selected\"),r.$element.removeClass(n?\"ui-unselecting\":\"ui-selected\").addClass(n?\"ui-selecting\":\"ui-unselecting\"),r.unselecting=!n,r.selecting=n,r.selected=n,n?i._trigger(\"selecting\",e,{selecting:r.element}):i._trigger(\"unselecting\",e,{unselecting:r.element}),!1):void 0}))},_mouseDrag:function(e){if(this.dragged=!0,!this.options.disabled){var i,n=this,r=this.options,s=this.opos[0],o=this.opos[1],a=e.pageX,l=e.pageY;return s>a&&(i=a,a=s,s=i),o>l&&(i=l,l=o,o=i),this.helper.css({left:s,top:o,width:a-s,height:l-o}),this.selectees.each(function(){var i=t.data(this,\"selectable-item\"),u=!1;i&&i.element!==n.element[0]&&(\"touch\"===r.tolerance?u=!(i.left>a||i.right<s||i.top>l||i.bottom<o):\"fit\"===r.tolerance&&(u=i.left>s&&i.right<a&&i.top>o&&i.bottom<l),u?(i.selected&&(i.$element.removeClass(\"ui-selected\"),i.selected=!1),i.unselecting&&(i.$element.removeClass(\"ui-unselecting\"),i.unselecting=!1),i.selecting||(i.$element.addClass(\"ui-selecting\"),i.selecting=!0,n._trigger(\"selecting\",e,{selecting:i.element}))):(i.selecting&&((e.metaKey||e.ctrlKey)&&i.startselected?(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.$element.addClass(\"ui-selected\"),i.selected=!0):(i.$element.removeClass(\"ui-selecting\"),i.selecting=!1,i.startselected&&(i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0),n._trigger(\"unselecting\",e,{unselecting:i.element}))),i.selected&&(e.metaKey||e.ctrlKey||i.startselected||(i.$element.removeClass(\"ui-selected\"),i.selected=!1,i.$element.addClass(\"ui-unselecting\"),i.unselecting=!0,n._trigger(\"unselecting\",e,{unselecting:i.element})))))}),!1}},_mouseStop:function(e){var i=this;return this.dragged=!1,t(\".ui-unselecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-unselecting\"),n.unselecting=!1,n.startselected=!1,i._trigger(\"unselected\",e,{unselected:n.element})}),t(\".ui-selecting\",this.element[0]).each(function(){var n=t.data(this,\"selectable-item\");n.$element.removeClass(\"ui-selecting\").addClass(\"ui-selected\"),n.selecting=!1,n.selected=!0,n.startselected=!0,i._trigger(\"selected\",e,{selected:n.element})}),this._trigger(\"stop\",e),this.helper.remove(),!1}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;\n",
+       "        return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){var i,n,r,s,o=[],a=[],l=this._connectWith();if(l&&e)for(i=l.length-1;i>=0;i--)for(r=t(l[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&a.push([t.isFunction(s.options.items)?s.options.items.call(s.element):t(s.options.items,s.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),s]);for(a.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),i=a.length-1;i>=0;i--)a[i][0].each(function(){o.push(this)});return t(o)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)))}}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){this.reverting=!1;var i,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(i in this._storedCSS)(\"auto\"===this._storedCSS[i]||\"static\"===this._storedCSS[i])&&(this._storedCSS[i]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&n.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||n.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(n.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),n.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),i=this.containers.length-1;i>=0;i--)e||n.push(function(t){return function(e){t._trigger(\"deactivate\",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over&&(n.push(function(t){return 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s=r.idx,o=a[s],u=n[s],h=c[r.type]||{};null!==u&&(null===o?l[s]=u:(h.mod&&(u-o>h.mod/2?o+=h.mod:o-u>h.mod/2&&(o-=h.mod)),l[s]=i((u-o)*e+o,r)))}),this[r](l)},blend:function(e){if(1===this._rgba[3])return this;var i=this._rgba.slice(),n=i.pop(),r=u(e)._rgba;return u(t.map(i,function(t,e){return(1-n)*r[e]+n*t}))},toRgbaString:function(){var e=\"rgba(\",i=t.map(this._rgba,function(t,e){return null==t?e>2?1:0:t});return 1===i[3]&&(i.pop(),e=\"rgb(\"),e+i.join()+\")\"},toHslaString:function(){var e=\"hsla(\",i=t.map(this.hsla(),function(t,e){return null==t&&(t=e>2?1:0),e&&3>e&&(t=Math.round(100*t)+\"%\"),t});return 1===i[3]&&(i.pop(),e=\"hsl(\"),e+i.join()+\")\"},toHexString:function(e){var i=this._rgba.slice(),n=i.pop();return e&&i.push(~~(255*n)),\"#\"+t.map(i,function(t){return t=(t||0).toString(16),1===t.length?\"0\"+t:t}).join(\"\")},toString:function(){return 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n=c[\"object\"===a?t:e.idx];null==n&&(n=p[e.idx]),p[e.idx]=i(n,e)}),h?(r=u(h(p)),r[o]=p,r):u(p)},f(s,function(e,i){u.fn[e]||(u.fn[e]=function(r){var s,o=t.type(r),l=\"alpha\"===e?this._hsla?\"hsla\":\"rgba\":n,u=this[l](),h=u[i.idx];return\"undefined\"===o?h:(\"function\"===o&&(r=r.call(this,h),o=t.type(r)),null==r&&i.empty?this:(\"string\"===o&&(s=a.exec(r),s&&(r=h+parseFloat(s[2])*(\"+\"===s[1]?1:-1))),u[i.idx]=r,this[l](u)))})})}),u.hook=function(e){var i=e.split(\" \");f(i,function(e,i){t.cssHooks[i]={set:function(e,r){var 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f([\"Top\",\"Right\",\"Bottom\",\"Left\"],function(i,n){e[\"border\"+n+\"Color\"]=t}),e}},s=t.Color.names={aqua:\"#00ffff\",black:\"#000000\",blue:\"#0000ff\",fuchsia:\"#ff00ff\",gray:\"#808080\",green:\"#008000\",lime:\"#00ff00\",maroon:\"#800000\",navy:\"#000080\",olive:\"#808000\",purple:\"#800080\",red:\"#ff0000\",silver:\"#c0c0c0\",teal:\"#008080\",white:\"#ffffff\",yellow:\"#ffff00\",transparent:[null,null,null,0],_default:\"#ffffff\"}}(n),function(){function i(e){var i,n,r=e.ownerDocument.defaultView?e.ownerDocument.defaultView.getComputedStyle(e,null):e.currentStyle,s={};if(r&&r.length&&r[0]&&r[r[0]])for(n=r.length;n--;)i=r[n],\"string\"==typeof r[i]&&(s[t.camelCase(i)]=r[i]);else for(i in r)\"string\"==typeof r[i]&&(s[i]=r[i]);return s}function r(e,i){var n,r,s={};for(n in i)r=i[n],e[n]!==r&&(o[n]||(t.fx.step[n]||!isNaN(parseFloat(r)))&&(s[n]=r));return s}var 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e={};t.each([\"Quad\",\"Cubic\",\"Quart\",\"Quint\",\"Expo\"],function(t,i){e[i]=function(e){return Math.pow(e,t+2)}}),t.extend(e,{Sine:function(t){return 1-Math.cos(t*Math.PI/2)},Circ:function(t){return 1-Math.sqrt(1-t*t)},Elastic:function(t){return 0===t||1===t?t:-Math.pow(2,8*(t-1))*Math.sin((80*(t-1)-7.5)*Math.PI/15)},Back:function(t){return t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;t<((e=Math.pow(2,--i))-1)/11;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing[\"easeIn\"+e]=i,t.easing[\"easeOut\"+e]=function(t){return 1-i(1-t)},t.easing[\"easeInOut\"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}()}(n),function(t,e){var i=0,n={},r={};n.height=n.paddingTop=n.paddingBottom=n.borderTopWidth=n.borderBottomWidth=\"hide\",r.height=r.paddingTop=r.paddingBottom=r.borderTopWidth=r.borderBottomWidth=\"show\",t.widget(\"ui.accordion\",{version:\"1.10.3\",options:{active:0,animate:{},collapsible:!1,event:\"click\",header:\"> li > :first-child,> :not(li):even\",heightStyle:\"auto\",icons:{activeHeader:\"ui-icon-triangle-1-s\",header:\"ui-icon-triangle-1-e\"},activate:null,beforeActivate:null},_create:function(){var e=this.options;this.prevShow=this.prevHide=t(),this.element.addClass(\"ui-accordion ui-widget ui-helper-reset\").attr(\"role\",\"tablist\"),e.collapsible||e.active!==!1&&null!=e.active||(e.active=0),this._processPanels(),e.active<0&&(e.active+=this.headers.length),this._refresh()},_getCreateEventData:function(){return{header:this.active,panel:this.active.length?this.active.next():t(),content:this.active.length?this.active.next():t()}},_createIcons:function(){var e=this.options.icons;e&&(t(\"<span>\").addClass(\"ui-accordion-header-icon ui-icon \"+e.header).prependTo(this.headers),this.active.children(\".ui-accordion-header-icon\").removeClass(e.header).addClass(e.activeHeader),this.headers.addClass(\"ui-accordion-icons\"))},_destroyIcons:function(){this.headers.removeClass(\"ui-accordion-icons\").children(\".ui-accordion-header-icon\").remove()},_destroy:function(){var t;this.element.removeClass(\"ui-accordion ui-widget ui-helper-reset\").removeAttr(\"role\"),this.headers.removeClass(\"ui-accordion-header ui-accordion-header-active ui-helper-reset ui-state-default ui-corner-all ui-state-active ui-state-disabled ui-corner-top\").removeAttr(\"role\").removeAttr(\"aria-selected\").removeAttr(\"aria-controls\").removeAttr(\"tabIndex\").each(function(){/^ui-accordion/.test(this.id)&&this.removeAttribute(\"id\")}),this._destroyIcons(),t=this.headers.next().css(\"display\",\"\").removeAttr(\"role\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-labelledby\").removeClass(\"ui-helper-reset ui-widget-content ui-corner-bottom ui-accordion-content ui-accordion-content-active ui-state-disabled\").each(function(){/^ui-accordion/.test(this.id)&&this.removeAttribute(\"id\")}),\"content\"!==this.options.heightStyle&&t.css(\"height\",\"\")},_setOption:function(t,e){return\"active\"===t?void this._activate(e):(\"event\"===t&&(this.options.event&&this._off(this.headers,this.options.event),this._setupEvents(e)),this._super(t,e),\"collapsible\"!==t||e||this.options.active!==!1||this._activate(0),\"icons\"===t&&(this._destroyIcons(),e&&this._createIcons()),void(\"disabled\"===t&&this.headers.add(this.headers.next()).toggleClass(\"ui-state-disabled\",!!e)))},_keydown:function(e){if(!e.altKey&&!e.ctrlKey){var i=t.ui.keyCode,n=this.headers.length,r=this.headers.index(e.target),s=!1;switch(e.keyCode){case i.RIGHT:case i.DOWN:s=this.headers[(r+1)%n];break;case i.LEFT:case i.UP:s=this.headers[(r-1+n)%n];break;case i.SPACE:case i.ENTER:this._eventHandler(e);break;case i.HOME:s=this.headers[0];break;case i.END:s=this.headers[n-1]}s&&(t(e.target).attr(\"tabIndex\",-1),t(s).attr(\"tabIndex\",0),s.focus(),e.preventDefault())}},_panelKeyDown:function(e){e.keyCode===t.ui.keyCode.UP&&e.ctrlKey&&t(e.currentTarget).prev().focus()},refresh:function(){var e=this.options;this._processPanels(),e.active===!1&&e.collapsible===!0||!this.headers.length?(e.active=!1,this.active=t()):e.active===!1?this._activate(0):this.active.length&&!t.contains(this.element[0],this.active[0])?this.headers.length===this.headers.find(\".ui-state-disabled\").length?(e.active=!1,this.active=t()):this._activate(Math.max(0,e.active-1)):e.active=this.headers.index(this.active),\n",
+       "        this._destroyIcons(),this._refresh()},_processPanels:function(){this.headers=this.element.find(this.options.header).addClass(\"ui-accordion-header ui-helper-reset ui-state-default ui-corner-all\"),this.headers.next().addClass(\"ui-accordion-content ui-helper-reset ui-widget-content ui-corner-bottom\").filter(\":not(.ui-accordion-content-active)\").hide()},_refresh:function(){var e,n=this.options,r=n.heightStyle,s=this.element.parent(),o=this.accordionId=\"ui-accordion-\"+(this.element.attr(\"id\")||++i);this.active=this._findActive(n.active).addClass(\"ui-accordion-header-active ui-state-active ui-corner-top\").removeClass(\"ui-corner-all\"),this.active.next().addClass(\"ui-accordion-content-active\").show(),this.headers.attr(\"role\",\"tab\").each(function(e){var i=t(this),n=i.attr(\"id\"),r=i.next(),s=r.attr(\"id\");n||(n=o+\"-header-\"+e,i.attr(\"id\",n)),s||(s=o+\"-panel-\"+e,r.attr(\"id\",s)),i.attr(\"aria-controls\",s),r.attr(\"aria-labelledby\",n)}).next().attr(\"role\",\"tabpanel\"),this.headers.not(this.active).attr({\"aria-selected\":\"false\",tabIndex:-1}).next().attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}).hide(),this.active.length?this.active.attr({\"aria-selected\":\"true\",tabIndex:0}).next().attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}):this.headers.eq(0).attr(\"tabIndex\",0),this._createIcons(),this._setupEvents(n.event),\"fill\"===r?(e=s.height(),this.element.siblings(\":visible\").each(function(){var i=t(this),n=i.css(\"position\");\"absolute\"!==n&&\"fixed\"!==n&&(e-=i.outerHeight(!0))}),this.headers.each(function(){e-=t(this).outerHeight(!0)}),this.headers.next().each(function(){t(this).height(Math.max(0,e-t(this).innerHeight()+t(this).height()))}).css(\"overflow\",\"auto\")):\"auto\"===r&&(e=0,this.headers.next().each(function(){e=Math.max(e,t(this).css(\"height\",\"\").height())}).height(e))},_activate:function(e){var i=this._findActive(e)[0];i!==this.active[0]&&(i=i||this.active[0],this._eventHandler({target:i,currentTarget:i,preventDefault:t.noop}))},_findActive:function(e){return\"number\"==typeof e?this.headers.eq(e):t()},_setupEvents:function(e){var i={keydown:\"_keydown\"};e&&t.each(e.split(\" \"),function(t,e){i[e]=\"_eventHandler\"}),this._off(this.headers.add(this.headers.next())),this._on(this.headers,i),this._on(this.headers.next(),{keydown:\"_panelKeyDown\"}),this._hoverable(this.headers),this._focusable(this.headers)},_eventHandler:function(e){var i=this.options,n=this.active,r=t(e.currentTarget),s=r[0]===n[0],o=s&&i.collapsible,a=o?t():r.next(),l=n.next(),u={oldHeader:n,oldPanel:l,newHeader:o?t():r,newPanel:a};e.preventDefault(),s&&!i.collapsible||this._trigger(\"beforeActivate\",e,u)===!1||(i.active=o?!1:this.headers.index(r),this.active=s?t():r,this._toggle(u),n.removeClass(\"ui-accordion-header-active ui-state-active\"),i.icons&&n.children(\".ui-accordion-header-icon\").removeClass(i.icons.activeHeader).addClass(i.icons.header),s||(r.removeClass(\"ui-corner-all\").addClass(\"ui-accordion-header-active ui-state-active ui-corner-top\"),i.icons&&r.children(\".ui-accordion-header-icon\").removeClass(i.icons.header).addClass(i.icons.activeHeader),r.next().addClass(\"ui-accordion-content-active\")))},_toggle:function(e){var i=e.newPanel,n=this.prevShow.length?this.prevShow:e.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=n,this.options.animate?this._animate(i,n,e):(n.hide(),i.show(),this._toggleComplete(e)),n.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),n.prev().attr(\"aria-selected\",\"false\"),i.length&&n.length?n.prev().attr(\"tabIndex\",-1):i.length&&this.headers.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),i.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}).prev().attr({\"aria-selected\":\"true\",tabIndex:0})},_animate:function(t,e,i){var s,o,a,l=this,u=0,h=t.length&&(!e.length||t.index()<e.index()),c=this.options.animate||{},p=h&&c.down||c,d=function(){l._toggleComplete(i)};return\"number\"==typeof p&&(a=p),\"string\"==typeof p&&(o=p),o=o||p.easing||c.easing,a=a||p.duration||c.duration,e.length?t.length?(s=t.show().outerHeight(),e.animate(n,{duration:a,easing:o,step:function(t,e){e.now=Math.round(t)}}),void t.hide().animate(r,{duration:a,easing:o,complete:d,step:function(t,i){i.now=Math.round(t),\"height\"!==i.prop?u+=i.now:\"content\"!==l.options.heightStyle&&(i.now=Math.round(s-e.outerHeight()-u),u=0)}})):e.animate(n,a,o,d):t.animate(r,a,o,d)},_toggleComplete:function(t){var e=t.oldPanel;e.removeClass(\"ui-accordion-content-active\").prev().removeClass(\"ui-corner-top\").addClass(\"ui-corner-all\"),e.length&&(e.parent()[0].className=e.parent()[0].className),this._trigger(\"activate\",null,t)}})}(n),function(t,e){var i=0;t.widget(\"ui.autocomplete\",{version:\"1.10.3\",defaultElement:\"<input>\",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:\"left top\",at:\"left bottom\",collision:\"none\"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s=\"textarea\"===r,o=\"input\"===r;this.isMultiLine=s?!0:o?!1:this.element.prop(\"isContentEditable\"),this.valueMethod=this.element[s||o?\"val\":\"text\"],this.isNewMenu=!0,this.element.addClass(\"ui-autocomplete-input\").attr(\"autocomplete\",\"off\"),this._on(this.element,{keydown:function(r){if(this.element.prop(\"readOnly\"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move(\"previousPage\",r);break;case s.PAGE_DOWN:e=!0,this._move(\"nextPage\",r);break;case s.UP:e=!0,this._keyEvent(\"previous\",r);break;case s.DOWN:e=!0,this._keyEvent(\"next\",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(\":visible\")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(\":visible\"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move(\"previousPage\",n);break;case r.PAGE_DOWN:this._move(\"nextPage\",n);break;case r.UP:this._keyEvent(\"previous\",n);break;case r.DOWN:this._keyEvent(\"next\",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t(\"<ul>\").addClass(\"ui-autocomplete ui-front\").appendTo(this._appendTo()).menu({role:null}).hide().data(\"ui-menu\"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(\".ui-menu-item\").length||this._delay(function(){var e=this;this.document.one(\"mousedown\",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one(\"mousemove\",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data(\"ui-autocomplete-item\");!1!==this._trigger(\"focus\",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data(\"ui-autocomplete-item\"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger(\"select\",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t(\"<span>\",{role:\"status\",\"aria-live\":\"polite\"}).addClass(\"ui-helper-hidden-accessible\").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass(\"ui-autocomplete-input\").removeAttr(\"autocomplete\"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),\"source\"===t&&this._initSource(),\"appendTo\"===t&&this.menu.element.appendTo(this._appendTo()),\"disabled\"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(\".ui-front\")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):\"string\"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:\"json\",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger(\"search\",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass(\"ui-autocomplete-loading\"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var t=this,e=++i;return function(n){e===i&&t.__response(n),t.pending--,t.pending||t.element.removeClass(\"ui-autocomplete-loading\")}},__response:function(t){t&&(t=this._normalize(t)),this._trigger(\"response\",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger(\"open\")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(\":visible\")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger(\"close\",t))},_change:function(t){this.previous!==this._value()&&this._trigger(\"change\",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return\"string\"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width(\"\").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data(\"ui-autocomplete-item\",e)},_renderItem:function(e,i){return t(\"<li>\").append(t(\"<a>\").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(\":visible\")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(\":visible\"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),\"i\");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget(\"ui.autocomplete\",t.ui.autocomplete,{options:{messages:{noResults:\"No search results.\",results:function(t){return t+(t>1?\" results are\":\" result is\")+\" available, use up and down arrow keys to navigate.\"}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n),function(t,e){var i,n,r,s,o=\"ui-button ui-widget ui-state-default ui-corner-all\",a=\"ui-state-hover ui-state-active \",l=\"ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only\",u=function(){var e=t(this);setTimeout(function(){e.find(\":ui-button\").button(\"refresh\")},1)},h=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,\"\\\\'\"),r=n?t(n).find(\"[name='\"+i+\"']\"):t(\"[name='\"+i+\"']\",e.ownerDocument).filter(function(){return!this.form})),r};t.widget(\"ui.button\",{version:\"1.10.3\",defaultElement:\"<button>\",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest(\"form\").unbind(\"reset\"+this.eventNamespace).bind(\"reset\"+this.eventNamespace,u),\"boolean\"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop(\"disabled\"):this.element.prop(\"disabled\",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr(\"title\");var e=this,a=this.options,l=\"checkbox\"===this.type||\"radio\"===this.type,c=l?\"\":\"ui-state-active\",p=\"ui-state-focus\";null===a.label&&(a.label=\"input\"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(o).attr(\"role\",\"button\").bind(\"mouseenter\"+this.eventNamespace,function(){a.disabled||this===i&&t(this).addClass(\"ui-state-active\")}).bind(\"mouseleave\"+this.eventNamespace,function(){a.disabled||t(this).removeClass(c)}).bind(\"click\"+this.eventNamespace,function(t){a.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this.element.bind(\"focus\"+this.eventNamespace,function(){e.buttonElement.addClass(p)}).bind(\"blur\"+this.eventNamespace,function(){e.buttonElement.removeClass(p)}),l&&(this.element.bind(\"change\"+this.eventNamespace,function(){s||e.refresh()}),this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(t){a.disabled||(s=!1,n=t.pageX,r=t.pageY)}).bind(\"mouseup\"+this.eventNamespace,function(t){a.disabled||(n!==t.pageX||r!==t.pageY)&&(s=!0)})),\"checkbox\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){return a.disabled||s?!1:void 0}):\"radio\"===this.type?this.buttonElement.bind(\"click\"+this.eventNamespace,function(){if(a.disabled||s)return!1;t(this).addClass(\"ui-state-active\"),e.buttonElement.attr(\"aria-pressed\",\"true\");var i=e.element[0];h(i).not(i).map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):(this.buttonElement.bind(\"mousedown\"+this.eventNamespace,function(){return a.disabled?!1:(t(this).addClass(\"ui-state-active\"),i=this,void e.document.one(\"mouseup\",function(){i=null}))}).bind(\"mouseup\"+this.eventNamespace,function(){return a.disabled?!1:void t(this).removeClass(\"ui-state-active\")}).bind(\"keydown\"+this.eventNamespace,function(e){return a.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass(\"ui-state-active\"))}).bind(\"keyup\"+this.eventNamespace+\" blur\"+this.eventNamespace,function(){t(this).removeClass(\"ui-state-active\")}),this.buttonElement.is(\"a\")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption(\"disabled\",a.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is(\"[type=checkbox]\")?this.type=\"checkbox\":this.element.is(\"[type=radio]\")?this.type=\"radio\":this.element.is(\"input\")?this.type=\"input\":this.type=\"button\",\"checkbox\"===this.type||\"radio\"===this.type?(t=this.element.parents().last(),e=\"label[for='\"+this.element.attr(\"id\")+\"']\",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass(\"ui-helper-hidden-accessible\"),i=this.element.is(\":checked\"),i&&this.buttonElement.addClass(\"ui-state-active\"),this.buttonElement.prop(\"aria-pressed\",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass(\"ui-helper-hidden-accessible\"),this.buttonElement.removeClass(o+\" \"+a+\" \"+l).removeAttr(\"role\").removeAttr(\"aria-pressed\").html(this.buttonElement.find(\".ui-button-text\").html()),this.hasTitle||this.buttonElement.removeAttr(\"title\")},_setOption:function(t,e){return this._super(t,e),\"disabled\"===t?void(e?this.element.prop(\"disabled\",!0):this.element.prop(\"disabled\",!1)):void this._resetButton()},refresh:function(){var e=this.element.is(\"input, button\")?this.element.is(\":disabled\"):this.element.hasClass(\"ui-button-disabled\");e!==this.options.disabled&&this._setOption(\"disabled\",e),\"radio\"===this.type?h(this.element[0]).each(function(){t(this).is(\":checked\")?t(this).button(\"widget\").addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):t(this).button(\"widget\").removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\")}):\"checkbox\"===this.type&&(this.element.is(\":checked\")?this.buttonElement.addClass(\"ui-state-active\").attr(\"aria-pressed\",\"true\"):this.buttonElement.removeClass(\"ui-state-active\").attr(\"aria-pressed\",\"false\"))},_resetButton:function(){if(\"input\"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(l),i=t(\"<span></span>\",this.document[0]).addClass(\"ui-button-text\").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,r=n.primary&&n.secondary,s=[];n.primary||n.secondary?(this.options.text&&s.push(\"ui-button-text-icon\"+(r?\"s\":n.primary?\"-primary\":\"-secondary\")),n.primary&&e.prepend(\"<span class='ui-button-icon-primary ui-icon \"+n.primary+\"'></span>\"),n.secondary&&e.append(\"<span class='ui-button-icon-secondary ui-icon \"+n.secondary+\"'></span>\"),this.options.text||(s.push(r?\"ui-button-icons-only\":\"ui-button-icon-only\"),this.hasTitle||e.attr(\"title\",t.trim(i)))):s.push(\"ui-button-text-only\"),e.addClass(s.join(\" \"))}}),t.widget(\"ui.buttonset\",{version:\"1.10.3\",options:{items:\"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)\"},_create:function(){this.element.addClass(\"ui-buttonset\")},_init:function(){this.refresh()},_setOption:function(t,e){\"disabled\"===t&&this.buttons.button(\"option\",t,e),this._super(t,e)},refresh:function(){var e=\"rtl\"===this.element.css(\"direction\");this.buttons=this.element.find(this.options.items).filter(\":ui-button\").button(\"refresh\").end().not(\":ui-button\").button().end().map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-all ui-corner-left ui-corner-right\").filter(\":first\").addClass(e?\"ui-corner-right\":\"ui-corner-left\").end().filter(\":last\").addClass(e?\"ui-corner-left\":\"ui-corner-right\").end().end()},_destroy:function(){this.element.removeClass(\"ui-buttonset\"),this.buttons.map(function(){return t(this).button(\"widget\")[0]}).removeClass(\"ui-corner-left ui-corner-right\").end().button(\"destroy\")}})}(n),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId=\"ui-datepicker-div\",this._inlineClass=\"ui-datepicker-inline\",this._appendClass=\"ui-datepicker-append\",this._triggerClass=\"ui-datepicker-trigger\",this._dialogClass=\"ui-datepicker-dialog\",this._disableClass=\"ui-datepicker-disabled\",this._unselectableClass=\"ui-datepicker-unselectable\",this._currentClass=\"ui-datepicker-current-day\",this._dayOverClass=\"ui-datepicker-days-cell-over\",this.regional=[],this.regional[\"\"]={closeText:\"Done\",prevText:\"Prev\",nextText:\"Next\",currentText:\"Today\",monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],weekHeader:\"Wk\",dateFormat:\"mm/dd/yy\",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:\"\"},this._defaults={showOn:\"focus\",showAnim:\"fadeIn\",showOptions:{},defaultDate:null,appendText:\"\",buttonText:\"...\",buttonImage:\"\",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:\"c-10:c+10\",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:\"+10\",minDate:null,maxDate:null,duration:\"fast\",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:\"\",altFormat:\"\",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[\"\"]),this.dpDiv=n(t(\"<div id='\"+this._mainDivId+\"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\"))}function n(e){var i=\"button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a\";return e.delegate(i,\"mouseout\",function(){t(this).removeClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).removeClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).removeClass(\"ui-datepicker-next-hover\")}).delegate(i,\"mouseover\",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(\".ui-datepicker-calendar\").find(\"a\").removeClass(\"ui-state-hover\"),t(this).addClass(\"ui-state-hover\"),-1!==this.className.indexOf(\"ui-datepicker-prev\")&&t(this).addClass(\"ui-datepicker-prev-hover\"),-1!==this.className.indexOf(\"ui-datepicker-next\")&&t(this).addClass(\"ui-datepicker-next-hover\"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:\"1.10.3\"}});var s,o=\"datepicker\";t.extend(i.prototype,{markerClassName:\"hasDatepicker\",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r=\"div\"===n||\"span\"===n,e.id||(this.uuid+=1,e.id=\"dp\"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),\"input\"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\\-])/g,\"\\\\\\\\$1\");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t(\"<div class='\"+this._inlineClass+\" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>\")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,\"appendText\"),a=this._get(i,\"isRTL\");i.append&&i.append.remove(),o&&(i.append=t(\"<span class='\"+this._appendClass+\"'>\"+o+\"</span>\"),e[a?\"before\":\"after\"](i.append)),e.unbind(\"focus\",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,\"showOn\"),(\"focus\"===n||\"both\"===n)&&e.focus(this._showDatepicker),(\"button\"===n||\"both\"===n)&&(r=this._get(i,\"buttonText\"),s=this._get(i,\"buttonImage\"),i.trigger=t(this._get(i,\"buttonImageOnly\")?t(\"<img/>\").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t(\"<button type='button'></button>\").addClass(this._triggerClass).html(s?t(\"<img/>\").attr({src:s,alt:r,title:r}):r)),e[a?\"before\":\"after\"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,\"autoSize\")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,\"dateFormat\");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?\"monthNames\":\"monthNamesShort\"))),s.setDate(e(this._get(t,o.match(/DD/)?\"dayNames\":\"dayNamesShort\"))+20-s.getDay())),t.input.attr(\"size\",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css(\"display\",\"block\"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l=\"dp\"+this.uuid,this._dialogInput=t(\"<input type='text' id='\"+l+\"' style='position: absolute; top: -100px; width: 0px;'/>\"),this._dialogInput.keydown(this._doKeyDown),t(\"body\").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css(\"left\",this._pos[0]+20+\"px\").css(\"top\",this._pos[1]+\"px\"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),\"input\"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind(\"focus\",this._showDatepicker).unbind(\"keydown\",this._doKeyDown).unbind(\"keypress\",this._doKeyPress).unbind(\"keyup\",this._doKeyUp)):(\"div\"===i||\"span\"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!1,s.trigger.filter(\"button\").each(function(){this.disabled=!1}).end().filter(\"img\").css({opacity:\"1.0\",cursor:\"\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().removeClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),\"input\"===i?(e.disabled=!0,s.trigger.filter(\"button\").each(function(){this.disabled=!0}).end().filter(\"img\").css({opacity:\"0.5\",cursor:\"default\"})):(\"div\"===i||\"span\"===i)&&(n=r.children(\".\"+this._inlineClass),n.children().addClass(\"ui-state-disabled\"),n.find(\"select.ui-datepicker-month, select.ui-datepicker-year\").prop(\"disabled\",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw\"Missing instance data for this datepicker\"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&\"string\"==typeof n?\"defaults\"===n?t.extend({},t.datepicker._defaults):h?\"all\"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},\"string\"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,\"min\"),u=this._getMinMaxDate(h,\"max\"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),\"disabled\"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(\".ui-datepicker-rtl\");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t(\"td.\"+t.datepicker._dayOverClass+\":not(.\"+t.datepicker._currentClass+\")\",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,\"onSelect\"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,\"stepBigMonths\"):-t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,\"D\"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,\"D\"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,\"stepBigMonths\"):+t.datepicker._get(s,\"stepMonths\"),\"M\");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,\"D\"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,\"constrainInput\")?(i=t.datepicker._possibleChars(t.datepicker._get(r,\"dateFormat\")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||\" \">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,\"dateFormat\"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,\"input\"!==e.nodeName.toLowerCase()&&(e=t(\"input\",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,\"beforeShow\"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,\n",
+       "        t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=\"\"),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|=\"fixed\"===t(this).css(\"position\"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:\"absolute\",display:\"block\",top:\"-1000px\"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?\"static\":o?\"fixed\":\"absolute\",display:\"none\",left:a.left+\"px\",top:a.top+\"px\"}),i.inline||(l=t.datepicker._get(i,\"showAnim\"),u=t.datepicker._get(i,\"duration\"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,\"showOptions\"),u):i.dpDiv[l||\"show\"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find(\".\"+this._dayOverClass+\" a\").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass(\"ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4\").width(\"\"),r>1&&e.dpDiv.addClass(\"ui-datepicker-multi-\"+r).css(\"width\",o*r+\"em\"),e.dpDiv[(1!==n[0]||1!==n[1]?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-multi\"),e.dpDiv[(this._get(e,\"isRTL\")?\"add\":\"remove\")+\"Class\"](\"ui-datepicker-rtl\"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find(\"select.ui-datepicker-year:first\").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(\":visible\")&&!t.input.is(\":disabled\")&&!t.input.is(\":focus\")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,\"isRTL\")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,\"isRTL\");e&&(\"hidden\"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?\"previousSibling\":\"nextSibling\"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,\"showAnim\"),n=this._get(a,\"duration\"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,\"showOptions\"),n,r):a.dpDiv[\"slideDown\"===i?\"slideUp\":\"fadeIn\"===i?\"fadeOut\":\"hide\"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,\"onClose\"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():\"\",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:\"absolute\",left:\"0\",top:\"-100px\"}),t.blockUI&&(t.unblockUI(),t(\"body\").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(\".ui-datepicker-calendar\")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents(\"#\"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest(\".\"+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+(\"M\"===n?this._get(s,\"showCurrentAtPos\"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,\"gotoCurrent\")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s[\"selected\"+(\"M\"===n?\"Month\":\"Year\")]=s[\"draw\"+(\"M\"===n?\"Month\":\"Year\")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t(\"a\",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,\"\")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,\"onSelect\"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger(\"change\"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],\"object\"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,\"altField\");s&&(i=this._get(e,\"altFormat\")||this._get(e,\"dateFormat\"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,\"\"]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw\"Invalid arguments\";if(i=\"object\"==typeof i?i.toString():i+\"\",\"\"===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h=\"string\"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n=\"@\"===t?14:\"!\"===t?20:\"y\"===t&&e?4:\"o\"===t?3:2,r=new RegExp(\"^\\\\d{1,\"+n+\"}\"),s=i.substring(l).match(r);if(!s)throw\"Missing number at position \"+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw\"Unknown name at position \"+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw\"Unexpected literal at position \"+l;l++};for(r=0;r<e.length;r++)if(y)\"'\"!==e.charAt(r)||b(\"'\")?k():y=!1;else switch(e.charAt(r)){case\"d\":_=w(\"d\");break;case\"D\":x(\"D\",c,p);break;case\"o\":v=w(\"o\");break;case\"m\":m=w(\"m\");break;case\"M\":m=x(\"M\",d,f);break;case\"y\":g=w(\"y\");break;case\"@\":a=new Date(w(\"@\")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"!\":a=new Date((w(\"!\")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case\"'\":b(\"'\")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\\s+/.test(o)))throw\"Extra/unparsed characters found in date: \"+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw\"Invalid date\";return a},ATOM:\"yy-mm-dd\",COOKIE:\"D, dd M yy\",ISO_8601:\"yy-mm-dd\",RFC_822:\"D, d M y\",RFC_850:\"DD, dd-M-y\",RFC_1036:\"D, d M y\",RFC_1123:\"D, d M yy\",RFC_2822:\"D, d M yy\",RSS:\"D, d M y\",TICKS:\"!\",TIMESTAMP:\"@\",W3C:\"yy-mm-dd\",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return\"\";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=\"\"+e;if(l(t))for(;n.length<i;)n=\"0\"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c=\"\",p=!1;if(e)for(n=0;n<t.length;n++)if(p)\"'\"!==t.charAt(n)||l(\"'\")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case\"d\":c+=u(\"d\",e.getDate(),2);break;case\"D\":c+=h(\"D\",e.getDay(),r,s);break;case\"o\":c+=u(\"o\",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case\"m\":c+=u(\"m\",e.getMonth()+1,2);break;case\"M\":c+=h(\"M\",e.getMonth(),o,a);break;case\"y\":c+=l(\"y\")?e.getFullYear():(e.getYear()%100<10?\"0\":\"\")+e.getYear()%100;break;case\"@\":c+=e.getTime();break;case\"!\":c+=1e4*e.getTime()+this._ticksTo1970;break;case\"'\":l(\"'\")?c+=\"'\":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i=\"\",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)\"'\"!==t.charAt(e)||r(\"'\")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case\"d\":case\"m\":case\"y\":case\"@\":i+=\"0123456789\";break;case\"D\":case\"M\":return null;case\"'\":r(\"'\")?i+=\"'\":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,\"dateFormat\"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?\"\":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,\"defaultDate\"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,\"dateFormat\"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\\-]?[0-9]+)\\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||\"d\"){case\"d\":case\"D\":a+=parseInt(u[1],10);break;case\"w\":case\"W\":a+=7*parseInt(u[1],10);break;case\"m\":case\"M\":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case\"y\":case\"Y\":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||\"\"===i?n:\"string\"==typeof i?s(i):\"number\"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&\"Invalid Date\"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?\"\":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&\"\"===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,\"stepMonths\"),n=\"#\"+e.id.replace(/\\\\\\\\/g,\"\\\\\");e.dpDiv.find(\"[data-handler]\").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,\"M\")},next:function(){t.datepicker._adjustDate(n,+i,\"M\")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute(\"data-month\"),+this.getAttribute(\"data-year\"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,\"M\"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,\"Y\"),!1}};t(this).bind(this.getAttribute(\"data-event\"),e[this.getAttribute(\"data-handler\")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,\"isRTL\"),q=this._get(t,\"showButtonPanel\"),Y=this._get(t,\"hideIfNoPrevNext\"),V=this._get(t,\"navigationAsDateFormat\"),$=this._getNumberOfMonths(t),U=this._get(t,\"showCurrentAtPos\"),G=this._get(t,\"stepMonths\"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,\"min\"),Q=this._getMinMaxDate(t,\"max\"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,\"prevText\"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?\"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='\"+i+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"e\":\"w\")+\"'>\"+i+\"</span></a>\",r=this._get(t,\"nextText\"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?\"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\":Y?\"\":\"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='\"+r+\"'><span class='ui-icon ui-icon-circle-triangle-\"+(W?\"w\":\"e\")+\"'>\"+r+\"</span></a>\",o=this._get(t,\"currentText\"),a=this._get(t,\"gotoCurrent\")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?\"\":\"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>\"+this._get(t,\"closeText\")+\"</button>\",u=q?\"<div class='ui-datepicker-buttonpane ui-widget-content'>\"+(W?l:\"\")+(this._isInRange(t,a)?\"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>\"+o+\"</button>\":\"\")+(W?\"\":l)+\"</div>\":\"\",h=parseInt(this._get(t,\"firstDay\"),10),h=isNaN(h)?0:h,c=this._get(t,\"showWeek\"),p=this._get(t,\"dayNames\"),d=this._get(t,\"dayNamesMin\"),f=this._get(t,\"monthNames\"),g=this._get(t,\"monthNamesShort\"),m=this._get(t,\"beforeShowDay\"),_=this._get(t,\"showOtherMonths\"),v=this._get(t,\"selectOtherMonths\"),y=this._getDefaultDate(t),b=\"\",x=0;x<$[0];x++){for(k=\"\",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=\" ui-corner-all\",T=\"\",X){if(T+=\"<div class='ui-datepicker-group\",$[1]>1)switch(M){case 0:T+=\" ui-datepicker-group-first\",D=\" ui-corner-\"+(W?\"right\":\"left\");break;case $[1]-1:T+=\" ui-datepicker-group-last\",D=\" ui-corner-\"+(W?\"left\":\"right\");break;default:T+=\" ui-datepicker-group-middle\",D=\"\"}T+=\"'>\"}for(T+=\"<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix\"+D+\"'>\"+(/all|left/.test(D)&&0===x?W?s:n:\"\")+(/all|right/.test(D)&&0===x?W?n:s:\"\")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+\"</div><table class='ui-datepicker-calendar'><thead><tr>\",S=c?\"<th class='ui-datepicker-week-col'>\"+this._get(t,\"weekHeader\")+\"</th>\":\"\",w=0;7>w;w++)A=(w+h)%7,S+=\"<th\"+((w+h+6)%7>=5?\" class='ui-datepicker-week-end'\":\"\")+\"><span title='\"+p[A]+\"'>\"+d[A]+\"</span></th>\";for(T+=S+\"</tr></thead><tbody>\",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+=\"<tr>\",j=c?\"<td class='ui-datepicker-week-col'>\"+this._get(t,\"calculateWeek\")(R)+\"</td>\":\"\",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,\"\"],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+=\"<td class='\"+((w+h+6)%7>=5?\" ui-datepicker-week-end\":\"\")+(F?\" ui-datepicker-other-month\":\"\")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?\" \"+this._dayOverClass:\"\")+(L?\" \"+this._unselectableClass+\" ui-state-disabled\":\"\")+(F&&!_?\"\":\" \"+O[1]+(R.getTime()===Z.getTime()?\" \"+this._currentClass:\"\")+(R.getTime()===B.getTime()?\" ui-datepicker-today\":\"\"))+\"'\"+(F&&!_||!O[2]?\"\":\" title='\"+O[2].replace(/'/g,\"&#39;\")+\"'\")+(L?\"\":\" data-handler='selectDay' data-event='click' data-month='\"+R.getMonth()+\"' data-year='\"+R.getFullYear()+\"'\")+\">\"+(F&&!_?\"&#xa0;\":L?\"<span class='ui-state-default'>\"+R.getDate()+\"</span>\":\"<a class='ui-state-default\"+(R.getTime()===B.getTime()?\" ui-state-highlight\":\"\")+(R.getTime()===Z.getTime()?\" ui-state-active\":\"\")+(F?\" ui-priority-secondary\":\"\")+\"' href='#'>\"+R.getDate()+\"</a>\")+\"</td>\",R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+\"</tr>\"}K++,K>11&&(K=0,tt++),T+=\"</tbody></table>\"+(X?\"</div>\"+($[0]>0&&M===$[1]-1?\"<div class='ui-datepicker-row-break'></div>\":\"\"):\"\"),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,\"changeMonth\"),_=this._get(t,\"changeYear\"),v=this._get(t,\"showMonthAfterYear\"),y=\"<div class='ui-datepicker-title'>\",b=\"\";if(s||!m)b+=\"<span class='ui-datepicker-month'>\"+o[e]+\"</span>\";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+=\"<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>\",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+=\"<option value='\"+h+\"'\"+(h===e?\" selected='selected'\":\"\")+\">\"+a[h]+\"</option>\");b+=\"</select>\"}if(v||(y+=b+(!s&&m&&_?\"\":\"&#xa0;\")),!t.yearshtml)if(t.yearshtml=\"\",s||!_)y+=\"<span class='ui-datepicker-year'>\"+i+\"</span>\";else{for(c=this._get(t,\"yearRange\").split(\":\"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||\"\")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+=\"<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>\";g>=f;f++)t.yearshtml+=\"<option value='\"+f+\"'\"+(f===i?\" selected='selected'\":\"\")+\">\"+f+\"</option>\";t.yearshtml+=\"</select>\",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,\"yearSuffix\"),v&&(y+=(!s&&m&&_?\"\":\"&#xa0;\")+b),y+=\"</div>\"},_adjustInstDate:function(t,e,i){var n=t.drawYear+(\"Y\"===i?e:0),r=t.drawMonth+(\"M\"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+(\"D\"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),(\"M\"===i||\"Y\"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,\"min\"),n=this._getMinMaxDate(t,\"max\"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,\"onChangeMonthYear\");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,\"numberOfMonths\");return null==e?[1,1]:\"number\"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+\"Date\"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new 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i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n),function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div style='display:block;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>\"),o=r.children()[0];return t(\"body\").append(r),i=o.offsetWidth,r.css(\"overflow\",\"scroll\"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow?\"\":e.element.css(\"overflow-x\"),n=e.isWindow?\"\":e.element.css(\"overflow-y\"),r=\"scroll\"===i||\"auto\"===i&&e.width<e.element[0].scrollWidth,s=\"scroll\"===n||\"auto\"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]);return{element:i,isWindow:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" \");1===n.length&&(n=u.test(n[0])?n.concat([\"center\"]):h.test(n[0])?[\"center\"].concat(n):[\"center\",\"center\"]),n[0]=u.test(n[0])?n[0]:\"center\",n[1]=h.test(n[1])?n[1]:\"center\",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),\"right\"===e.at[0]?_.left+=d:\"center\"===e.at[0]&&(_.left+=d/2),\"bottom\"===e.at[1]?_.top+=g:\"center\"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n),function(t,e){t.widget(\"ui.progressbar\",{version:\"1.10.3\",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").attr({role:\"progressbar\",\"aria-valuemin\":this.min}),this.valueDiv=t(\"<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>\").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass(\"ui-progressbar ui-widget ui-widget-content ui-corner-all\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.valueDiv.remove()},value:function(t){return t===e?this.options.value:(this.options.value=this._constrainedValue(t),void this._refreshValue())},_constrainedValue:function(t){return t===e&&(t=this.options.value),this.indeterminate=t===!1,\"number\"!=typeof t&&(t=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,t))},_setOptions:function(t){var e=t.value;delete t.value,this._super(t),this.options.value=this._constrainedValue(e),this._refreshValue()},_setOption:function(t,e){\"max\"===t&&(e=Math.max(this.min,e)),this._super(t,e)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var e=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||e>this.min).toggleClass(\"ui-corner-right\",e===this.options.max).width(i.toFixed(0)+\"%\"),this.element.toggleClass(\"ui-progressbar-indeterminate\",this.indeterminate),this.indeterminate?(this.element.removeAttr(\"aria-valuenow\"),this.overlayDiv||(this.overlayDiv=t(\"<div class='ui-progressbar-overlay'></div>\").appendTo(this.valueDiv))):(this.element.attr({\"aria-valuemax\":this.options.max,\"aria-valuenow\":e}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==e&&(this.oldValue=e,this._trigger(\"change\")),e===this.options.max&&this._trigger(\"complete\")}})}(n),function(t,e){var i=5;t.widget(\"ui.slider\",t.ui.mouse,{version:\"1.10.3\",widgetEventPrefix:\"slide\",options:{animate:!1,distance:0,max:100,min:0,orientation:\"horizontal\",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this.element.addClass(\"ui-slider ui-slider-\"+this.orientation+\" ui-widget ui-widget-content ui-corner-all\"),this._refresh(),this._setOption(\"disabled\",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var e,i,n=this.options,r=this.element.find(\".ui-slider-handle\").addClass(\"ui-state-default ui-corner-all\"),s=\"<a class='ui-slider-handle ui-state-default ui-corner-all' href='#'></a>\",o=[];for(i=n.values&&n.values.length||1,\n",
+       "        r.length>i&&(r.slice(i).remove(),r=r.slice(0,i)),e=r.length;i>e;e++)o.push(s);this.handles=r.add(t(o.join(\"\")).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(e){t(this).data(\"ui-slider-handle-index\",e)})},_createRange:function(){var e=this.options,i=\"\";e.range?(e.range===!0&&(e.values?e.values.length&&2!==e.values.length?e.values=[e.values[0],e.values[0]]:t.isArray(e.values)&&(e.values=e.values.slice(0)):e.values=[this._valueMin(),this._valueMin()]),this.range&&this.range.length?this.range.removeClass(\"ui-slider-range-min ui-slider-range-max\").css({left:\"\",bottom:\"\"}):(this.range=t(\"<div></div>\").appendTo(this.element),i=\"ui-slider-range ui-widget-header ui-corner-all\"),this.range.addClass(i+(\"min\"===e.range||\"max\"===e.range?\" ui-slider-range-\"+e.range:\"\"))):this.range=t([])},_setupEvents:function(){var t=this.handles.add(this.range).filter(\"a\");this._off(t),this._on(t,this._handleEvents),this._hoverable(t),this._focusable(t)},_destroy:function(){this.handles.remove(),this.range.remove(),this.element.removeClass(\"ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all\"),this._mouseDestroy()},_mouseCapture:function(e){var i,n,r,s,o,a,l,u,h=this,c=this.options;return c.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:e.pageX,y:e.pageY},n=this._normValueFromMouse(i),r=this._valueMax()-this._valueMin()+1,this.handles.each(function(e){var i=Math.abs(n-h.values(e));(r>i||r===i&&(e===h._lastChangedValue||h.values(e)===c.min))&&(r=i,s=t(this),o=e)}),a=this._start(e,o),a===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,s.addClass(\"ui-state-active\").focus(),l=s.offset(),u=!t(e.target).parents().addBack().is(\".ui-slider-handle\"),this._clickOffset=u?{left:0,top:0}:{left:e.pageX-l.left-s.width()/2,top:e.pageY-l.top-s.height()/2-(parseInt(s.css(\"borderTopWidth\"),10)||0)-(parseInt(s.css(\"borderBottomWidth\"),10)||0)+(parseInt(s.css(\"marginTop\"),10)||0)},this.handles.hasClass(\"ui-state-hover\")||this._slide(e,o,n),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(t){var e={x:t.pageX,y:t.pageY},i=this._normValueFromMouse(e);return this._slide(t,this._handleIndex,i),!1},_mouseStop:function(t){return this.handles.removeClass(\"ui-state-active\"),this._mouseSliding=!1,this._stop(t,this._handleIndex),this._change(t,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation=\"vertical\"===this.options.orientation?\"vertical\":\"horizontal\"},_normValueFromMouse:function(t){var e,i,n,r,s;return\"horizontal\"===this.orientation?(e=this.elementSize.width,i=t.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(e=this.elementSize.height,i=t.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),n=i/e,n>1&&(n=1),0>n&&(n=0),\"vertical\"===this.orientation&&(n=1-n),r=this._valueMax()-this._valueMin(),s=this._valueMin()+n*r,this._trimAlignValue(s)},_start:function(t,e){var i={handle:this.handles[e],value:this.value()};return this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"start\",t,i)},_slide:function(t,e,i){var n,r,s;this.options.values&&this.options.values.length?(n=this.values(e?0:1),2===this.options.values.length&&this.options.range===!0&&(0===e&&i>n||1===e&&n>i)&&(i=n),i!==this.values(e)&&(r=this.values(),r[e]=i,s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i,values:r}),n=this.values(e?0:1),s!==!1&&this.values(e,i,!0))):i!==this.value()&&(s=this._trigger(\"slide\",t,{handle:this.handles[e],value:i}),s!==!1&&this.value(i))},_stop:function(t,e){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger(\"stop\",t,i)},_change:function(t,e){if(!this._keySliding&&!this._mouseSliding){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._lastChangedValue=e,this._trigger(\"change\",t,i)}},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),void this._change(null,0)):this._value()},values:function(e,i){var n,r,s;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),void this._change(null,e);if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this.options.values&&this.options.values.length?this._values(e):this.value();for(n=this.options.values,r=arguments[0],s=0;s<n.length;s+=1)n[s]=this._trimAlignValue(r[s]),this._change(null,s);this._refreshValue()},_setOption:function(e,i){var n,r=0;switch(\"range\"===e&&this.options.range===!0&&(\"min\"===i?(this.options.value=this._values(0),this.options.values=null):\"max\"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(r=this.options.values.length),t.Widget.prototype._setOption.apply(this,arguments),e){case\"orientation\":this._detectOrientation(),this.element.removeClass(\"ui-slider-horizontal ui-slider-vertical\").addClass(\"ui-slider-\"+this.orientation),this._refreshValue();break;case\"value\":this._animateOff=!0,this._refreshValue(),this._change(null,0),this._animateOff=!1;break;case\"values\":for(this._animateOff=!0,this._refreshValue(),n=0;r>n;n+=1)this._change(null,n);this._animateOff=!1;break;case\"min\":case\"max\":this._animateOff=!0,this._refreshValue(),this._animateOff=!1;break;case\"range\":this._animateOff=!0,this._refresh(),this._animateOff=!1}},_value:function(){var t=this.options.value;return t=this._trimAlignValue(t)},_values:function(t){var e,i,n;if(arguments.length)return e=this.options.values[t],e=this._trimAlignValue(e);if(this.options.values&&this.options.values.length){for(i=this.options.values.slice(),n=0;n<i.length;n+=1)i[n]=this._trimAlignValue(i[n]);return i}return[]},_trimAlignValue:function(t){if(t<=this._valueMin())return this._valueMin();if(t>=this._valueMax())return this._valueMax();var e=this.options.step>0?this.options.step:1,i=(t-this._valueMin())%e,n=t-i;return 2*Math.abs(i)>=e&&(n+=i>0?e:-e),parseFloat(n.toFixed(5))},_valueMin:function(){return this.options.min},_valueMax:function(){return this.options.max},_refreshValue:function(){var e,i,n,r,s,o=this.options.range,a=this.options,l=this,u=this._animateOff?!1:a.animate,h={};this.options.values&&this.options.values.length?this.handles.each(function(n){i=(l.values(n)-l._valueMin())/(l._valueMax()-l._valueMin())*100,h[\"horizontal\"===l.orientation?\"left\":\"bottom\"]=i+\"%\",t(this).stop(1,1)[u?\"animate\":\"css\"](h,a.animate),l.options.range===!0&&(\"horizontal\"===l.orientation?(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({left:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({width:i-e+\"%\"},{queue:!1,duration:a.animate})):(0===n&&l.range.stop(1,1)[u?\"animate\":\"css\"]({bottom:i+\"%\"},a.animate),1===n&&l.range[u?\"animate\":\"css\"]({height:i-e+\"%\"},{queue:!1,duration:a.animate}))),e=i}):(n=this.value(),r=this._valueMin(),s=this._valueMax(),i=s!==r?(n-r)/(s-r)*100:0,h[\"horizontal\"===this.orientation?\"left\":\"bottom\"]=i+\"%\",this.handle.stop(1,1)[u?\"animate\":\"css\"](h,a.animate),\"min\"===o&&\"horizontal\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({width:i+\"%\"},a.animate),\"max\"===o&&\"horizontal\"===this.orientation&&this.range[u?\"animate\":\"css\"]({width:100-i+\"%\"},{queue:!1,duration:a.animate}),\"min\"===o&&\"vertical\"===this.orientation&&this.range.stop(1,1)[u?\"animate\":\"css\"]({height:i+\"%\"},a.animate),\"max\"===o&&\"vertical\"===this.orientation&&this.range[u?\"animate\":\"css\"]({height:100-i+\"%\"},{queue:!1,duration:a.animate}))},_handleEvents:{keydown:function(e){var n,r,s,o,a=t(e.target).data(\"ui-slider-handle-index\");switch(e.keyCode){case t.ui.keyCode.HOME:case t.ui.keyCode.END:case t.ui.keyCode.PAGE_UP:case t.ui.keyCode.PAGE_DOWN:case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(e.preventDefault(),!this._keySliding&&(this._keySliding=!0,t(e.target).addClass(\"ui-state-active\"),n=this._start(e,a),n===!1))return}switch(o=this.options.step,r=s=this.options.values&&this.options.values.length?this.values(a):this.value(),e.keyCode){case t.ui.keyCode.HOME:s=this._valueMin();break;case t.ui.keyCode.END:s=this._valueMax();break;case t.ui.keyCode.PAGE_UP:s=this._trimAlignValue(r+(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.PAGE_DOWN:s=this._trimAlignValue(r-(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:if(r===this._valueMax())return;s=this._trimAlignValue(r+o);break;case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(r===this._valueMin())return;s=this._trimAlignValue(r-o)}this._slide(e,a,s)},click:function(t){t.preventDefault()},keyup:function(e){var i=t(e.target).data(\"ui-slider-handle-index\");this._keySliding&&(this._keySliding=!1,this._stop(e,i),this._change(e,i),t(e.target).removeClass(\"ui-state-active\"))}}})}(n),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.3\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete 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n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger(\"stop\",t))},_setOption:function(t,e){if(\"culture\"===t||\"numberFormat\"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}(\"max\"===t||\"min\"===t||\"step\"===t)&&\"string\"==typeof e&&(e=this._parse(e)),\"icons\"===t&&(this.buttons.first().find(\".ui-icon\").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(\".ui-icon\").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),\"disabled\"===t&&(e?(this.element.prop(\"disabled\",!0),this.buttons.button(\"disable\")):(this.element.prop(\"disabled\",!1),this.buttons.button(\"enable\")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return\"string\"==typeof t&&\"\"!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),\"\"===t||isNaN(t)?null:t},_format:function(t){return\"\"===t?\"\":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({\"aria-valuemin\":this.options.min,\"aria-valuemax\":this.options.max,\"aria-valuenow\":this._parse(this.element.val())})},_value:function(t,e){var i;\"\"!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass(\"ui-spinner-input\").prop(\"disabled\",!1).removeAttr(\"autocomplete\").removeAttr(\"role\").removeAttr(\"aria-valuemin\").removeAttr(\"aria-valuemax\").removeAttr(\"aria-valuenow\"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n),function(t,e){function i(){return++r}function n(t){return t.hash.length>1&&decodeURIComponent(t.href.replace(s,\"\"))===decodeURIComponent(location.href.replace(s,\"\"))}var r=0,s=/#.*$/;t.widget(\"ui.tabs\",{version:\"1.10.3\",delay:300,options:{active:null,collapsible:!1,event:\"click\",heightStyle:\"content\",hide:null,show:null,activate:null,beforeActivate:null,beforeLoad:null,load:null},_create:function(){var e=this,i=this.options;this.running=!1,this.element.addClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-tabs-collapsible\",i.collapsible).delegate(\".ui-tabs-nav > li\",\"mousedown\"+this.eventNamespace,function(e){t(this).is(\".ui-state-disabled\")&&e.preventDefault()}).delegate(\".ui-tabs-anchor\",\"focus\"+this.eventNamespace,function(){t(this).closest(\"li\").is(\".ui-state-disabled\")&&this.blur()}),this._processTabs(),i.active=this._initialActive(),t.isArray(i.disabled)&&(i.disabled=t.unique(i.disabled.concat(t.map(this.tabs.filter(\".ui-state-disabled\"),function(t){return e.tabs.index(t)}))).sort()),this.options.active!==!1&&this.anchors.length?this.active=this._findActive(i.active):this.active=t(),this._refresh(),this.active.length&&this.load(i.active)},_initialActive:function(){var e=this.options.active,i=this.options.collapsible,n=location.hash.substring(1);return null===e&&(n&&this.tabs.each(function(i,r){return t(r).attr(\"aria-controls\")===n?(e=i,!1):void 0}),null===e&&(e=this.tabs.index(this.tabs.filter(\".ui-tabs-active\"))),(null===e||-1===e)&&(e=this.tabs.length?0:!1)),e!==!1&&(e=this.tabs.index(this.tabs.eq(e)),-1===e&&(e=i?!1:0)),!i&&e===!1&&this.anchors.length&&(e=0),e},_getCreateEventData:function(){return{tab:this.active,panel:this.active.length?this._getPanelForTab(this.active):t()}},_tabKeydown:function(e){var i=t(this.document[0].activeElement).closest(\"li\"),n=this.tabs.index(i),r=!0;if(!this._handlePageNav(e)){switch(e.keyCode){case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:n++;break;case t.ui.keyCode.UP:case t.ui.keyCode.LEFT:r=!1,n--;break;case t.ui.keyCode.END:n=this.anchors.length-1;break;case t.ui.keyCode.HOME:n=0;break;case t.ui.keyCode.SPACE:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n);case t.ui.keyCode.ENTER:return e.preventDefault(),clearTimeout(this.activating),void this._activate(n===this.options.active?!1:n);default:return}e.preventDefault(),clearTimeout(this.activating),n=this._focusNextTab(n,r),e.ctrlKey||(i.attr(\"aria-selected\",\"false\"),this.tabs.eq(n).attr(\"aria-selected\",\"true\"),this.activating=this._delay(function(){this.option(\"active\",n)},this.delay))}},_panelKeydown:function(e){this._handlePageNav(e)||e.ctrlKey&&e.keyCode===t.ui.keyCode.UP&&(e.preventDefault(),this.active.focus())},_handlePageNav:function(e){return e.altKey&&e.keyCode===t.ui.keyCode.PAGE_UP?(this._activate(this._focusNextTab(this.options.active-1,!1)),!0):e.altKey&&e.keyCode===t.ui.keyCode.PAGE_DOWN?(this._activate(this._focusNextTab(this.options.active+1,!0)),!0):void 0},_findNextTab:function(e,i){function n(){return e>r&&(e=0),0>e&&(e=r),e}for(var r=this.tabs.length-1;-1!==t.inArray(n(),this.options.disabled);)e=i?e+1:e-1;return e},_focusNextTab:function(t,e){return t=this._findNextTab(t,e),this.tabs.eq(t).focus(),t},_setOption:function(t,e){return\"active\"===t?void this._activate(e):\"disabled\"===t?void this._setupDisabled(e):(this._super(t,e),\"collapsible\"===t&&(this.element.toggleClass(\"ui-tabs-collapsible\",e),e||this.options.active!==!1||this._activate(0)),\"event\"===t&&this._setupEvents(e),void(\"heightStyle\"===t&&this._setupHeightStyle(e)))},_tabId:function(t){return t.attr(\"aria-controls\")||\"ui-tabs-\"+i()},_sanitizeSelector:function(t){return t?t.replace(/[!\"$%&'()*+,.\\/:;<=>?@\\[\\]\\^`{|}~]/g,\"\\\\$&\"):\"\"},refresh:function(){var e=this.options,i=this.tablist.children(\":has(a[href])\");e.disabled=t.map(i.filter(\".ui-state-disabled\"),function(t){return i.index(t)}),this._processTabs(),e.active!==!1&&this.anchors.length?this.active.length&&!t.contains(this.tablist[0],this.active[0])?this.tabs.length===e.disabled.length?(e.active=!1,this.active=t()):this._activate(this._findNextTab(Math.max(0,e.active-1),!1)):e.active=this.tabs.index(this.active):(e.active=!1,this.active=t()),this._refresh()},_refresh:function(){this._setupDisabled(this.options.disabled),this._setupEvents(this.options.event),this._setupHeightStyle(this.options.heightStyle),this.tabs.not(this.active).attr({\"aria-selected\":\"false\",tabIndex:-1}),this.panels.not(this._getPanelForTab(this.active)).hide().attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),this.active.length?(this.active.addClass(\"ui-tabs-active ui-state-active\").attr({\"aria-selected\":\"true\",tabIndex:0}),this._getPanelForTab(this.active).show().attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"})):this.tabs.eq(0).attr(\"tabIndex\",0)},_processTabs:function(){var e=this;this.tablist=this._getList().addClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").attr(\"role\",\"tablist\"),this.tabs=this.tablist.find(\"> li:has(a[href])\").addClass(\"ui-state-default ui-corner-top\").attr({role:\"tab\",tabIndex:-1}),this.anchors=this.tabs.map(function(){return t(\"a\",this)[0]}).addClass(\"ui-tabs-anchor\").attr({role:\"presentation\",tabIndex:-1}),this.panels=t(),this.anchors.each(function(i,r){var s,o,a,l=t(r).uniqueId().attr(\"id\"),u=t(r).closest(\"li\"),h=u.attr(\"aria-controls\");n(r)?(s=r.hash,o=e.element.find(e._sanitizeSelector(s))):(a=e._tabId(u),s=\"#\"+a,o=e.element.find(s),o.length||(o=e._createPanel(a),o.insertAfter(e.panels[i-1]||e.tablist)),o.attr(\"aria-live\",\"polite\")),o.length&&(e.panels=e.panels.add(o)),h&&u.data(\"ui-tabs-aria-controls\",h),u.attr({\"aria-controls\":s.substring(1),\"aria-labelledby\":l}),o.attr(\"aria-labelledby\",l)}),this.panels.addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").attr(\"role\",\"tabpanel\")},_getList:function(){return this.element.find(\"ol,ul\").eq(0)},_createPanel:function(e){return t(\"<div>\").attr(\"id\",e).addClass(\"ui-tabs-panel ui-widget-content ui-corner-bottom\").data(\"ui-tabs-destroy\",!0)},_setupDisabled:function(e){t.isArray(e)&&(e.length?e.length===this.anchors.length&&(e=!0):e=!1);for(var i,n=0;i=this.tabs[n];n++)e===!0||-1!==t.inArray(n,e)?t(i).addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"):t(i).removeClass(\"ui-state-disabled\").removeAttr(\"aria-disabled\");this.options.disabled=e},_setupEvents:function(e){var i={click:function(t){t.preventDefault()}};e&&t.each(e.split(\" \"),function(t,e){i[e]=\"_eventHandler\"}),this._off(this.anchors.add(this.tabs).add(this.panels)),this._on(this.anchors,i),this._on(this.tabs,{keydown:\"_tabKeydown\"}),this._on(this.panels,{keydown:\"_panelKeydown\"}),this._focusable(this.tabs),this._hoverable(this.tabs)},_setupHeightStyle:function(e){var i,n=this.element.parent();\"fill\"===e?(i=n.height(),i-=this.element.outerHeight()-this.element.height(),this.element.siblings(\":visible\").each(function(){var e=t(this),n=e.css(\"position\");\"absolute\"!==n&&\"fixed\"!==n&&(i-=e.outerHeight(!0))}),this.element.children().not(this.panels).each(function(){i-=t(this).outerHeight(!0)}),this.panels.each(function(){t(this).height(Math.max(0,i-t(this).innerHeight()+t(this).height()))}).css(\"overflow\",\"auto\")):\"auto\"===e&&(i=0,this.panels.each(function(){i=Math.max(i,t(this).height(\"\").height())}).height(i))},_eventHandler:function(e){var i=this.options,n=this.active,r=t(e.currentTarget),s=r.closest(\"li\"),o=s[0]===n[0],a=o&&i.collapsible,l=a?t():this._getPanelForTab(s),u=n.length?this._getPanelForTab(n):t(),h={oldTab:n,oldPanel:u,newTab:a?t():s,newPanel:l};e.preventDefault(),s.hasClass(\"ui-state-disabled\")||s.hasClass(\"ui-tabs-loading\")||this.running||o&&!i.collapsible||this._trigger(\"beforeActivate\",e,h)===!1||(i.active=a?!1:this.tabs.index(s),this.active=o?t():s,this.xhr&&this.xhr.abort(),u.length||l.length||t.error(\"jQuery UI Tabs: Mismatching fragment identifier.\"),l.length&&this.load(this.tabs.index(s),e),this._toggle(e,h))},_toggle:function(e,i){function n(){s.running=!1,s._trigger(\"activate\",e,i)}function r(){i.newTab.closest(\"li\").addClass(\"ui-tabs-active ui-state-active\"),o.length&&s.options.show?s._show(o,s.options.show,n):(o.show(),n())}var s=this,o=i.newPanel,a=i.oldPanel;this.running=!0,a.length&&this.options.hide?this._hide(a,this.options.hide,function(){i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),r()}):(i.oldTab.closest(\"li\").removeClass(\"ui-tabs-active ui-state-active\"),a.hide(),r()),a.attr({\"aria-expanded\":\"false\",\"aria-hidden\":\"true\"}),i.oldTab.attr(\"aria-selected\",\"false\"),o.length&&a.length?i.oldTab.attr(\"tabIndex\",-1):o.length&&this.tabs.filter(function(){return 0===t(this).attr(\"tabIndex\")}).attr(\"tabIndex\",-1),o.attr({\"aria-expanded\":\"true\",\"aria-hidden\":\"false\"}),i.newTab.attr({\"aria-selected\":\"true\",tabIndex:0})},_activate:function(e){var i,n=this._findActive(e);n[0]!==this.active[0]&&(n.length||(n=this.active),i=n.find(\".ui-tabs-anchor\")[0],this._eventHandler({target:i,currentTarget:i,preventDefault:t.noop}))},_findActive:function(e){return e===!1?t():this.tabs.eq(e)},_getIndex:function(t){return\"string\"==typeof t&&(t=this.anchors.index(this.anchors.filter(\"[href$='\"+t+\"']\"))),t},_destroy:function(){this.xhr&&this.xhr.abort(),this.element.removeClass(\"ui-tabs ui-widget ui-widget-content ui-corner-all ui-tabs-collapsible\"),this.tablist.removeClass(\"ui-tabs-nav ui-helper-reset ui-helper-clearfix ui-widget-header ui-corner-all\").removeAttr(\"role\"),this.anchors.removeClass(\"ui-tabs-anchor\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeUniqueId(),this.tabs.add(this.panels).each(function(){t.data(this,\"ui-tabs-destroy\")?t(this).remove():t(this).removeClass(\"ui-state-default ui-state-active ui-state-disabled ui-corner-top ui-corner-bottom ui-widget-content ui-tabs-active ui-tabs-panel\").removeAttr(\"tabIndex\").removeAttr(\"aria-live\").removeAttr(\"aria-busy\").removeAttr(\"aria-selected\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-hidden\").removeAttr(\"aria-expanded\").removeAttr(\"role\")}),this.tabs.each(function(){var e=t(this),i=e.data(\"ui-tabs-aria-controls\");i?e.attr(\"aria-controls\",i).removeData(\"ui-tabs-aria-controls\"):e.removeAttr(\"aria-controls\")}),this.panels.show(),\"content\"!==this.options.heightStyle&&this.panels.css(\"height\",\"\")},enable:function(i){var n=this.options.disabled;n!==!1&&(i===e?n=!1:(i=this._getIndex(i),n=t.isArray(n)?t.map(n,function(t){return t!==i?t:null}):t.map(this.tabs,function(t,e){return e!==i?e:null})),this._setupDisabled(n))},disable:function(i){var n=this.options.disabled;if(n!==!0){if(i===e)n=!0;else{if(i=this._getIndex(i),-1!==t.inArray(i,n))return;n=t.isArray(n)?t.merge([i],n).sort():[i]}this._setupDisabled(n)}},load:function(e,i){e=this._getIndex(e);var r=this,s=this.tabs.eq(e),o=s.find(\".ui-tabs-anchor\"),a=this._getPanelForTab(s),l={tab:s,panel:a};n(o[0])||(this.xhr=t.ajax(this._ajaxSettings(o,i,l)),this.xhr&&\"canceled\"!==this.xhr.statusText&&(s.addClass(\"ui-tabs-loading\"),a.attr(\"aria-busy\",\"true\"),this.xhr.success(function(t){setTimeout(function(){a.html(t),r._trigger(\"load\",i,l)},1)}).complete(function(t,e){setTimeout(function(){\"abort\"===e&&r.panels.stop(!1,!0),s.removeClass(\"ui-tabs-loading\"),a.removeAttr(\"aria-busy\"),t===r.xhr&&delete r.xhr},1)})))},_ajaxSettings:function(e,i,n){var r=this;return{url:e.attr(\"href\"),beforeSend:function(e,s){return r._trigger(\"beforeLoad\",i,t.extend({jqXHR:e,ajaxSettings:s},n))}}},_getPanelForTab:function(e){var i=t(e).attr(\"aria-controls\");return this.element.find(this._sanitizeSelector(\"#\"+i))}})}(n),function(t){function e(e,i){var n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/);n.push(i),e.data(\"ui-tooltip-id\",i).attr(\"aria-describedby\",t.trim(n.join(\" \")))}function i(e){var i=e.data(\"ui-tooltip-id\"),n=(e.attr(\"aria-describedby\")||\"\").split(/\\s+/),r=t.inArray(i,n);-1!==r&&n.splice(r,1),e.removeData(\"ui-tooltip-id\"),n=t.trim(n.join(\" \")),n?e.attr(\"aria-describedby\",n):e.removeAttr(\"aria-describedby\")}var n=0;t.widget(\"ui.tooltip\",{version:\"1.10.3\",options:{content:function(){var e=t(this).attr(\"title\")||\"\";return t(\"<a>\").text(e).html()},hide:!0,items:\"[title]:not([disabled])\",position:{my:\"left top+15\",at:\"left bottom\",collision:\"flipfit flip\"},show:!0,tooltipClass:null,track:!1,close:null,open:null},_create:function(){this._on({mouseover:\"open\",focusin:\"open\"}),this.tooltips={},this.parents={},this.options.disabled&&this._disable()},_setOption:function(e,i){var n=this;return\"disabled\"===e?(this[i?\"_disable\":\"_enable\"](),void(this.options[e]=i)):(this._super(e,i),void(\"content\"===e&&t.each(this.tooltips,function(t,e){n._updateContent(e)})))},_disable:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0)}),this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.is(\"[title]\")&&e.data(\"ui-tooltip-title\",e.attr(\"title\")).attr(\"title\",\"\")})},_enable:function(){this.element.find(this.options.items).addBack().each(function(){var e=t(this);e.data(\"ui-tooltip-title\")&&e.attr(\"title\",e.data(\"ui-tooltip-title\"))})},open:function(e){var i=this,n=t(e?e.target:this.element).closest(this.options.items);n.length&&!n.data(\"ui-tooltip-id\")&&(n.attr(\"title\")&&n.data(\"ui-tooltip-title\",n.attr(\"title\")),n.data(\"ui-tooltip-open\",!0),e&&\"mouseover\"===e.type&&n.parents().each(function(){var e,n=t(this);n.data(\"ui-tooltip-open\")&&(e=t.Event(\"blur\"),e.target=e.currentTarget=this,i.close(e,!0)),n.attr(\"title\")&&(n.uniqueId(),i.parents[this.id]={element:this,title:n.attr(\"title\")},n.attr(\"title\",\"\"))}),this._updateContent(n,e))},_updateContent:function(t,e){var i,n=this.options.content,r=this,s=e?e.type:null;return\"string\"==typeof n?this._open(e,t,n):(i=n.call(t[0],function(i){t.data(\"ui-tooltip-open\")&&r._delay(function(){e&&(e.type=s),this._open(e,t,i)})}),void(i&&this._open(e,t,i)))},_open:function(i,n,r){function s(t){u.of=t,o.is(\":hidden\")||o.position(u)}var o,a,l,u=t.extend({},this.options.position);if(r){if(o=this._find(n),o.length)return void o.find(\".ui-tooltip-content\").html(r);n.is(\"[title]\")&&(i&&\"mouseover\"===i.type?n.attr(\"title\",\"\"):n.removeAttr(\"title\")),o=this._tooltip(n),e(n,o.attr(\"id\")),o.find(\".ui-tooltip-content\").html(r),this.options.track&&i&&/^mouse/.test(i.type)?(this._on(this.document,{mousemove:s}),s(i)):o.position(t.extend({of:n},this.options.position)),o.hide(),this._show(o,this.options.show),this.options.show&&this.options.show.delay&&(l=this.delayedShow=setInterval(function(){o.is(\":visible\")&&(s(u.of),clearInterval(l))},t.fx.interval)),this._trigger(\"open\",i,{tooltip:o}),a={keyup:function(e){if(e.keyCode===t.ui.keyCode.ESCAPE){var i=t.Event(e);i.currentTarget=n[0],this.close(i,!0)}},remove:function(){this._removeTooltip(o)}},i&&\"mouseover\"!==i.type||(a.mouseleave=\"close\"),i&&\"focusin\"!==i.type||(a.focusout=\"close\"),this._on(!0,n,a)}},close:function(e){var n=this,r=t(e?e.currentTarget:this.element),s=this._find(r);this.closing||(clearInterval(this.delayedShow),r.data(\"ui-tooltip-title\")&&r.attr(\"title\",r.data(\"ui-tooltip-title\")),i(r),s.stop(!0),this._hide(s,this.options.hide,function(){n._removeTooltip(t(this))}),r.removeData(\"ui-tooltip-open\"),this._off(r,\"mouseleave focusout keyup\"),r[0]!==this.element[0]&&this._off(r,\"remove\"),this._off(this.document,\"mousemove\"),e&&\"mouseleave\"===e.type&&t.each(this.parents,function(e,i){t(i.element).attr(\"title\",i.title),delete n.parents[e]}),this.closing=!0,this._trigger(\"close\",e,{tooltip:s}),this.closing=!1)},_tooltip:function(e){var i=\"ui-tooltip-\"+n++,r=t(\"<div>\").attr({id:i,role:\"tooltip\"}).addClass(\"ui-tooltip ui-widget ui-corner-all ui-widget-content \"+(this.options.tooltipClass||\"\"));return t(\"<div>\").addClass(\"ui-tooltip-content\").appendTo(r),r.appendTo(this.document[0].body),this.tooltips[i]=e,r},_find:function(e){var i=e.data(\"ui-tooltip-id\");return i?t(\"#\"+i):t()},_removeTooltip:function(t){t.remove(),delete this.tooltips[t.attr(\"id\")]},_destroy:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event(\"blur\");r.target=r.currentTarget=n[0],e.close(r,!0),t(\"#\"+i).remove(),n.data(\"ui-tooltip-title\")&&(n.attr(\"title\",n.data(\"ui-tooltip-title\")),n.removeData(\"ui-tooltip-title\"))})}})}(n)},{jquery:18}],12:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),\n",
+       "        t(\"./position\"),function(t,e){t.widget(\"ui.menu\",{version:\"1.10.4\",defaultElement:\"<ul>\",delay:300,options:{icons:{submenu:\"ui-icon-carat-1-e\"},menus:\"ul\",position:{my:\"left top\",at:\"right top\"},role:\"menu\",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length).attr({role:this.options.role,tabIndex:0}).bind(\"click\"+this.eventNamespace,t.proxy(function(t){this.options.disabled&&t.preventDefault()},this)),this.options.disabled&&this.element.addClass(\"ui-state-disabled\").attr(\"aria-disabled\",\"true\"),this._on({\"mousedown .ui-menu-item > a\":function(t){t.preventDefault()},\"click .ui-state-disabled > a\":function(t){t.preventDefault()},\"click .ui-menu-item:has(a)\":function(e){var i=t(e.target).closest(\".ui-menu-item\");!this.mouseHandled&&i.not(\".ui-state-disabled\").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(\".ui-menu\").length?this.expand(e):!this.element.is(\":focus\")&&t(this.document[0].activeElement).closest(\".ui-menu\").length&&(this.element.trigger(\"focus\",[!0]),this.active&&1===this.active.parents(\".ui-menu\").length&&clearTimeout(this.timer)))},\"mouseenter .ui-menu-item\":function(e){var i=t(e.currentTarget);i.siblings().children(\".ui-state-active\").removeClass(\"ui-state-active\"),this.focus(e,i)},mouseleave:\"collapseAll\",\"mouseleave .ui-menu\":\"collapseAll\",focus:function(t,e){var i=this.active||this.element.children(\".ui-menu-item\").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:\"_keydown\"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(\".ui-menu\").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr(\"aria-activedescendant\").find(\".ui-menu\").addBack().removeClass(\"ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons\").removeAttr(\"role\").removeAttr(\"tabIndex\").removeAttr(\"aria-labelledby\").removeAttr(\"aria-expanded\").removeAttr(\"aria-hidden\").removeAttr(\"aria-disabled\").removeUniqueId().show(),this.element.find(\".ui-menu-item\").removeClass(\"ui-menu-item\").removeAttr(\"role\").removeAttr(\"aria-disabled\").children(\"a\").removeUniqueId().removeClass(\"ui-corner-all ui-state-hover\").removeAttr(\"tabIndex\").removeAttr(\"role\").removeAttr(\"aria-haspopup\").children().each(function(){var e=t(this);e.data(\"ui-menu-submenu-carat\")&&e.remove()}),this.element.find(\".ui-menu-divider\").removeClass(\"ui-menu-divider ui-widget-content\")},_keydown:function(e){function i(t){return t.replace(/[\\-\\[\\]{}()*+?.,\\\\\\^$|#\\s]/g,\"\\\\$&\")}var n,r,s,o,a,l=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move(\"first\",\"first\",e);break;case t.ui.keyCode.END:this._move(\"last\",\"last\",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(\".ui-state-disabled\")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:l=!1,r=this.previousFilter||\"\",s=String.fromCharCode(e.keyCode),o=!1,clearTimeout(this.filterTimer),s===r?o=!0:s=r+s,a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())}),n=o&&-1!==n.index(this.active.next())?this.active.nextAll(\".ui-menu-item\"):n,n.length||(s=String.fromCharCode(e.keyCode),a=new RegExp(\"^\"+i(s),\"i\"),n=this.activeMenu.children(\".ui-menu-item\").filter(function(){return a.test(t(this).children(\"a\").text())})),n.length?(this.focus(e,n),n.length>1?(this.previousFilter=s,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter):delete this.previousFilter}l&&e.preventDefault()},_activate:function(t){this.active.is(\".ui-state-disabled\")||(this.active.children(\"a[aria-haspopup='true']\").length?this.expand(t):this.select(t))},refresh:function(){var e,i=this.options.icons.submenu,n=this.element.find(this.options.menus);this.element.toggleClass(\"ui-menu-icons\",!!this.element.find(\".ui-icon\").length),n.filter(\":not(.ui-menu)\").addClass(\"ui-menu ui-widget ui-widget-content ui-corner-all\").hide().attr({role:this.options.role,\"aria-hidden\":\"true\",\"aria-expanded\":\"false\"}).each(function(){var e=t(this),n=e.prev(\"a\"),r=t(\"<span>\").addClass(\"ui-menu-icon ui-icon \"+i).data(\"ui-menu-submenu-carat\",!0);n.attr(\"aria-haspopup\",\"true\").prepend(r),e.attr(\"aria-labelledby\",n.attr(\"id\"))}),e=n.add(this.element),e.children(\":not(.ui-menu-item):has(a)\").addClass(\"ui-menu-item\").attr(\"role\",\"presentation\").children(\"a\").uniqueId().addClass(\"ui-corner-all\").attr({tabIndex:-1,role:this._itemRole()}),e.children(\":not(.ui-menu-item)\").each(function(){var e=t(this);/[^\\-\\u2014\\u2013\\s]/.test(e.text())||e.addClass(\"ui-widget-content ui-menu-divider\")}),e.children(\".ui-state-disabled\").attr(\"aria-disabled\",\"true\"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:\"menuitem\",listbox:\"option\"}[this.options.role]},_setOption:function(t,e){\"icons\"===t&&this.element.find(\".ui-menu-icon\").removeClass(this.options.icons.submenu).addClass(e.submenu),this._super(t,e)},focus:function(t,e){var i,n;this.blur(t,t&&\"focus\"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children(\"a\").addClass(\"ui-state-focus\"),this.options.role&&this.element.attr(\"aria-activedescendant\",n.attr(\"id\")),this.active.parent().closest(\".ui-menu-item\").children(\"a:first\").addClass(\"ui-state-active\"),t&&\"keydown\"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(\".ui-menu\"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger(\"focus\",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],\"borderTopWidth\"))||0,n=parseFloat(t.css(this.activeMenu[0],\"paddingTop\"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children(\"a\").removeClass(\"ui-state-focus\"),this.active=null,this._trigger(\"blur\",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),\"true\"===t.attr(\"aria-hidden\")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(\".ui-menu\").not(e.parents(\".ui-menu\")).hide().attr(\"aria-hidden\",\"true\"),e.show().removeAttr(\"aria-hidden\").attr(\"aria-expanded\",\"true\").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(\".ui-menu\"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(\".ui-menu\").hide().attr(\"aria-hidden\",\"true\").attr(\"aria-expanded\",\"false\").end().find(\"a.ui-state-active\").removeClass(\"ui-state-active\")},collapse:function(t){var e=this.active&&this.active.parent().closest(\".ui-menu-item\",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(\".ui-menu \").children(\".ui-menu-item\").first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move(\"next\",\"first\",t)},previous:function(t){this._move(\"prev\",\"last\",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(\".ui-menu-item\").length},isLastItem:function(){return this.active&&!this.active.nextAll(\".ui-menu-item\").length},_move:function(t,e,i){var n;this.active&&(n=\"first\"===t||\"last\"===t?this.active[\"first\"===t?\"prevAll\":\"nextAll\"](\".ui-menu-item\").eq(-1):this.active[t+\"All\"](\".ui-menu-item\").eq(0)),n&&n.length&&this.active||(n=this.activeMenu.children(\".ui-menu-item\")[e]()),this.focus(i,n)},nextPage:function(e){var i,n,r;return this.active?void(this.isLastItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.nextAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\")[this.active?\"last\":\"first\"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(\".ui-menu-item\").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(\".ui-menu-item\").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop(\"scrollHeight\")},select:function(e){this.active=this.active||t(e.target).closest(\".ui-menu-item\");var i={item:this.active};this.active.has(\".ui-menu\").length||this.collapseAll(e,!0),this._trigger(\"select\",e,i)}})}(n)},{\"./core\":7,\"./position\":14,\"./widget\":17,jquery:18}],13:[function(t,e,i){var n=t(\"jquery\");t(\"./widget\"),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget(\"ui.mouse\",{version:\"1.10.4\",options:{cancel:\"input,textarea,button,select,option\",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind(\"mousedown.\"+this.widgetName,function(t){return e._mouseDown(t)}).bind(\"click.\"+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+\".preventClickEvent\")?(t.removeData(i.target,e.widgetName+\".preventClickEvent\"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind(\".\"+this.widgetName),this._mouseMoveDelegate&&t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s=\"string\"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+\".preventClickEvent\")&&t.removeData(e.target,this.widgetName+\".preventClickEvent\"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).bind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind(\"mousemove.\"+this.widgetName,this._mouseMoveDelegate).unbind(\"mouseup.\"+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+\".preventClickEvent\",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n)},{\"./widget\":17,jquery:18}],14:[function(t,e,i){var n=t(\"jquery\");!function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\\+\\-]\\d+(\\.[\\d]+)?%?/,p=/^\\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t(\"<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>\"),o=r.children()[0];return t(\"body\").append(r),i=o.offsetWidth,r.css(\"overflow\",\"scroll\"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?\"\":e.element.css(\"overflow-x\"),n=e.isWindow||e.isDocument?\"\":e.element.css(\"overflow-y\"),r=\"scroll\"===i||\"auto\"===i&&e.width<e.element[0].scrollWidth,s=\"scroll\"===n||\"auto\"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]),r=!!i[0]&&9===i[0].nodeType;return{element:i,isWindow:n,isDocument:r,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||\"flip\").split(\" \"),k={};return v=r(y),y[0].preventDefault&&(e.at=\"left top\"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each([\"my\",\"at\"],function(){var t,i,n=(e[this]||\"\").split(\" \");1===n.length&&(n=u.test(n[0])?n.concat([\"center\"]):h.test(n[0])?[\"center\"].concat(n):[\"center\",\"center\"]),n[0]=u.test(n[0])?n[0]:\"center\",n[1]=h.test(n[1])?n[1]:\"center\",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),\"right\"===e.at[0]?_.left+=d:\"center\"===e.at[0]&&(_.left+=d/2),\"bottom\"===e.at[1]?_.top+=g:\"center\"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,\"marginLeft\"),v=n(this,\"marginTop\"),M=c+f+n(this,\"marginRight\")+w.width,C=p+v+n(this,\"marginBottom\")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());\"right\"===e.my[0]?D.left-=c:\"center\"===e.my[0]&&(D.left-=c/2),\"bottom\"===e.my[1]?D.top-=p:\"center\"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each([\"left\",\"top\"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?\"left\":i>0?\"right\":\"center\",vertical:0>s?\"top\":r>0?\"bottom\":\"middle\"};c>d&&a(i+n)<d&&(l.horizontal=\"center\"),p>g&&a(r+s)<g&&(l.vertical=\"middle\"),o(a(i),a(n))>o(a(r),a(s))?l.important=\"horizontal\":l.important=\"vertical\",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p=\"left\"===e.my[0]?-e.elemWidth:\"right\"===e.my[0]?e.elemWidth:0,d=\"left\"===e.at[0]?e.targetWidth:\"right\"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p=\"top\"===e.my[1],d=p?-e.elemHeight:\"bottom\"===e.my[1]?e.elemHeight:0,f=\"top\"===e.at[1]?e.targetHeight:\"bottom\"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName(\"body\")[0],a=document.createElement(\"div\");e=document.createElement(o?\"div\":\"body\"),n={visibility:\"hidden\",width:0,height:0,border:0,margin:0,background:\"none\"},o&&t.extend(n,{position:\"absolute\",left:\"-1000px\",top:\"-1000px\"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText=\"position: absolute; left: 10.7432222px;\",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML=\"\",i.removeChild(e)}()}(n)},{jquery:18}],15:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./mouse\"),t(\"./widget\"),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css(\"float\"))||/inline|table-cell/.test(t.css(\"display\"))}t.widget(\"ui.sortable\",t.ui.mouse,{version:\"1.10.4\",widgetEventPrefix:\"sort\",ready:!1,options:{appendTo:\"parent\",axis:!1,connectWith:!1,containment:!1,cursor:\"auto\",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:\"original\",items:\"> *\",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:\"default\",tolerance:\"intersect\",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass(\"ui-sortable\"),this.refresh(),this.floating=this.items.length?\"x\"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass(\"ui-sortable ui-sortable-disabled\"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+\"-item\");return this},_setOption:function(e,i){\"disabled\"===e?(this.options[e]=i,this.widget().toggleClass(\"ui-sortable-disabled\",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||\"static\"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+\"-item\")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+\"-item\")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find(\"*\").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css(\"position\",\"absolute\"),this.cssPosition=this.helper.css(\"position\"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&\"auto\"!==o.cursor&&(s=this.document.find(\"body\"),this.storedCursor=s.css(\"cursor\"),s.css(\"cursor\",o.cursor),this.storedStylesheet=t(\"<style>*{ cursor: \"+o.cursor+\" !important; }</style>\").appendTo(s)),o.opacity&&(this.helper.css(\"opacity\")&&(this._storedOpacity=this.helper.css(\"opacity\")),this.helper.css(\"opacity\",o.opacity)),o.zIndex&&(this.helper.css(\"zIndex\")&&(this._storedZIndex=this.helper.css(\"zIndex\")),this.helper.css(\"zIndex\",o.zIndex)),this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger(\"start\",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger(\"activate\",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass(\"ui-sortable-helper\"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo(\"absolute\"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&\"HTML\"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo(\"absolute\"),this.options.axis&&\"y\"===this.options.axis||(this.helper[0].style.left=this.position.left+\"px\"),this.options.axis&&\"x\"===this.options.axis||(this.helper[0].style.top=this.position.top+\"px\"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?\"next\":\"prev\"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&(\"semi-dynamic\"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?\"down\":\"up\",\"pointer\"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger(\"change\",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger(\"sort\",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&\"x\"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&\"y\"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),\"original\"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger(\"deactivate\",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger(\"out\",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),\"original\"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||\"id\")||\"\").match(e.expression||/(.+)[\\-=_](.+)/);i&&n.push((e.key||i[1]+\"[]\")+\"=\"+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+\"=\"),n.join(\"&\")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||\"id\")||\"\")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c=\"x\"===this.options.axis||n+u>a&&l>n+u,p=\"y\"===this.options.axis||e+h>s&&o>e+h,d=c&&p;return\"pointer\"===this.options.tolerance||this.options.forcePointerForContainers||\"pointer\"!==this.options.tolerance&&this.helperProportions[this.floating?\"width\":\"height\"]>t[this.floating?\"width\":\"height\"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e=\"x\"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n=\"y\"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&\"right\"===o||\"down\"===s?2:1:s&&(\"down\"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?\"right\"===s&&n||\"left\"===s&&!n:r&&(\"down\"===r&&e||\"up\"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?\"down\":\"up\")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?\"right\":\"left\")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){function i(){a.push(this)}var n,r,s,o,a=[],l=[],u=this._connectWith();if(u&&e)for(n=u.length-1;n>=0;n--)for(s=t(u[n]),r=s.length-1;r>=0;r--)o=t.data(s[r],this.widgetFullName),o&&o!==this&&!o.options.disabled&&l.push([t.isFunction(o.options.items)?o.options.items.call(o.element):t(o.options.items,o.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),o]);for(l.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(\".ui-sortable-helper\").not(\".ui-sortable-placeholder\"),this]),n=l.length-1;n>=0;n--)l[n][0].each(i);return t(a)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(\":data(\"+this.widgetName+\"-item)\");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+\"-item\",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t(\"<\"+n+\">\",e.document[0]).addClass(i||e.currentItem[0].className+\" ui-sortable-placeholder\").removeClass(\"ui-sortable-helper\");return\"tr\"===n?e.currentItem.children().each(function(){t(\"<td>&#160;</td>\",e.document[0]).attr(\"colspan\",t(this).attr(\"colspan\")||1).appendTo(r)}):\"img\"===n&&r.attr(\"src\",e.currentItem.attr(\"src\")),i||r.css(\"visibility\",\"hidden\"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css(\"paddingTop\")||0,10)-parseInt(e.currentItem.css(\"paddingBottom\")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css(\"paddingLeft\")||0,10)-parseInt(e.currentItem.css(\"paddingRight\")||0,10)));\n",
+       "        }}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger(\"out\",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?\"left\":\"top\",u=d?\"width\":\"height\",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?\"up\":\"down\"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger(\"change\",e,this._uiHash()),this.containers[g]._trigger(\"change\",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger(\"over\",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):\"clone\"===i.helper?this.currentItem.clone():this.currentItem;return n.parents(\"body\").length||t(\"parent\"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css(\"position\"),top:this.currentItem.css(\"top\"),left:this.currentItem.css(\"left\")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){\"string\"==typeof e&&(e=e.split(\" \")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),\"left\"in e&&(this.offset.click.left=e.left+this.margins.left),\"right\"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),\"top\"in e&&(this.offset.click.top=e.top+this.margins.top),\"bottom\"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return\"absolute\"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&\"html\"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css(\"borderTopWidth\"),10)||0),left:e.left+(parseInt(this.offsetParent.css(\"borderLeftWidth\"),10)||0)}},_getRelativeOffset:function(){if(\"relative\"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css(\"top\"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css(\"left\"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css(\"marginLeft\"),10)||0,top:parseInt(this.currentItem.css(\"marginTop\"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;\"parent\"===r.containment&&(r.containment=this.helper[0].parentNode),(\"document\"===r.containment||\"window\"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t(\"document\"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t(\"document\"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n=\"hidden\"!==t(e).css(\"overflow\"),this.containment=[i.left+(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)+(parseInt(t(e).css(\"paddingLeft\"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css(\"borderTopWidth\"),10)||0)+(parseInt(t(e).css(\"paddingTop\"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css(\"borderLeftWidth\"),10)||0)-(parseInt(t(e).css(\"paddingRight\"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css(\"borderTopWidth\"),10)||0)-(parseInt(t(e).css(\"paddingBottom\"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n=\"absolute\"===e?1:-1,r=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a=\"absolute\"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return\"relative\"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+(\"fixed\"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],\"down\"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){function i(t,e,i){return function(n){i._trigger(t,n,e._uiHash(e))}}this.reverting=!1;var n,r=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(n in this._storedCSS)(\"auto\"===this._storedCSS[n]||\"static\"===this._storedCSS[n])&&(this._storedCSS[n]=\"\");this.currentItem.css(this._storedCSS).removeClass(\"ui-sortable-helper\")}else this.currentItem.show();for(this.fromOutside&&!e&&r.push(function(t){this._trigger(\"receive\",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(\".ui-sortable-helper\")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||r.push(function(t){this._trigger(\"update\",t,this._uiHash())}),this!==this.currentContainer&&(e||(r.push(function(t){this._trigger(\"remove\",t,this._uiHash())}),r.push(function(t){return function(e){t._trigger(\"receive\",e,this._uiHash(this))}}.call(this,this.currentContainer)),r.push(function(t){return function(e){t._trigger(\"update\",e,this._uiHash(this))}}.call(this,this.currentContainer)))),n=this.containers.length-1;n>=0;n--)e||r.push(i(\"deactivate\",this,this.containers[n])),this.containers[n].containerCache.over&&(r.push(i(\"out\",this,this.containers[n])),this.containers[n].containerCache.over=0);if(this.storedCursor&&(this.document.find(\"body\").css(\"cursor\",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css(\"opacity\",this._storedOpacity),this._storedZIndex&&this.helper.css(\"zIndex\",\"auto\"===this._storedZIndex?\"\":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger(\"beforeStop\",t,this._uiHash()),n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger(\"beforeStop\",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(n=0;n<r.length;n++)r[n].call(this,t);this._trigger(\"stop\",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n)},{\"./core\":7,\"./mouse\":13,\"./widget\":17,jquery:18}],16:[function(t,e,i){var n=t(\"jquery\");t(\"./core\"),t(\"./widget\"),t(\"./button\"),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger(\"change\")}}t.widget(\"ui.spinner\",{version:\"1.10.4\",defaultElement:\"<input>\",widgetEventPrefix:\"spin\",options:{culture:null,icons:{down:\"ui-icon-triangle-1-s\",up:\"ui-icon-triangle-1-n\"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption(\"max\",this.options.max),this._setOption(\"min\",this.options.min),this._setOption(\"step\",this.options.step),\"\"!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr(\"autocomplete\")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each([\"min\",\"max\",\"step\"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:\"_stop\",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger(\"change\",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},\"mousedown .ui-spinner-button\":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e)},\"mouseup .ui-spinner-button\":\"_stop\",\"mouseenter .ui-spinner-button\":function(e){return t(e.currentTarget).hasClass(\"ui-state-active\")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass(\"ui-spinner-up\")?1:-1,e):void 0},\"mouseleave .ui-spinner-button\":\"_stop\"},_draw:function(){var t=this.uiSpinner=this.element.addClass(\"ui-spinner-input\").attr(\"autocomplete\",\"off\").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr(\"role\",\"spinbutton\"),this.buttons=t.find(\".ui-spinner-button\").attr(\"tabIndex\",-1).button().removeClass(\"ui-corner-all\"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return\"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>\"},_buttonHtml:function(){return\"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon \"+this.options.icons.up+\"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon \"+this.options.icons.down+\"'>&#9660;</span></a>\"},_start:function(t){return this.spinning||this._trigger(\"start\",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger(\"spin\",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(\".\");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return 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Amer. 1969\"},i.GRS67={a:6378160,rf:298.247167427,ellipseName:\"GRS 67(IUGG 1967)\"},i.bessel={a:6377397.155,rf:299.1528128,ellipseName:\"Bessel 1841\"},i.bess_nam={a:6377483.865,rf:299.1528128,ellipseName:\"Bessel 1841 (Namibia)\"},i.clrk66={a:6378206.4,b:6356583.8,ellipseName:\"Clarke 1866\"},i.clrk80={a:6378249.145,rf:293.4663,ellipseName:\"Clarke 1880 mod.\"},i.clrk58={a:6378293.645208759,rf:294.2606763692654,ellipseName:\"Clarke 1858\"},i.CPM={a:6375738.7,rf:334.29,ellipseName:\"Comm. des Poids et Mesures 1799\"},i.delmbr={a:6376428,rf:311.5,ellipseName:\"Delambre 1810 (Belgium)\"},i.engelis={a:6378136.05,rf:298.2566,ellipseName:\"Engelis 1985\"},i.evrst30={a:6377276.345,rf:300.8017,ellipseName:\"Everest 1830\"},i.evrst48={a:6377304.063,rf:300.8017,ellipseName:\"Everest 1948\"},i.evrst56={a:6377301.243,rf:300.8017,ellipseName:\"Everest 1956\"},i.evrst69={a:6377295.664,rf:300.8017,ellipseName:\"Everest 1969\"},i.evrstSS={a:6377298.556,rf:300.8017,ellipseName:\"Everest (Sabah & Sarawak)\"},i.fschr60={a:6378166,rf:298.3,ellipseName:\"Fischer (Mercury Datum) 1960\"},i.fschr60m={a:6378155,rf:298.3,ellipseName:\"Fischer 1960\"},i.fschr68={a:6378150,rf:298.3,ellipseName:\"Fischer 1968\"},i.helmert={a:6378200,rf:298.3,ellipseName:\"Helmert 1906\"},i.hough={a:6378270,rf:297,ellipseName:\"Hough\"},i.intl={a:6378388,rf:297,ellipseName:\"International 1909 (Hayford)\"},i.kaula={a:6378163,rf:298.24,ellipseName:\"Kaula 1961\"},i.lerch={a:6378139,rf:298.257,ellipseName:\"Lerch 1979\"},i.mprts={a:6397300,rf:191,ellipseName:\"Maupertius 1738\"},i.new_intl={a:6378157.5,b:6356772.2,ellipseName:\"New International 1967\"},i.plessis={a:6376523,rf:6355863,ellipseName:\"Plessis 1817 (France)\"},i.krass={a:6378245,rf:298.3,ellipseName:\"Krassovsky, 1942\"},i.SEasia={a:6378155,b:6356773.3205,ellipseName:\"Southeast Asia\"},i.walbeck={a:6376896,b:6355834.8467,ellipseName:\"Walbeck\"},i.WGS60={a:6378165,rf:298.3,ellipseName:\"WGS 60\"},i.WGS66={a:6378145,rf:298.25,ellipseName:\"WGS 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e=0;e<t.datum_params.length;e++)t.datum_params[e]=parseFloat(t.datum_params[e]);(0!==t.datum_params[0]||0!==t.datum_params[1]||0!==t.datum_params[2])&&(this.datum_type=r),t.datum_params.length>3&&(0!==t.datum_params[3]||0!==t.datum_params[4]||0!==t.datum_params[5]||0!==t.datum_params[6])&&(this.datum_type=s,t.datum_params[3]*=u,t.datum_params[4]*=u,t.datum_params[5]*=u,t.datum_params[6]=t.datum_params[6]/1e6+1)}this.datum_type=t.grids?o:this.datum_type,this.a=t.a,this.b=t.b,this.es=t.es,this.ep2=t.ep2,this.datum_params=t.datum_params,this.datum_type===o&&(this.grids=t.grids)}};p.prototype={compare_datums:function(t){return this.datum_type!==t.datum_type?!1:this.a!==t.a||Math.abs(this.es-t.es)>5e-11?!1:this.datum_type===r?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]:this.datum_type===s?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]&&this.datum_params[3]===t.datum_params[3]&&this.datum_params[4]===t.datum_params[4]&&this.datum_params[5]===t.datum_params[5]&&this.datum_params[6]===t.datum_params[6]:this.datum_type===o||t.datum_type===o?this.nadgrids===t.nadgrids:!0},geodetic_to_geocentric:function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=t.z?t.z:0,p=0;if(-n>h&&h>-1.001*n)h=-n;else if(h>n&&1.001*n>h)h=n;else if(-n>h||h>n)return null;return u>Math.PI&&(u-=2*Math.PI),o=Math.sin(h),l=Math.cos(h),a=o*o,s=this.a/Math.sqrt(1-this.es*a),e=(s+c)*l*Math.cos(u),i=(s+c)*l*Math.sin(u),r=(s*(1-this.es)+c)*o,t.x=e,t.y=i,t.z=r,p},geocentric_to_geodetic:function(t){var e,i,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y=1e-12,b=y*y,w=30,x=t.x,k=t.y,M=t.z?t.z:0;if(f=!1,e=Math.sqrt(x*x+k*k),i=Math.sqrt(x*x+k*k+M*M),e/this.a<y){if(f=!0,m=0,i/this.a<y)return _=n,void(v=-this.b)}else m=Math.atan2(k,x);r=M/i,s=e/i,o=1/Math.sqrt(1-this.es*(2-this.es)*s*s),u=s*(1-this.es)*o,h=r*o,g=0;do g++,l=this.a/Math.sqrt(1-this.es*h*h),v=e*u+M*h-l*(1-this.es*h*h),a=this.es*l/(l+v),o=1/Math.sqrt(1-a*(2-a)*s*s),c=s*(1-a)*o,p=r*o,d=p*u-c*h,u=c,h=p;while(d*d>b&&w>g);return _=Math.atan(p/Math.abs(c)),t.x=m,t.y=_,t.z=v,t},geocentric_to_geodetic_noniter:function(t){var e,i,r,s,o,a,l,u,p,d,f,g,m,_,v,y,b,w=t.x,x=t.y,k=t.z?t.z:0;if(w=parseFloat(w),x=parseFloat(x),k=parseFloat(k),b=!1,0!==w)e=Math.atan2(x,w);else if(x>0)e=n;else if(0>x)e=-n;else if(b=!0,\n",
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e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=(t.x-e)/u,c=(t.y-i)/u,p=(t.z-n)/u;t.x=h+l*c-a*p,t.y=-l*h+c+o*p,t.z=a*h-o*c+p}}},e.exports=p},{}],50:[function(t,e,i){var n=1,r=2,s=3,o=5,a=6378137,l=.006694379990141316;e.exports=function(t,e,i){function u(t){return t===n||t===r}var h,c,p;if(t.compare_datums(e))return i;if(t.datum_type===o||e.datum_type===o)return i;var d=t.a,f=t.es,g=e.a,m=e.es,_=t.datum_type;if(_===s)if(0===this.apply_gridshift(t,0,i))t.a=a,t.es=l;else{if(!t.datum_params)return t.a=d,t.es=t.es,i;for(h=1,c=0,p=t.datum_params.length;p>c;c++)h*=t.datum_params[c];if(0===h)return t.a=d,t.es=t.es,i;_=t.datum_params.length>3?r:n}return e.datum_type===s&&(e.a=a,e.es=l),(t.es!==e.es||t.a!==e.a||u(_)||u(e.datum_type))&&(t.geodetic_to_geocentric(i),u(t.datum_type)&&t.geocentric_to_wgs84(i),u(e.datum_type)&&e.geocentric_from_wgs84(i),e.geocentric_to_geodetic(i)),e.datum_type===s&&this.apply_gridshift(e,1,i),t.a=d,t.es=f,e.a=g,e.es=m,i}},{}],51:[function(t,e,i){function n(t){var e=this;if(2===arguments.length){var i=arguments[1];\"string\"==typeof i?\"+\"===i.charAt(0)?n[t]=s(arguments[1]):n[t]=o(arguments[1]):n[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map(function(t){Array.isArray(t)?n.apply(e,t):n(t)});if(\"string\"==typeof t){if(t in n)return n[t]}else\"EPSG\"in t?n[\"EPSG:\"+t.EPSG]=t:\"ESRI\"in t?n[\"ESRI:\"+t.ESRI]=t:\"IAU2000\"in t?n[\"IAU2000:\"+t.IAU2000]=t:console.log(t);return}}var r=t(\"./global\"),s=t(\"./projString\"),o=t(\"./wkt\");r(n),e.exports=n},{\"./global\":54,\"./projString\":58,\"./wkt\":86}],52:[function(t,e,i){var n=t(\"./constants/Datum\"),r=t(\"./constants/Ellipsoid\"),s=t(\"./extend\"),o=t(\"./datum\"),a=1e-10,l=.16666666666666666,u=.04722222222222222,h=.022156084656084655;e.exports=function(t){if(t.datumCode&&\"none\"!==t.datumCode){var e=n[t.datumCode];e&&(t.datum_params=e.towgs84?e.towgs84.split(\",\"):null,t.ellps=e.ellipse,t.datumName=e.datumName?e.datumName:t.datumCode)}if(!t.a){var i=r[t.ellps]?r[t.ellps]:r.WGS84;s(t,i)}return t.rf&&!t.b&&(t.b=(1-1/t.rf)*t.a),(0===t.rf||Math.abs(t.a-t.b)<a)&&(t.sphere=!0,t.b=t.a),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=(t.a2-t.b2)/t.a2,t.e=Math.sqrt(t.es),t.R_A&&(t.a*=1-t.es*(l+t.es*(u+t.es*h)),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=0),t.ep2=(t.a2-t.b2)/t.b2,t.k0||(t.k0=1),t.axis||(t.axis=\"enu\"),t.datum||(t.datum=o(t)),t}},{\"./constants/Datum\":44,\"./constants/Ellipsoid\":45,\"./datum\":49,\"./extend\":53}],53:[function(t,e,i){e.exports=function(t,e){t=t||{};var i,n;if(!e)return t;for(n in e)i=e[n],void 0!==i&&(t[n]=i);return t}},{}],54:[function(t,e,i){e.exports=function(t){t(\"EPSG:4326\",\"+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees\"),t(\"EPSG:4269\",\"+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees\"),t(\"EPSG:3857\",\"+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs\"),t.WGS84=t[\"EPSG:4326\"],t[\"EPSG:3785\"]=t[\"EPSG:3857\"],t.GOOGLE=t[\"EPSG:3857\"],t[\"EPSG:900913\"]=t[\"EPSG:3857\"],t[\"EPSG:102113\"]=t[\"EPSG:3857\"]}},{}],55:[function(t,e,i){var n=[t(\"./projections/tmerc\"),t(\"./projections/utm\"),t(\"./projections/sterea\"),t(\"./projections/stere\"),t(\"./projections/somerc\"),t(\"./projections/omerc\"),t(\"./projections/lcc\"),t(\"./projections/krovak\"),t(\"./projections/cass\"),t(\"./projections/laea\"),t(\"./projections/aea\"),t(\"./projections/gnom\"),t(\"./projections/cea\"),t(\"./projections/eqc\"),t(\"./projections/poly\"),t(\"./projections/nzmg\"),t(\"./projections/mill\"),t(\"./projections/sinu\"),t(\"./projections/moll\"),t(\"./projections/eqdc\"),t(\"./projections/vandg\"),t(\"./projections/aeqd\")];e.exports=function(t){n.forEach(function(e){t.Proj.projections.add(e)})}},{\"./projections/aea\":60,\"./projections/aeqd\":61,\"./projections/cass\":62,\"./projections/cea\":63,\"./projections/eqc\":64,\"./projections/eqdc\":65,\"./projections/gnom\":67,\"./projections/krovak\":68,\"./projections/laea\":69,\"./projections/lcc\":70,\"./projections/mill\":73,\"./projections/moll\":74,\"./projections/nzmg\":75,\"./projections/omerc\":76,\"./projections/poly\":77,\"./projections/sinu\":78,\"./projections/somerc\":79,\"./projections/stere\":80,\"./projections/sterea\":81,\"./projections/tmerc\":82,\"./projections/utm\":83,\"./projections/vandg\":84}],56:[function(t,e,i){var n=t(\"./core\");n.defaultDatum=\"WGS84\",n.Proj=t(\"./Proj\"),n.WGS84=new n.Proj(\"WGS84\"),n.Point=t(\"./Point\"),n.toPoint=t(\"./common/toPoint\"),n.defs=t(\"./defs\"),n.transform=t(\"./transform\"),n.mgrs=t(\"mgrs\"),n.version=t(\"../package.json\").version,t(\"./includedProjections\")(n),e.exports=n},{\"../package.json\":88,\"./Point\":20,\"./Proj\":21,\"./common/toPoint\":42,\"./core\":48,\"./defs\":51,\"./includedProjections\":55,\"./transform\":85,mgrs:87}],57:[function(t,e,i){function n(t){return\"string\"==typeof t}function r(t){return t in l}function s(t){var e=[\"GEOGCS\",\"GEOCCS\",\"PROJCS\",\"LOCAL_CS\"];return e.reduce(function(e,i){return e+1+t.indexOf(i)},0)}function o(t){return\"+\"===t[0]}function a(t){return n(t)?r(t)?l[t]:s(t)?u(t):o(t)?h(t):void 0:t}var l=t(\"./defs\"),u=t(\"./wkt\"),h=t(\"./projString\");e.exports=a},{\"./defs\":51,\"./projString\":58,\"./wkt\":86}],58:[function(t,e,i){var n=.017453292519943295,r=t(\"./constants/PrimeMeridian\"),s=t(\"./constants/units\");e.exports=function(t){var e={},i={};t.split(\"+\").map(function(t){return t.trim()}).filter(function(t){return t}).forEach(function(t){var e=t.split(\"=\");e.push(!0),i[e[0].toLowerCase()]=e[1]});var 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parseFloat(t)})},to_meter:function(t){e.to_meter=parseFloat(t)},units:function(t){e.units=t,s[t]&&(e.to_meter=s[t].to_meter)},from_greenwich:function(t){e.from_greenwich=t*n},pm:function(t){e.from_greenwich=(r[t]?r[t]:parseFloat(t))*n},nadgrids:function(t){\"@null\"===t?e.datumCode=\"none\":e.nadgrids=t},axis:function(t){var i=\"ewnsud\";3===t.length&&-1!==i.indexOf(t.substr(0,1))&&-1!==i.indexOf(t.substr(1,1))&&-1!==i.indexOf(t.substr(2,1))&&(e.axis=t)}};for(o in i)a=i[o],o in u?(l=u[o],\"function\"==typeof l?l(a):e[l]=a):e[o]=a;return\"string\"==typeof e.datumCode&&\"WGS84\"!==e.datumCode&&(e.datumCode=e.datumCode.toLowerCase()),e}},{\"./constants/PrimeMeridian\":46,\"./constants/units\":47}],59:[function(t,e,i){function n(t,e){var i=o.length;return t.names?(o[i]=t,t.names.forEach(function(t){s[t.toLowerCase()]=i}),this):(console.log(e),!0)}var r=[t(\"./projections/merc\"),t(\"./projections/longlat\")],s={},o=[];i.add=n,i.get=function(t){if(!t)return!1;var e=t.toLowerCase();return\"undefined\"!=typeof s[e]&&o[s[e]]?o[s[e]]:void 0},i.start=function(){r.forEach(n)}},{\"./projections/longlat\":71,\"./projections/merc\":72}],60:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/qsfnz\"),o=t(\"../common/adjust_lon\"),a=t(\"../common/asinz\");i.init=function(){Math.abs(this.lat1+this.lat2)<n||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=r(this.e3,this.sin_po,this.cos_po),this.qs1=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=r(this.e3,this.sin_po,this.cos_po),this.qs2=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=s(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>n?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},i.forward=function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var n=s(this.e3,this.sin_phi,this.cos_phi),r=this.a*Math.sqrt(this.c-this.ns0*n)/this.ns0,a=this.ns0*o(e-this.long0),l=r*Math.sin(a)+this.x0,u=this.rh-r*Math.cos(a)+this.y0;return t.x=l,t.y=u,t},i.inverse=function(t){var e,i,n,r,s,a;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,this.ns0>=0?(e=Math.sqrt(t.x*t.x+t.y*t.y),n=1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),n=-1),r=0,0!==e&&(r=Math.atan2(n*t.x,n*t.y)),n=e*this.ns0/this.a,this.sphere?a=Math.asin((this.c-n*n)/(2*this.ns0)):(i=(this.c-n*n)/this.ns0,a=this.phi1z(this.e3,i)),s=o(r/this.ns0+this.long0),t.x=s,t.y=a,t},i.phi1z=function(t,e){var i,r,s,o,l,u=a(.5*e);if(n>t)return u;for(var h=t*t,c=1;25>=c;c++)if(i=Math.sin(u),r=Math.cos(u),s=t*i,o=1-s*s,l=.5*o*o/r*(e/(1-h)-i/o+.5/t*Math.log((1-s)/(1+s))),u+=l,Math.abs(l)<=1e-7)return u;return null},i.names=[\"Albers_Conic_Equal_Area\",\"Albers\",\"aea\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/msfnz\":34,\"../common/qsfnz\":39}],61:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/mlfn\"),a=t(\"../common/e0fn\"),l=t(\"../common/e1fn\"),u=t(\"../common/e2fn\"),h=t(\"../common/e3fn\"),c=t(\"../common/gN\"),p=t(\"../common/asinz\"),d=t(\"../common/imlfn\");i.init=function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},i.forward=function(t){var e,i,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N=t.x,R=t.y,z=Math.sin(t.y),j=Math.cos(t.y),O=n(N-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=s?(t.x=this.x0+this.a*(r-R)*Math.sin(O),t.y=this.y0-this.a*(r-R)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(t.x=this.x0+this.a*(r+R)*Math.sin(O),t.y=this.y0+this.a*(r+R)*Math.cos(O),t):(T=this.sin_p12*z+this.cos_p12*j*Math.cos(O),C=Math.acos(T),D=C/Math.sin(C),t.x=this.x0+this.a*D*j*Math.sin(O),t.y=this.y0+this.a*D*(this.cos_p12*z-this.sin_p12*j*Math.cos(O)),t):(e=a(this.es),i=l(this.es),p=u(this.es),d=h(this.es),Math.abs(this.sin_p12-1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f-g)*Math.sin(O),t.y=this.y0-(f-g)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f+g)*Math.sin(O),t.y=this.y0+(f+g)*Math.cos(O),t):(m=z/j,_=c(this.a,this.e,this.sin_p12),v=c(this.a,this.e,z),y=Math.atan((1-this.es)*m+this.es*_*this.sin_p12/(v*j)),b=Math.atan2(Math.sin(O),this.cos_p12*Math.tan(y)-this.sin_p12*Math.cos(O)),S=0===b?Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.abs(Math.abs(b)-Math.PI)<=s?-Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.asin(Math.sin(O)*Math.cos(y)/Math.sin(b)),w=this.e*this.sin_p12/Math.sqrt(1-this.es),x=this.e*this.cos_p12*Math.cos(b)/Math.sqrt(1-this.es),k=w*x,M=x*x,A=S*S,P=A*S,E=P*S,I=E*S,C=_*S*(1-A*M*(1-M)/6+P/8*k*(1-2*M)+E/120*(M*(4-7*M)-3*w*w*(1-7*M))-I/48*k),t.x=this.x0+C*Math.sin(b),t.y=this.y0+C*Math.cos(b),t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R;if(this.sphere){if(e=Math.sqrt(t.x*t.x+t.y*t.y),e>2*r*this.a)return;return i=e/this.a,f=Math.sin(i),g=Math.cos(i),m=this.long0,Math.abs(e)<=s?_=this.lat0:(_=p(g*this.sin_p12+t.y*f*this.cos_p12/e),v=Math.abs(this.lat0)-r,m=n(Math.abs(v)<=s?this.lat0>=0?this.long0+Math.atan2(t.x,-t.y):this.long0-Math.atan2(-t.x,t.y):this.long0+Math.atan2(t.x*f,e*this.cos_p12*g-t.y*this.sin_p12*f))),t.x=m,t.y=_,t}return y=a(this.es),b=l(this.es),w=u(this.es),x=h(this.es),Math.abs(this.sin_p12-1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=k-e,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,-1*t.y)),t.x=m,t.y=_,t):Math.abs(this.sin_p12+1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=e-k,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,t.y)),t.x=m,t.y=_,t):(e=Math.sqrt(t.x*t.x+t.y*t.y),T=Math.atan2(t.x,t.y),C=c(this.a,this.e,this.sin_p12),S=Math.cos(T),A=this.e*this.cos_p12*S,P=-A*A/(1-this.es),E=3*this.es*(1-P)*this.sin_p12*this.cos_p12*S/(1-this.es),I=e/C,N=I-P*(1+P)*Math.pow(I,3)/6-E*(1+3*P)*Math.pow(I,4)/24,R=1-P*N*N/2-I*N*N*N/6,D=Math.asin(this.sin_p12*Math.cos(N)+this.cos_p12*Math.sin(N)*S),m=n(this.long0+Math.asin(Math.sin(T)*Math.sin(N)/Math.cos(D))),_=Math.atan((1-this.es*R*this.sin_p12/Math.sin(D))*Math.tan(D)/(1-this.es)),t.x=m,t.y=_,t)},i.names=[\"Azimuthal_Equidistant\",\"aeqd\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],62:[function(t,e,i){var n=t(\"../common/mlfn\"),r=t(\"../common/e0fn\"),s=t(\"../common/e1fn\"),o=t(\"../common/e2fn\"),a=t(\"../common/e3fn\"),l=t(\"../common/gN\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=Math.PI/2,d=1e-10;i.init=function(){this.sphere||(this.e0=r(this.es),this.e1=s(this.es),this.e2=o(this.es),this.e3=a(this.es),this.ml0=this.a*n(this.e0,this.e1,this.e2,this.e3,this.lat0))},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=u(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(s)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(s),Math.cos(r))-this.lat0);else{var o=Math.sin(s),a=Math.cos(s),h=l(this.a,this.e,o),c=Math.tan(s)*Math.tan(s),p=r*Math.cos(s),d=p*p,f=this.es*a*a/(1-this.es),g=this.a*n(this.e0,this.e1,this.e2,this.e3,s);e=h*p*(1-d*c*(1/6-(8-c+8*f)*d/120)),i=g-this.ml0+h*o/a*d*(.5+(5-c+6*f)*d/24)}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,n=t.x/this.a,r=t.y/this.a;if(this.sphere){var s=r+this.lat0;e=Math.asin(Math.sin(s)*Math.cos(n)),i=Math.atan2(Math.tan(n),Math.cos(s))}else{var o=this.ml0/this.a+r,a=c(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(a)-p)<=d)return t.x=this.long0,t.y=p,0>r&&(t.y*=-1),t;var f=l(this.a,this.e,Math.sin(a)),g=f*f*f/this.a/this.a*(1-this.es),m=Math.pow(Math.tan(a),2),_=n*this.a/f,v=_*_;e=a-f*Math.tan(a)/g*_*_*(.5-(1+3*m)*_*_/24),i=_*(1-v*(m/3+(1+3*m)*m*v/15))/Math.cos(a)}return t.x=u(i+this.long0),t.y=h(e),t},i.names=[\"Cassini\",\"Cassini_Soldner\",\"cass\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/imlfn\":31,\"../common/mlfn\":33}],63:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/qsfnz\"),s=t(\"../common/msfnz\"),o=t(\"../common/iqsfnz\");i.init=function(){this.sphere||(this.k0=s(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},i.forward=function(t){var e,i,s=t.x,o=t.y,a=n(s-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(o)/Math.cos(this.lat_ts);else{var l=r(this.e,Math.sin(o));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*l*.5/this.k0}return t.x=e,t.y=i,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i;return this.sphere?(e=n(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=o(this.e,2*t.y*this.k0/this.a),e=n(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},i.names=[\"cea\"]},{\"../common/adjust_lon\":24,\"../common/iqsfnz\":32,\"../common/msfnz\":34,\"../common/qsfnz\":39}],64:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\");i.init=function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||\"Equidistant Cylindrical (Plate Carre)\",this.rc=Math.cos(this.lat_ts)},i.forward=function(t){var e=t.x,i=t.y,s=n(e-this.long0),o=r(i-this.lat0);return t.x=this.x0+this.a*s*this.rc,t.y=this.y0+this.a*o,t},i.inverse=function(t){var e=t.x,i=t.y;return t.x=n(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=r(this.lat0+(i-this.y0)/this.a),t},i.names=[\"Equirectangular\",\"Equidistant_Cylindrical\",\"eqc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24}],65:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/msfnz\"),l=t(\"../common/mlfn\"),u=t(\"../common/adjust_lon\"),h=t(\"../common/adjust_lat\"),c=t(\"../common/imlfn\"),p=1e-10;i.init=function(){Math.abs(this.lat1+this.lat2)<p||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=a(this.e,this.sinphi,this.cosphi),this.ml1=l(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<p?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=a(this.e,this.sinphi,this.cosphi),this.ml2=l(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=l(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},i.forward=function(t){var e,i=t.x,n=t.y;if(this.sphere)e=this.a*(this.g-n);else{var r=l(this.e0,this.e1,this.e2,this.e3,n);e=this.a*(this.g-r)}var s=this.ns*u(i-this.long0),o=this.x0+e*Math.sin(s),a=this.y0+this.rh-e*Math.cos(s);return t.x=o,t.y=a,t},i.inverse=function(t){t.x-=this.x0,t.y=this.rh-t.y+this.y0;var e,i,n,r;this.ns>=0?(i=Math.sqrt(t.x*t.x+t.y*t.y),e=1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),e=-1);var s=0;if(0!==i&&(s=Math.atan2(e*t.x,e*t.y)),this.sphere)return r=u(this.long0+s/this.ns),n=h(this.g-i/this.a),t.x=r,t.y=n,t;var o=this.g-i/this.a;return n=c(o,this.e0,this.e1,this.e2,this.e3),r=u(this.long0+s/this.ns),t.x=r,t.y=n,t},i.names=[\"Equidistant_Conic\",\"eqdc\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/imlfn\":31,\"../common/mlfn\":33,\"../common/msfnz\":34}],66:[function(t,e,i){var n=Math.PI/4,r=t(\"../common/srat\"),s=Math.PI/2,o=20;i.init=function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+n)/(Math.pow(Math.tan(.5*this.lat0+n),this.C)*r(this.e*t,this.ratexp))},i.forward=function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+n),this.C)*r(this.e*Math.sin(i),this.ratexp))-s,t.x=this.C*e,t},i.inverse=function(t){for(var e=1e-14,i=t.x/this.C,a=t.y,l=Math.pow(Math.tan(.5*a+n)/this.K,1/this.C),u=o;u>0&&(a=2*Math.atan(l*r(this.e*Math.sin(t.y),-.5*this.e))-s,!(Math.abs(a-t.y)<e));--u)t.y=a;return u?(t.x=i,t.y=a,t):null},i.names=[\"gauss\"]},{\"../common/srat\":41}],67:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10,s=t(\"../common/asinz\");i.init=function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},i.forward=function(t){var e,i,s,o,a,l,u,h,c=t.x,p=t.y;return s=n(c-this.long0),e=Math.sin(p),i=Math.cos(p),o=Math.cos(s),l=this.sin_p14*e+this.cos_p14*i*o,a=1,l>0||Math.abs(l)<=r?(u=this.x0+this.a*a*i*Math.sin(s)/l,h=this.y0+this.a*a*(this.cos_p14*e-this.sin_p14*i*o)/l):(u=this.x0+this.infinity_dist*i*Math.sin(s),h=this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*o)),t.x=u,t.y=h,t},i.inverse=function(t){var e,i,r,o,a,l;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,(e=Math.sqrt(t.x*t.x+t.y*t.y))?(o=Math.atan2(e,this.rc),i=Math.sin(o),r=Math.cos(o),l=s(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),a=n(this.long0+a)):(l=this.phic0,a=0),t.x=a,t.y=l,t},i.names=[\"gnom\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],68:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},i.forward=function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=n(u-this.long0);return e=Math.pow((1+this.e*Math.sin(h))/(1-this.e*Math.sin(h)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(h/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,s=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),o=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(s)),a=this.n*o,l=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(s/2+this.s45),this.n),t.y=l*Math.cos(a)/1,t.x=l*Math.sin(a)/1,this.czech||(t.y*=-1,t.x*=-1),t},i.inverse=function(t){var e,i,n,r,s,o,a,l,u=t.x;t.x=t.y,t.y=u,this.czech||(t.y*=-1,t.x*=-1),o=Math.sqrt(t.x*t.x+t.y*t.y),s=Math.atan2(t.y,t.x),r=s/Math.sin(this.s0),n=2*(Math.atan(Math.pow(this.ro0/o,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(n)-Math.sin(this.ad)*Math.cos(n)*Math.cos(r)),i=Math.asin(Math.cos(n)*Math.sin(r)/Math.cos(e)),t.x=this.long0-i/this.alfa,a=e,l=0;var h=0;do t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(a))/(1-this.e*Math.sin(a)),this.e/2))-this.s45),Math.abs(a-t.y)<1e-10&&(l=1),a=t.y,h+=1;while(0===l&&15>h);return h>=15?null:t},i.names=[\"Krovak\",\"krovak\"]},{\"../common/adjust_lon\":24}],69:[function(t,e,i){var n=Math.PI/2,r=Math.PI/4,s=1e-10,o=t(\"../common/qsfnz\"),a=t(\"../common/adjust_lon\");i.S_POLE=1,i.N_POLE=2,i.EQUIT=3,i.OBLIQ=4,i.init=function(){var t=Math.abs(this.lat0);if(Math.abs(t-n)<s?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(t)<s?this.mode=this.EQUIT:this.mode=this.OBLIQ,this.es>0){var e;switch(this.qp=o(this.e,1),this.mmf=.5/(1-this.es),this.apa=this.authset(this.es),this.mode){case this.N_POLE:this.dd=1;break;case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),e=Math.sin(this.lat0),this.sinb1=o(this.e,e)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*e*e)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},i.forward=function(t){var e,i,l,u,h,c,p,d,f,g,m=t.x,_=t.y;if(m=a(m-this.long0),this.sphere){if(h=Math.sin(_),g=Math.cos(_),l=Math.cos(m),this.mode===this.OBLIQ||this.mode===this.EQUIT){if(i=this.mode===this.EQUIT?1+g*l:1+this.sinph0*h+this.cosph0*g*l,s>=i)return null;i=Math.sqrt(2/i),e=i*g*Math.sin(m),i*=this.mode===this.EQUIT?h:this.cosph0*h-this.sinph0*g*l}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(l=-l),Math.abs(_+this.phi0)<s)return null;i=r-.5*_,i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)),e=i*Math.sin(m),i*=l}}else{switch(p=0,d=0,f=0,l=Math.cos(m),u=Math.sin(m),h=Math.sin(_),c=o(this.e,h),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(p=c/this.qp,d=Math.sqrt(1-p*p)),this.mode){case this.OBLIQ:f=1+this.sinb1*p+this.cosb1*d*l;break;case this.EQUIT:f=1+d*l;break;case this.N_POLE:f=n+_,c=this.qp-c;break;case this.S_POLE:f=_-n,c=this.qp+c}if(Math.abs(f)<s)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:f=Math.sqrt(2/f),i=this.mode===this.OBLIQ?this.ymf*f*(this.cosb1*p-this.sinb1*d*l):(f=Math.sqrt(2/(1+d*l)))*p*this.ymf,e=this.xmf*f*d*u;break;case this.N_POLE:case this.S_POLE:c>=0?(e=(f=Math.sqrt(c))*u,i=l*(this.mode===this.S_POLE?f:-f)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,o,l,u,h,c=t.x/this.a,p=t.y/this.a;if(this.sphere){var d,f=0,g=0;if(d=Math.sqrt(c*c+p*p),i=.5*d,i>1)return null;switch(i=2*Math.asin(i),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(g=Math.sin(i),f=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(d)<=s?0:Math.asin(p*g/d),c*=g,p=f*d;break;case this.OBLIQ:i=Math.abs(d)<=s?this.phi0:Math.asin(f*this.sinph0+p*g*this.cosph0/d),c*=g*this.cosph0,p=(f-Math.sin(i)*this.sinph0)*d;break;case this.N_POLE:p=-p,i=n-i;break;case this.S_POLE:i-=n}e=0!==p||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(c,p):0}else{if(h=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(c/=this.dd,p*=this.dd,u=Math.sqrt(c*c+p*p),s>u)return t.x=0,t.y=this.phi0,t;o=2*Math.asin(.5*u/this.rq),r=Math.cos(o),c*=o=Math.sin(o),this.mode===this.OBLIQ?(h=r*this.sinb1+p*o*this.cosb1/u,l=this.qp*h,p=u*this.cosb1*r-p*this.sinb1*o):(h=p*o/u,l=this.qp*h,p=u*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(p=-p),l=c*c+p*p,!l)return t.x=0,t.y=this.phi0,t;h=1-l/this.qp,this.mode===this.S_POLE&&(h=-h)}e=Math.atan2(c,p),i=this.authlat(Math.asin(h),this.apa)}return t.x=a(this.long0+e),t.y=i,t},i.P00=.3333333333333333,i.P01=.17222222222222222,i.P02=.10257936507936508,i.P10=.06388888888888888,i.P11=.0664021164021164,i.P20=.016415012942191543,i.authset=function(t){var e,i=[];return i[0]=t*this.P00,e=t*t,i[0]+=e*this.P01,i[1]=e*this.P10,e*=t,i[0]+=e*this.P02,i[1]+=e*this.P11,i[2]=e*this.P20,i},i.authlat=function(t,e){var i=t+t;return t+e[0]*Math.sin(i)+e[1]*Math.sin(i+i)+e[2]*Math.sin(i+i+i)},i.names=[\"Lambert Azimuthal Equal Area\",\"Lambert_Azimuthal_Equal_Area\",\"laea\"]},{\"../common/adjust_lon\":24,\"../common/qsfnz\":39}],70:[function(t,e,i){var n=1e-10,r=t(\"../common/msfnz\"),s=t(\"../common/tsfnz\"),o=Math.PI/2,a=t(\"../common/sign\"),l=t(\"../common/adjust_lon\"),u=t(\"../common/phi2z\");i.init=function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<n)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),o=r(this.e,e,i),a=s(this.e,this.lat1,e),l=Math.sin(this.lat2),u=Math.cos(this.lat2),h=r(this.e,l,u),c=s(this.e,this.lat2,l),p=s(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>n?this.ns=Math.log(o/h)/Math.log(a/c):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=o/(this.ns*Math.pow(a,this.ns)),this.rh=this.a*this.f0*Math.pow(p,this.ns),this.title||(this.title=\"Lambert Conformal Conic\")}},i.forward=function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=n&&(i=a(i)*(o-2*n));var r,u,h=Math.abs(Math.abs(i)-o);if(h>n)r=s(this.e,i,Math.sin(i)),u=this.a*this.f0*Math.pow(r,this.ns);else{if(h=i*this.ns,0>=h)return null;u=0}var c=this.ns*l(e-this.long0);return t.x=this.k0*(u*Math.sin(c))+this.x0,t.y=this.k0*(this.rh-u*Math.cos(c))+this.y0,t},i.inverse=function(t){var e,i,n,r,s,a=(t.x-this.x0)/this.k0,h=this.rh-(t.y-this.y0)/this.k0;this.ns>0?(e=Math.sqrt(a*a+h*h),i=1):(e=-Math.sqrt(a*a+h*h),i=-1);var c=0;if(0!==e&&(c=Math.atan2(i*a,i*h)),0!==e||this.ns>0){if(i=1/this.ns,n=Math.pow(e/(this.a*this.f0),i),r=u(this.e,n),-9999===r)return null}else r=-o;return s=l(c/this.ns+this.long0),t.x=s,t.y=r,t},i.names=[\"Lambert Tangential Conformal Conic Projection\",\"Lambert_Conformal_Conic\",\"Lambert_Conformal_Conic_2SP\",\"lcc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],71:[function(t,e,i){function n(t){return t}i.init=function(){},i.forward=n,i.inverse=n,i.names=[\"longlat\",\"identity\"]},{}],72:[function(t,e,i){var n=t(\"../common/msfnz\"),r=Math.PI/2,s=1e-10,o=57.29577951308232,a=t(\"../common/adjust_lon\"),l=Math.PI/4,u=t(\"../common/tsfnz\"),h=t(\"../common/phi2z\");i.init=function(){var t=this.b/this.a;this.es=1-t*t,\"x0\"in this||(this.x0=0),\"y0\"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=n(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)},i.forward=function(t){var e=t.x,i=t.y;if(i*o>90&&-90>i*o&&e*o>180&&-180>e*o)return null;var n,h;if(Math.abs(Math.abs(i)-r)<=s)return null;if(this.sphere)n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0+this.a*this.k0*Math.log(Math.tan(l+.5*i));else{var c=Math.sin(i),p=u(this.e,i,c);n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0-this.a*this.k0*Math.log(p)}return t.x=n,t.y=h,t},i.inverse=function(t){var e,i,n=t.x-this.x0,s=t.y-this.y0;if(this.sphere)i=r-2*Math.atan(Math.exp(-s/(this.a*this.k0)));else{var o=Math.exp(-s/(this.a*this.k0));if(i=h(this.e,o),-9999===i)return null}return e=a(this.long0+n/(this.a*this.k0)),t.x=e,t.y=i,t},i.names=[\"Mercator\",\"Popular Visualisation Pseudo Mercator\",\"Mercator_1SP\",\"Mercator_Auxiliary_Sphere\",\"merc\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/tsfnz\":43}],73:[function(t,e,i){var n=t(\"../common/adjust_lon\");i.init=function(){},i.forward=function(t){var e=t.x,i=t.y,r=n(e-this.long0),s=this.x0+this.a*r,o=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=s,t.y=o,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e=n(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},i.names=[\"Miller_Cylindrical\",\"mill\"]},{\"../common/adjust_lon\":24}],74:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=1e-10;i.init=function(){},i.forward=function(t){for(var e=t.x,i=t.y,s=n(e-this.long0),o=i,a=Math.PI*Math.sin(i),l=0;!0;l++){var u=-(o+Math.sin(o)-a)/(1+Math.cos(o));if(o+=u,Math.abs(u)<r)break}o/=2,Math.PI/2-Math.abs(i)<r&&(s=0);var h=.900316316158*this.a*s*Math.cos(o)+this.x0,c=1.4142135623731*this.a*Math.sin(o)+this.y0;return t.x=h,t.y=c,t},i.inverse=function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),Math.abs(i)>.999999999999&&(i=.999999999999),e=Math.asin(i);var r=n(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,Math.abs(i)>1&&(i=1);var s=Math.asin(i);return t.x=r,t.y=s,t},i.names=[\"Mollweide\",\"moll\"]},{\"../common/adjust_lon\":24}],75:[function(t,e,i){var n=484813681109536e-20;i.iterations=1,i.init=function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,\n",
+       "        this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},i.forward=function(t){var e,i=t.x,r=t.y,s=r-this.lat0,o=i-this.long0,a=s/n*1e-5,l=o,u=1,h=0;for(e=1;10>=e;e++)u*=a,h+=this.A[e]*u;var c,p,d=h,f=l,g=1,m=0,_=0,v=0;for(e=1;6>=e;e++)c=g*d-m*f,p=m*d+g*f,g=c,m=p,_=_+this.B_re[e]*g-this.B_im[e]*m,v=v+this.B_im[e]*g+this.B_re[e]*m;return t.x=v*this.a+this.x0,t.y=_*this.a+this.y0,t},i.inverse=function(t){var e,i,r,s=t.x,o=t.y,a=s-this.x0,l=o-this.y0,u=l/this.a,h=a/this.a,c=1,p=0,d=0,f=0;for(e=1;6>=e;e++)i=c*u-p*h,r=p*u+c*h,c=i,p=r,d=d+this.C_re[e]*c-this.C_im[e]*p,f=f+this.C_im[e]*c+this.C_re[e]*p;for(var g=0;g<this.iterations;g++){var m,_,v=d,y=f,b=u,w=h;for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,b+=(e-1)*(this.B_re[e]*v-this.B_im[e]*y),w+=(e-1)*(this.B_im[e]*v+this.B_re[e]*y);v=1,y=0;var x=this.B_re[1],k=this.B_im[1];for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,x+=e*(this.B_re[e]*v-this.B_im[e]*y),k+=e*(this.B_im[e]*v+this.B_re[e]*y);var M=x*x+k*k;d=(b*x+w*k)/M,f=(w*x-b*k)/M}var C=d,D=f,T=1,S=0;for(e=1;9>=e;e++)T*=C,S+=this.D[e]*T;var A=this.lat0+S*n*1e5,P=this.long0+D;return t.x=P,t.y=A,t},i.names=[\"New_Zealand_Map_Grid\",\"nzmg\"]},{}],76:[function(t,e,i){var n=t(\"../common/tsfnz\"),r=t(\"../common/adjust_lon\"),s=t(\"../common/phi2z\"),o=Math.PI/2,a=Math.PI/4,l=1e-10;i.init=function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var s=n(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));1>o*o&&(o=1);var a,l;if(isNaN(this.longc)){var u=n(this.e,this.lat1,Math.sin(this.lat1)),h=n(this.e,this.lat2,Math.sin(this.lat2));this.lat0>=0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(s,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(s,this.bl);var c=Math.pow(u,this.bl),p=Math.pow(h,this.bl);a=this.el/c,l=.5*(a-1/a);var d=(this.el*this.el-p*c)/(this.el*this.el+p*c),f=(p-c)/(p+c),g=r(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(d*Math.tan(.5*this.bl*g)/f)/this.bl,this.long0=r(this.long0);var m=r(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*m)/l),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else a=this.lat0>=0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=a*Math.pow(s,this.bl),l=.5*(a-1/a),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(l*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:this.lat0>=0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},i.forward=function(t){var e,i,s,u=t.x,h=t.y,c=r(u-this.long0);if(Math.abs(Math.abs(h)-o)<=l)s=h>0?-1:1,i=this.al/this.bl*Math.log(Math.tan(a+s*this.gamma0*.5)),e=-1*s*o*this.al/this.bl;else{var p=n(this.e,h,Math.sin(h)),d=this.el/Math.pow(p,this.bl),f=.5*(d-1/d),g=.5*(d+1/d),m=Math.sin(this.bl*c),_=(f*Math.sin(this.gamma0)-m*Math.cos(this.gamma0))/g;i=Math.abs(Math.abs(_)-1)<=l?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-_)/(1+_))/this.bl,e=Math.abs(Math.cos(this.bl*c))<=l?this.al*this.bl*c:this.al*Math.atan2(f*Math.cos(this.gamma0)+m*Math.sin(this.gamma0),Math.cos(this.bl*c))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},i.inverse=function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var n=Math.exp(-1*this.bl*i/this.al),a=.5*(n-1/n),u=.5*(n+1/n),h=Math.sin(this.bl*e/this.al),c=(h*Math.cos(this.gamma0)+a*Math.sin(this.gamma0))/u,p=Math.pow(this.el/Math.sqrt((1+c)/(1-c)),1/this.bl);return Math.abs(c-1)<l?(t.x=this.long0,t.y=o):Math.abs(c+1)<l?(t.x=this.long0,t.y=-1*o):(t.y=s(this.e,p),t.x=r(this.long0-Math.atan2(a*Math.cos(this.gamma0)-h*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},i.names=[\"Hotine_Oblique_Mercator\",\"Hotine Oblique Mercator\",\"Hotine_Oblique_Mercator_Azimuth_Natural_Origin\",\"Hotine_Oblique_Mercator_Azimuth_Center\",\"omerc\"]},{\"../common/adjust_lon\":24,\"../common/phi2z\":35,\"../common/tsfnz\":43}],77:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/adjust_lon\"),l=t(\"../common/adjust_lat\"),u=t(\"../common/mlfn\"),h=1e-10,c=t(\"../common/gN\"),p=20;i.init=function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*u(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=a(r-this.long0);if(n=o*Math.sin(s),this.sphere)Math.abs(s)<=h?(e=this.a*o,i=-1*this.a*this.lat0):(e=this.a*Math.sin(n)/Math.tan(s),i=this.a*(l(s-this.lat0)+(1-Math.cos(n))/Math.tan(s)));else if(Math.abs(s)<=h)e=this.a*o,i=-1*this.ml0;else{var p=c(this.a,this.e,Math.sin(s))/Math.tan(s);e=p*Math.sin(n),i=this.a*u(this.e0,this.e1,this.e2,this.e3,s)-this.ml0+p*(1-Math.cos(n))}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){var e,i,n,r,s,o,l,c,d;if(n=t.x-this.x0,r=t.y-this.y0,this.sphere)if(Math.abs(r+this.a*this.lat0)<=h)e=a(n/this.a+this.long0),i=0;else{o=this.lat0+r/this.a,l=n*n/this.a/this.a+o*o,c=o;var f;for(s=p;s;--s)if(f=Math.tan(c),d=-1*(o*(c*f+1)-c-.5*(c*c+l)*f)/((c-o)/f-1),c+=d,Math.abs(d)<=h){i=c;break}e=a(this.long0+Math.asin(n*Math.tan(c)/this.a)/Math.sin(i))}else if(Math.abs(r+this.ml0)<=h)i=0,e=a(this.long0+n/this.a);else{o=(this.ml0+r)/this.a,l=n*n/this.a/this.a+o*o,c=o;var g,m,_,v,y;for(s=p;s;--s)if(y=this.e*Math.sin(c),g=Math.sqrt(1-y*y)*Math.tan(c),m=this.a*u(this.e0,this.e1,this.e2,this.e3,c),_=this.e0-2*this.e1*Math.cos(2*c)+4*this.e2*Math.cos(4*c)-6*this.e3*Math.cos(6*c),v=m/this.a,d=(o*(g*v+1)-v-.5*g*(v*v+l))/(this.es*Math.sin(2*c)*(v*v+l-2*o*v)/(4*g)+(o-v)*(g*_-2/Math.sin(2*c))-_),c-=d,Math.abs(d)<=h){i=c;break}g=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=a(this.long0+Math.asin(n*g/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},i.names=[\"Polyconic\",\"poly\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/gN\":30,\"../common/mlfn\":33}],78:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=t(\"../common/adjust_lat\"),s=t(\"../common/pj_enfn\"),o=20,a=t(\"../common/pj_mlfn\"),l=t(\"../common/pj_inv_mlfn\"),u=Math.PI/2,h=1e-10,c=t(\"../common/asinz\");i.init=function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=s(this.es)},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=n(r-this.long0),this.sphere){if(this.m)for(var l=this.n*Math.sin(s),u=o;u;--u){var c=(this.m*s+Math.sin(s)-l)/(this.m+Math.cos(s));if(s-=c,Math.abs(c)<h)break}else s=1!==this.n?Math.asin(this.n*Math.sin(s)):s;e=this.a*this.C_x*r*(this.m+Math.cos(s)),i=this.a*this.C_y*s}else{var p=Math.sin(s),d=Math.cos(s);i=this.a*a(s,p,d,this.en),e=this.a*r*d/Math.sqrt(1-this.es*p*p)}return t.x=e,t.y=i,t},i.inverse=function(t){var e,i,s,o;return t.x-=this.x0,s=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,s/=this.C_x*(this.m+Math.cos(e)),this.m?e=c((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=c(Math.sin(e)/this.n)),s=n(s+this.long0),e=r(e)):(e=l(t.y/this.a,this.es,this.en),o=Math.abs(e),u>o?(o=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*o*o)/(this.a*Math.cos(e)),s=n(i)):u>o-h&&(s=this.long0)),t.x=s,t.y=e,t},i.names=[\"Sinusoidal\",\"sinu\"]},{\"../common/adjust_lat\":23,\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/pj_enfn\":36,\"../common/pj_inv_mlfn\":37,\"../common/pj_mlfn\":38}],79:[function(t,e,i){i.init=function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,n=this.rf,r=1/n,s=2*r-Math.pow(r,2),o=this.e=Math.sqrt(s);this.R=this.k0*i*Math.sqrt(1-s)/(1-s*Math.pow(e,2)),this.alpha=Math.sqrt(1+s/(1-s)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var a=Math.log(Math.tan(Math.PI/4+this.b0/2)),l=Math.log(Math.tan(Math.PI/4+t/2)),u=Math.log((1+o*e)/(1-o*e));this.K=a-this.alpha*l+this.alpha*o/2*u},i.forward=function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),n=-this.alpha*(e+i)+this.K,r=2*(Math.atan(Math.exp(n))-Math.PI/4),s=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(s)/(Math.sin(this.b0)*Math.tan(r)+Math.cos(this.b0)*Math.cos(s))),a=Math.asin(Math.cos(this.b0)*Math.sin(r)-Math.sin(this.b0)*Math.cos(r)*Math.cos(s));return t.y=this.R/2*Math.log((1+Math.sin(a))/(1-Math.sin(a)))+this.y0,t.x=this.R*o+this.x0,t},i.inverse=function(t){for(var e=t.x-this.x0,i=t.y-this.y0,n=e/this.R,r=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),s=Math.asin(Math.cos(this.b0)*Math.sin(r)+Math.sin(this.b0)*Math.cos(r)*Math.cos(n)),o=Math.atan(Math.sin(n)/(Math.cos(this.b0)*Math.cos(n)-Math.sin(this.b0)*Math.tan(r))),a=this.lambda0+o/this.alpha,l=0,u=s,h=-1e3,c=0;Math.abs(u-h)>1e-7;){if(++c>20)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+s/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),h=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=a,t.y=u,t},i.names=[\"somerc\"]},{}],80:[function(t,e,i){var n=Math.PI/2,r=1e-10,s=t(\"../common/sign\"),o=t(\"../common/msfnz\"),a=t(\"../common/tsfnz\"),l=t(\"../common/phi2z\"),u=t(\"../common/adjust_lon\");i.ssfn_=function(t,e,i){return e*=i,Math.tan(.5*(n+t))*Math.pow((1-e)/(1+e),.5*i)},i.init=function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*(1+s(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=r&&(this.lat0>0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*this.cons*o(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/a(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=o(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-n,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},i.forward=function(t){var e,i,s,o,l,h,c=t.x,p=t.y,d=Math.sin(p),f=Math.cos(p),g=u(c-this.long0);return Math.abs(Math.abs(c-this.long0)-Math.PI)<=r&&Math.abs(p+this.lat0)<=r?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*d+this.coslat0*f*Math.cos(g)),t.x=this.a*e*f*Math.sin(g)+this.x0,t.y=this.a*e*(this.coslat0*d-this.sinlat0*f*Math.cos(g))+this.y0,t):(i=2*Math.atan(this.ssfn_(p,d,this.e))-n,o=Math.cos(i),s=Math.sin(i),Math.abs(this.coslat0)<=r?(l=a(this.e,p*this.con,this.con*d),h=2*this.a*this.k0*l/this.cons,t.x=this.x0+h*Math.sin(c-this.long0),t.y=this.y0-this.con*h*Math.cos(c-this.long0),t):(Math.abs(this.sinlat0)<r?(e=2*this.a*this.k0/(1+o*Math.cos(g)),t.y=e*s):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*s+this.cosX0*o*Math.cos(g))),t.y=e*(this.cosX0*s-this.sinX0*o*Math.cos(g))+this.y0),t.x=e*o*Math.sin(g)+this.x0,t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,s,o,a,h=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var c=2*Math.atan(h/(.5*this.a*this.k0));return e=this.long0,i=this.lat0,r>=h?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(c)*this.sinlat0+t.y*Math.sin(c)*this.coslat0/h),e=u(Math.abs(this.coslat0)<r?this.lat0>0?this.long0+Math.atan2(t.x,-1*t.y):this.long0+Math.atan2(t.x,t.y):this.long0+Math.atan2(t.x*Math.sin(c),h*this.coslat0*Math.cos(c)-t.y*this.sinlat0*Math.sin(c))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=r){if(r>=h)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,s=h*this.cons/(2*this.a*this.k0),i=this.con*l(this.e,s),e=this.con*u(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else o=2*Math.atan(h*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,r>=h?a=this.X0:(a=Math.asin(Math.cos(o)*this.sinX0+t.y*Math.sin(o)*this.cosX0/h),e=u(this.long0+Math.atan2(t.x*Math.sin(o),h*this.cosX0*Math.cos(o)-t.y*this.sinX0*Math.sin(o)))),i=-1*l(this.e,Math.tan(.5*(n+a)));return t.x=e,t.y=i,t},i.names=[\"stere\",\"Stereographic_South_Pole\",\"Polar Stereographic (variant B)\"]},{\"../common/adjust_lon\":24,\"../common/msfnz\":34,\"../common/phi2z\":35,\"../common/sign\":40,\"../common/tsfnz\":43}],81:[function(t,e,i){var n=t(\"./gauss\"),r=t(\"../common/adjust_lon\");i.init=function(){n.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title=\"Oblique Stereographic Alternative\"))},i.forward=function(t){var e,i,s,o;return t.x=r(t.x-this.long0),n.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),s=Math.cos(t.x),o=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*s),t.x=o*i*Math.sin(t.x),t.y=o*(this.cosc0*e-this.sinc0*i*s),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},i.inverse=function(t){var e,i,s,o,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var l=2*Math.atan2(a,this.R2);e=Math.sin(l),i=Math.cos(l),o=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),s=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else o=this.phic0,s=0;return t.x=s,t.y=o,n.inverse.apply(this,[t]),t.x=r(t.x+this.long0),t},i.names=[\"Stereographic_North_Pole\",\"Oblique_Stereographic\",\"Polar_Stereographic\",\"sterea\",\"Oblique Stereographic Alternative\"]},{\"../common/adjust_lon\":24,\"./gauss\":66}],82:[function(t,e,i){var n=t(\"../common/e0fn\"),r=t(\"../common/e1fn\"),s=t(\"../common/e2fn\"),o=t(\"../common/e3fn\"),a=t(\"../common/mlfn\"),l=t(\"../common/adjust_lon\"),u=Math.PI/2,h=1e-10,c=t(\"../common/sign\"),p=t(\"../common/asinz\");i.init=function(){this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*a(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=l(r-this.long0),u=Math.sin(s),h=Math.cos(s);if(this.sphere){var c=h*Math.sin(o);if(Math.abs(Math.abs(c)-1)<1e-10)return 93;i=.5*this.a*this.k0*Math.log((1+c)/(1-c)),e=Math.acos(h*Math.cos(o)/Math.sqrt(1-c*c)),0>s&&(e=-e),n=this.a*this.k0*(e-this.lat0)}else{var p=h*o,d=Math.pow(p,2),f=this.ep2*Math.pow(h,2),g=Math.tan(s),m=Math.pow(g,2);e=1-this.es*Math.pow(u,2);var _=this.a/Math.sqrt(e),v=this.a*a(this.e0,this.e1,this.e2,this.e3,s);i=this.k0*_*p*(1+d/6*(1-m+f+d/20*(5-18*m+Math.pow(m,2)+72*f-58*this.ep2)))+this.x0,n=this.k0*(v-this.ml0+_*g*(d*(.5+d/24*(5-m+9*f+4*Math.pow(f,2)+d/30*(61-58*m+Math.pow(m,2)+600*f-330*this.ep2)))))+this.y0}return t.x=i,t.y=n,t},i.inverse=function(t){var e,i,n,r,s,o,a=6;if(this.sphere){var d=Math.exp(t.x/(this.a*this.k0)),f=.5*(d-1/d),g=this.lat0+t.y/(this.a*this.k0),m=Math.cos(g);e=Math.sqrt((1-m*m)/(1+f*f)),s=p(e),0>g&&(s=-s),o=0===f&&0===m?this.long0:l(Math.atan2(f,m)+this.long0)}else{var _=t.x-this.x0,v=t.y-this.y0;for(e=(this.ml0+v/this.k0)/this.a,i=e,r=0;!0&&(n=(e+this.e1*Math.sin(2*i)-this.e2*Math.sin(4*i)+this.e3*Math.sin(6*i))/this.e0-i,i+=n,!(Math.abs(n)<=h));r++)if(r>=a)return 95;if(Math.abs(i)<u){var y=Math.sin(i),b=Math.cos(i),w=Math.tan(i),x=this.ep2*Math.pow(b,2),k=Math.pow(x,2),M=Math.pow(w,2),C=Math.pow(M,2);e=1-this.es*Math.pow(y,2);var D=this.a/Math.sqrt(e),T=D*(1-this.es)/e,S=_/(D*this.k0),A=Math.pow(S,2);s=i-D*w*A/T*(.5-A/24*(5+3*M+10*x-4*k-9*this.ep2-A/30*(61+90*M+298*x+45*C-252*this.ep2-3*k))),o=l(this.long0+S*(1-A/6*(1+2*M+x-A/20*(5-2*x+28*M-3*k+8*this.ep2+24*C)))/b)}else s=u*c(v),o=this.long0}return t.x=o,t.y=s,t},i.names=[\"Transverse_Mercator\",\"Transverse Mercator\",\"tmerc\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25,\"../common/e0fn\":26,\"../common/e1fn\":27,\"../common/e2fn\":28,\"../common/e3fn\":29,\"../common/mlfn\":33,\"../common/sign\":40}],83:[function(t,e,i){var n=.017453292519943295,r=t(\"./tmerc\");i.dependsOn=\"tmerc\",i.init=function(){this.zone&&(this.lat0=0,this.long0=(6*Math.abs(this.zone)-183)*n,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,r.init.apply(this),this.forward=r.forward,this.inverse=r.inverse)},i.names=[\"Universal Transverse Mercator System\",\"utm\"]},{\"./tmerc\":82}],84:[function(t,e,i){var n=t(\"../common/adjust_lon\"),r=Math.PI/2,s=1e-10,o=t(\"../common/asinz\");i.init=function(){this.R=this.a},i.forward=function(t){var e,i,a=t.x,l=t.y,u=n(a-this.long0);Math.abs(l)<=s&&(e=this.x0+this.R*u,i=this.y0);var h=o(2*Math.abs(l/Math.PI));(Math.abs(u)<=s||Math.abs(Math.abs(l)-r)<=s)&&(e=this.x0,i=l>=0?this.y0+Math.PI*this.R*Math.tan(.5*h):this.y0+Math.PI*this.R*-Math.tan(.5*h));var c=.5*Math.abs(Math.PI/u-u/Math.PI),p=c*c,d=Math.sin(h),f=Math.cos(h),g=f/(d+f-1),m=g*g,_=g*(2/d-1),v=_*_,y=Math.PI*this.R*(c*(g-v)+Math.sqrt(p*(g-v)*(g-v)-(v+p)*(m-v)))/(v+p);0>u&&(y=-y),e=this.x0+y;var b=p+g;return y=Math.PI*this.R*(_*b-c*Math.sqrt((v+p)*(p+1)-b*b))/(v+p),i=l>=0?this.y0+y:this.y0-y,t.x=e,t.y=i,t},i.inverse=function(t){var e,i,r,o,a,l,u,h,c,p,d,f,g;return t.x-=this.x0,t.y-=this.y0,d=Math.PI*this.R,r=t.x/d,o=t.y/d,a=r*r+o*o,l=-Math.abs(o)*(1+a),u=l-2*o*o+r*r,h=-2*l+1+2*o*o+a*a,g=o*o/h+(2*u*u*u/h/h/h-9*l*u/h/h)/27,c=(l-u*u/3/h)/h,p=2*Math.sqrt(-c/3),d=3*g/c/p,Math.abs(d)>1&&(d=d>=0?1:-1),f=Math.acos(d)/3,i=t.y>=0?(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI:-(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI,e=Math.abs(r)<s?this.long0:n(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-o*o)+a*a))/2/r),t.x=e,t.y=i,t},i.names=[\"Van_der_Grinten_I\",\"VanDerGrinten\",\"vandg\"]},{\"../common/adjust_lon\":24,\"../common/asinz\":25}],85:[function(t,e,i){var n=.017453292519943295,r=57.29577951308232,s=1,o=2,a=t(\"./datum_transform\"),l=t(\"./adjust_axis\"),u=t(\"./Proj\"),h=t(\"./common/toPoint\");e.exports=function c(t,e,i){function p(t,e){return(t.datum.datum_type===s||t.datum.datum_type===o)&&\"WGS84\"!==e.datumCode}var d;return Array.isArray(i)&&(i=h(i)),t.datum&&e.datum&&(p(t,e)||p(e,t))&&(d=new u(\"WGS84\"),c(t,d,i),t=d),\"enu\"!==t.axis&&l(t,!1,i),\"longlat\"===t.projName?(i.x*=n,i.y*=n):(t.to_meter&&(i.x*=t.to_meter,i.y*=t.to_meter),t.inverse(i)),t.from_greenwich&&(i.x+=t.from_greenwich),i=a(t.datum,e.datum,i),e.from_greenwich&&(i.x-=e.from_greenwich),\"longlat\"===e.projName?(i.x*=r,i.y*=r):(e.forward(i),e.to_meter&&(i.x/=e.to_meter,i.y/=e.to_meter)),\"enu\"!==e.axis&&l(e,!0,i),i}},{\"./Proj\":21,\"./adjust_axis\":22,\"./common/toPoint\":42,\"./datum_transform\":50}],86:[function(t,e,i){function n(t,e,i){t[e]=i.map(function(t){var e={};return r(t,e),e}).reduce(function(t,e){return u(t,e)},{})}function r(t,e){var i;return Array.isArray(t)?(i=t.shift(),\"PARAMETER\"===i&&(i=t.shift()),1===t.length?Array.isArray(t[0])?(e[i]={},r(t[0],e[i])):e[i]=t[0]:t.length?\"TOWGS84\"===i?e[i]=t:(e[i]={},[\"UNIT\",\"PRIMEM\",\"VERT_DATUM\"].indexOf(i)>-1?(e[i]={name:t[0].toLowerCase(),convert:t[1]},3===t.length&&(e[i].auth=t[2])):\"SPHEROID\"===i?(e[i]={name:t[0],a:t[1],rf:t[2]},4===t.length&&(e[i].auth=t[3])):[\"GEOGCS\",\"GEOCCS\",\"DATUM\",\"VERT_CS\",\"COMPD_CS\",\"LOCAL_CS\",\"FITTED_CS\",\"LOCAL_DATUM\"].indexOf(i)>-1?(t[0]=[\"name\",t[0]],n(e,i,t)):t.every(function(t){return Array.isArray(t)})?n(e,i,t):r(t,e[i])):e[i]=!0,void 0):void(e[t]=!0)}function s(t,e){var i=e[0],n=e[1];!(i in t)&&n in t&&(t[i]=t[n],3===e.length&&(t[i]=e[2](t[i])))}function o(t){return t*l}function a(t){function e(e){var i=t.to_meter||1;return parseFloat(e,10)*i}\"GEOGCS\"===t.type?t.projName=\"longlat\":\"LOCAL_CS\"===t.type?(t.projName=\"identity\",t.local=!0):\"object\"==typeof t.PROJECTION?t.projName=Object.keys(t.PROJECTION)[0]:t.projName=t.PROJECTION,t.UNIT&&(t.units=t.UNIT.name.toLowerCase(),\"metre\"===t.units&&(t.units=\"meter\"),t.UNIT.convert&&(t.to_meter=parseFloat(t.UNIT.convert,10))),t.GEOGCS&&(t.GEOGCS.DATUM?t.datumCode=t.GEOGCS.DATUM.name.toLowerCase():t.datumCode=t.GEOGCS.name.toLowerCase(),\"d_\"===t.datumCode.slice(0,2)&&(t.datumCode=t.datumCode.slice(2)),(\"new_zealand_geodetic_datum_1949\"===t.datumCode||\"new_zealand_1949\"===t.datumCode)&&(t.datumCode=\"nzgd49\"),\"wgs_1984\"===t.datumCode&&(\"Mercator_Auxiliary_Sphere\"===t.PROJECTION&&(t.sphere=!0),t.datumCode=\"wgs84\"),\"_ferro\"===t.datumCode.slice(-6)&&(t.datumCode=t.datumCode.slice(0,-6)),\"_jakarta\"===t.datumCode.slice(-8)&&(t.datumCode=t.datumCode.slice(0,-8)),~t.datumCode.indexOf(\"belge\")&&(t.datumCode=\"rnb72\"),t.GEOGCS.DATUM&&t.GEOGCS.DATUM.SPHEROID&&(t.ellps=t.GEOGCS.DATUM.SPHEROID.name.replace(\"_19\",\"\").replace(/[Cc]larke\\_18/,\"clrk\"),\"international\"===t.ellps.toLowerCase().slice(0,13)&&(t.ellps=\"intl\"),t.a=t.GEOGCS.DATUM.SPHEROID.a,t.rf=parseFloat(t.GEOGCS.DATUM.SPHEROID.rf,10)),~t.datumCode.indexOf(\"osgb_1936\")&&(t.datumCode=\"osgb36\")),t.b&&!isFinite(t.b)&&(t.b=t.a);var i=function(e){return s(t,e)},n=[[\"standard_parallel_1\",\"Standard_Parallel_1\"],[\"standard_parallel_2\",\"Standard_Parallel_2\"],[\"false_easting\",\"False_Easting\"],[\"false_northing\",\"False_Northing\"],[\"central_meridian\",\"Central_Meridian\"],[\"latitude_of_origin\",\"Latitude_Of_Origin\"],[\"latitude_of_origin\",\"Central_Parallel\"],[\"scale_factor\",\"Scale_Factor\"],[\"k0\",\"scale_factor\"],[\"latitude_of_center\",\"Latitude_of_center\"],[\"lat0\",\"latitude_of_center\",o],[\"longitude_of_center\",\"Longitude_Of_Center\"],[\"longc\",\"longitude_of_center\",o],[\"x0\",\"false_easting\",e],[\"y0\",\"false_northing\",e],[\"long0\",\"central_meridian\",o],[\"lat0\",\"latitude_of_origin\",o],[\"lat0\",\"standard_parallel_1\",o],[\"lat1\",\"standard_parallel_1\",o],[\"lat2\",\"standard_parallel_2\",o],[\"alpha\",\"azimuth\",o],[\"srsCode\",\"name\"]];n.forEach(i),t.long0||!t.longc||\"Albers_Conic_Equal_Area\"!==t.projName&&\"Lambert_Azimuthal_Equal_Area\"!==t.projName||(t.long0=t.longc),t.lat_ts||!t.lat1||\"Stereographic_South_Pole\"!==t.projName&&\"Polar Stereographic (variant B)\"!==t.projName||(t.lat0=o(t.lat1>0?90:-90),t.lat_ts=t.lat1)}var l=.017453292519943295,u=t(\"./extend\");e.exports=function(t,e){var i=JSON.parse((\",\"+t).replace(/\\s*\\,\\s*([A-Z_0-9]+?)(\\[)/g,',[\"$1\",').slice(1).replace(/\\s*\\,\\s*([A-Z_0-9]+?)\\]/g,',\"$1\"]').replace(/,\\[\"VERTCS\".+/,\"\")),n=i.shift(),s=i.shift();i.unshift([\"name\",s]),i.unshift([\"type\",n]),i.unshift(\"output\");var o={};return r(i,o),a(o.output),u(e,o.output)}},{\"./extend\":53}],87:[function(t,e,i){function n(t){return t*(Math.PI/180)}function r(t){return 180*(t/Math.PI)}function s(t){var e,i,r,s,o,l,u,h,c,p=t.lat,d=t.lon,f=6378137,g=.00669438,m=.9996,_=n(p),v=n(d);c=Math.floor((d+180)/6)+1,180===d&&(c=60),p>=56&&64>p&&d>=3&&12>d&&(c=32),p>=72&&84>p&&(d>=0&&9>d?c=31:d>=9&&21>d?c=33:d>=21&&33>d?c=35:d>=33&&42>d&&(c=37)),e=6*(c-1)-180+3,h=n(e),i=g/(1-g),r=f/Math.sqrt(1-g*Math.sin(_)*Math.sin(_)),s=Math.tan(_)*Math.tan(_),o=i*Math.cos(_)*Math.cos(_),l=Math.cos(_)*(v-h),u=f*((1-g/4-3*g*g/64-5*g*g*g/256)*_-(3*g/8+3*g*g/32+45*g*g*g/1024)*Math.sin(2*_)+(15*g*g/256+45*g*g*g/1024)*Math.sin(4*_)-35*g*g*g/3072*Math.sin(6*_));var y=m*r*(l+(1-s+o)*l*l*l/6+(5-18*s+s*s+72*o-58*i)*l*l*l*l*l/120)+5e5,b=m*(u+r*Math.tan(_)*(l*l/2+(5-s+9*o+4*o*o)*l*l*l*l/24+(61-58*s+s*s+600*o-330*i)*l*l*l*l*l*l/720));return 0>p&&(b+=1e7),{northing:Math.round(b),easting:Math.round(y),zoneNumber:c,zoneLetter:a(p)}}function o(t){var e=t.northing,i=t.easting,n=t.zoneLetter,s=t.zoneNumber;if(0>s||s>60)return null;var a,l,u,h,c,p,d,f,g,m,_=.9996,v=6378137,y=.00669438,b=(1-Math.sqrt(1-y))/(1+Math.sqrt(1-y)),w=i-5e5,x=e;\"N\">n&&(x-=1e7),f=6*(s-1)-180+3,a=y/(1-y),d=x/_,g=d/(v*(1-y/4-3*y*y/64-5*y*y*y/256)),m=g+(3*b/2-27*b*b*b/32)*Math.sin(2*g)+(21*b*b/16-55*b*b*b*b/32)*Math.sin(4*g)+151*b*b*b/96*Math.sin(6*g),l=v/Math.sqrt(1-y*Math.sin(m)*Math.sin(m)),u=Math.tan(m)*Math.tan(m),h=a*Math.cos(m)*Math.cos(m),c=v*(1-y)/Math.pow(1-y*Math.sin(m)*Math.sin(m),1.5),p=w/(l*_);var k=m-l*Math.tan(m)/c*(p*p/2-(5+3*u+10*h-4*h*h-9*a)*p*p*p*p/24+(61+90*u+298*h+45*u*u-252*a-3*h*h)*p*p*p*p*p*p/720);k=r(k);var M=(p-(1+2*u+h)*p*p*p/6+(5-2*h+28*u-3*h*h+8*a+24*u*u)*p*p*p*p*p/120)/Math.cos(m);M=f+r(M);var C;if(t.accuracy){var D=o({northing:t.northing+t.accuracy,easting:t.easting+t.accuracy,zoneLetter:t.zoneLetter,zoneNumber:t.zoneNumber});C={top:D.lat,right:D.lon,bottom:k,left:M}}else C={lat:k,lon:M};return C}function a(t){var e=\"Z\";return 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n,r,s,o=function(t,e){function i(){this.constructor=t;\n",
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o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"GeoJSPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GeoJSPlot\"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{border_fill:\"#fff\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"./plot\":121,\"./solver\":131,underscore:92}],112:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){return function(){return t.apply(e,arguments)}},c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;a=t(\"underscore\"),o=t(\"./solver\"),s=t(\"./plot\"),l=t(\"proj4\"),u=l.defs(\"GOOGLE\"),r=function(t){function e(){return this.setRanges=h(this.setRanges,this),this.getProjectedBounds=h(this.getProjectedBounds,this),this.getLatLngBounds=h(this.getLatLngBounds,this),e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,a.defaults(t,this.default_options)),this.zoom_count=0},e.prototype.getLatLngBounds=function(){var t,e,i,n,r,s,o;return e=this.map.getBounds(),i=e.getNorthEast(),t=e.getSouthWest(),r=t.lng(),n=i.lng(),o=t.lat(),s=i.lat(),[r,n,o,s]},e.prototype.getProjectedBounds=function(){var t,e,i,n,r,s,o,a,h,c,p;return r=this.getLatLngBounds(),h=r[0],a=r[1],p=r[2],c=r[3],s=l(u,[h,p]),e=s[0],n=s[1],o=l(u,[a,c]),t=o[0],i=o[1],[e,t,n,i]},e.prototype.setRanges=function(){var t,e,i,n,r;return r=this.getProjectedBounds(),e=r[0],t=r[1],n=r[2],i=r[3],this.x_range.set({start:e,end:t,silent:!0}),this.y_range.set({start:n,end:i,silent:!0})},e.prototype.update_range=function(t){var i,n,r,s,o,a,l,u;if(this.pause(),(null!=t.sdx||null!=t.sdy)&&(this.map.panBy(t.sdx,t.sdy),e.__super__.update_range.call(this,t)),null!=t.factor){if(10!==this.zoom_count)return void(this.zoom_count+=1);this.zoom_count=0,e.__super__.update_range.call(this,t),u=t.factor<0?-1:1,n=this.map.getZoom(),i=n+u,i>=2&&(this.map.setZoom(i),l=this.getProjectedBounds(),s=l[0],r=l[1],a=l[2],o=l[3],0>r-s&&this.map.setZoom(n)),this.setRanges()}return this.unpause()},e.prototype.bind_bokeh_events=function(){var t,i,n,r,s,o;return e.__super__.bind_bokeh_events.call(this),o=this.frame.get(\"width\"),i=this.frame.get(\"height\"),n=this.canvas.vx_to_sx(this.frame.get(\"left\")),s=this.canvas.vy_to_sy(this.frame.get(\"top\")),this.canvas_view.map_div.attr(\"style\",\"top: \"+s+\"px; left: \"+n+\"px; position: absolute\"),this.canvas_view.map_div.attr(\"style\",\"width:\"+o+\"px;\"),this.canvas_view.map_div.attr(\"style\",\"height:\"+i+\"px;\"),this.canvas_view.map_div.width(o+\"px\").height(i+\"px\"),this.initial_zoom=this.mget(\"map_options\").zoom,t=function(t){return function(){var e,i,n,r;return n=window.google.maps,i={satellite:n.MapTypeId.SATELLITE,terrain:n.MapTypeId.TERRAIN,roadmap:n.MapTypeId.ROADMAP,hybrid:n.MapTypeId.HYBRID},r=t.mget(\"map_options\"),e={center:new n.LatLng(r.lat,r.lng),zoom:r.zoom,disableDefaultUI:!0,mapTypeId:i[r.map_type]},null!=r.styles&&(e.styles=JSON.parse(r.styles)),t.map=new n.Map(t.canvas_view.map_div[0],e),n.event.addListenerOnce(t.map,\"idle\",t.setRanges)}}(this),null==window._bokeh_gmap_loads&&(window._bokeh_gmap_loads=[]),null!=window.google&&null!=window.google.maps?a.defer(t):null!=window._bokeh_gmap_callback?window._bokeh_gmap_loads.push(t):(window._bokeh_gmap_loads.push(t),window._bokeh_gmap_callback=function(){return a.each(window._bokeh_gmap_loads,a.defer)},r=document.createElement(\"script\"),r.type=\"text/javascript\",r.src=\"https://maps.googleapis.com/maps/api/js?v=3&callback=_bokeh_gmap_callback\",document.body.appendChild(r))},e.prototype._map_hook=function(t,e){var i,n,r,s;return n=e[0],r=e[1],s=e[2],i=e[3],this.canvas_view.map_div.attr(\"style\",\"top: \"+r+\"px; left: \"+n+\"px;\"),this.canvas_view.map_div.width(s+\"px\").height(i+\"px\")},e.prototype._paint_empty=function(t,e){var i,n,r,s,o,a;return o=this.canvas.get(\"width\"),s=this.canvas.get(\"height\"),r=e[0],a=e[1],n=e[2],i=e[3],t.clearRect(0,0,o,s),t.beginPath(),t.moveTo(0,0),t.lineTo(0,s),t.lineTo(o,s),t.lineTo(o,0),t.lineTo(0,0),t.moveTo(r,a),t.lineTo(r+n,a),t.lineTo(r+n,a+i),t.lineTo(r,a+i),t.lineTo(r,a),t.closePath(),t.fillStyle=this.mget(\"border_fill\"),t.fill()},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"GMapPlot\",e.prototype.default_view=r,e.prototype.initialize=function(t,i){return this.use_map=!0,e.__super__.initialize.call(this,t,i)},e.prototype.parent_properties=[\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{title:\"GMapPlot\"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{border_fill:\"#fff\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"./plot\":121,\"./solver\":131,proj4:56,underscore:92}],113:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_=function(t,e){function i(){this.constructor=t}for(var n in e)v.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},v={}.hasOwnProperty,y=function(t,e){return function(){return t.apply(e,arguments)}};n=t(\"jquery\"),d=t(\"underscore\"),r=t(\"backbone\"),f=t(\"./build_views\"),s=t(\"./continuum_view\"),h=t(\"./has_properties\"),g=t(\"./logging\").logger,c=t(\"./tool_manager\"),m=t(\"./plot_template\"),p=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this,\"do\",this[\"do\"]),this.listenTo(this,\"change:active\",this.active),null},e.prototype[\"do\"]=function(){var 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i=t.get(\"event_type\"),(e=t.get(\"active\"))?(n=this.get(\"gestures\"),r=n[i].active,null!=r&&(g.debug(\"GridToolManager: deactivating tool: \"+r.type+\" (for event type '\"+i+\"'\"),r.set(\"active\",!1)),n[i].active=t,this.set(\"gestures\",n),g.debug(\"GridToolManager: activating tool: \"+t.type+\" (for event type '\"+i+\"'\"),null):null},e.prototype.defaults=function(){return d.extend({},e.__super__.defaults.call(this),{tool_manangers:[]})},e}(c.Model),u=function(t){function e(){return this.layout_widths=y(this.layout_widths,this),this.layout_heights=y(this.layout_heights,this),this.setup_layout_properties=y(this.setup_layout_properties,this),e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.setup_layout_properties=function(){var t,e,i,n,r,s;for(this.register_property(\"layout_heights\",this.layout_heights,!1),this.register_property(\"layout_widths\",this.layout_widths,!1),i=this.get(\"viewstates\"),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(function(){var t,e,i;for(i=[],t=0,e=r.length;e>t;t++)s=r[t],this.add_dependencies(\"layout_heights\",s,\"height\"),i.push(this.add_dependencies(\"layout_widths\",s,\"width\"));return i}.call(this));return n},e.prototype.initialize=function(t,i){var n,r;return e.__super__.initialize.call(this,t,i),this.setup_layout_properties(),this.listenTo(this,\"change:viewstates\",this.setup_layout_properties),n=function(t){return function(){return d.reduce(t.get(\"layout_heights\"),function(t,e){return t+e},0)}}(this),this.register_property(\"height\",n,!1),this.add_dependencies(\"height\",this,\"layout_heights\"),r=function(t){return function(){return d.reduce(t.get(\"layout_widths\"),function(t,e){return t+e},0)}}(this),this.register_property(\"width\",r,!1),this.add_dependencies(\"width\",this,\"layout_widths\")},e.prototype.position_child_x=function(t,e){return t},e.prototype.position_child_y=function(t,e){return this.get(\"height\")-t-e},e.prototype.maxdim=function(t,e){return 0===e.length?0:d.max(d.map(e,function(e){return null!=e?e.get(t):0}))},e.prototype.layout_heights=function(){var t,e;return e=function(){var e,i,n,r;for(n=this.get(\"viewstates\"),r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(this.maxdim(\"height\",t));return r}.call(this)},e.prototype.layout_widths=function(){var t,e,i,n,r,s;return r=this.get(\"viewstates\")[0].length,i=function(){var t,e,i,o;for(i=d.range(r),o=[],t=0,e=i.length;e>t;t++)n=i[t],o.push(function(){var t,e,i,r;for(i=this.get(\"viewstates\"),r=[],t=0,e=i.length;e>t;t++)s=i[t],r.push(s[n]);return r}.call(this));return o}.call(this),e=function(){var e,n,r;for(r=[],e=0,n=i.length;n>e;e++)t=i[e],r.push(this.maxdim(\"width\",t));return r}.call(this)},e.prototype.defaults=function(){return d.extend({},e.__super__.defaults.call(this),{viewstates:[[]],border_space:0})},e}(h),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.className=\"\",e.prototype.template=m,e.prototype.initialize=function(t){var i,n;return e.__super__.initialize.call(this,t),this.viewstate=new u,this.child_views={},this.build_children(),this.bind_bokeh_events(),this.$el.html(this.template()),i=this.mget(\"toolbar_location\"),null!=i&&(n=\".bk-plot-\"+i,g.debug(\"attaching toolbar to \"+n+\" for plot \"+this.model.id),this.tm_view=new c.View({model:this.mget(\"tool_manager\"),el:this.$(n)})),this.render(),this},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change:children\",this.build_children),this.listenTo(this.model,\"change\",this.render),this.listenTo(this.viewstate,\"change\",this.render),this.listenTo(this.model,\"destroy\",this.remove)},e.prototype.build_children=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,v,y;for(t=[],p=this.mget(\"children\"),e=0,s=p.length;s>e;e++)for(_=p[e],i=0,o=_.length;o>i;i++)c=_[i],null!=c&&(c.set(\"toolbar_location\",null),t.push(c));for(f(this.child_views,t,{}),v=[],d=this.mget(\"children\"),n=0,a=d.length;a>n;n++){for(_=d[n],y=[],r=0,l=_.length;l>r;r++)c=_[r],null!=c&&y.push(this.child_views[c.id].canvas);v.push(y)}for(this.viewstate.set(\"viewstates\",v),g=this.mget(\"children\"),m=[],h=0,u=g.length;u>h;h++)_=g[h],m.push(function(){var t,e,i;for(i=[],e=0,t=_.length;t>e;e++)c=_[e],null!=c&&i.push(this.listenTo(c.solver,\"layout_update\",this.render));return i}.call(this));return m},e.prototype.render=function(){var t,i,r,s,o,a,l,u,h,p,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(e.__super__.render.call(this),y=d.values(this.child_views),a=0,p=y.length;p>a;a++)T=y[a],T.$el.detach();for(s=n(\"<div 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t+e},D=d.reduce(k,t,0),o=D,S=d.reduce(r,t,0),s.attr(\"style\",\"position:relative; height:\"+o+\"px;width:\"+S+\"px\")},e}(s),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return _(e,t),e.prototype.type=\"GridPlot\",e.prototype.default_view=a,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tool_manager\",function(){var t,e,i,n,r;for(t=[],r=d.flatten(this.get(\"children\")),e=0,i=r.length;i>e;e++)n=r[e],null!=n&&t.push(n);return new l({tool_managers:function(){var e,i,r;for(r=[],e=0,i=t.length;i>e;e++)n=t[e],r.push(n.get(\"tool_manager\"));return r}(),toolbar_location:this.get(\"toolbar_location\"),num_plots:t.length})},!0)},e.prototype.defaults=function(){return 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i(t,e){this.rpc=u(this.rpc,this),this.resolve_ref=u(this.resolve_ref,this),this.convert_to_ref=u(this.convert_to_ref,this);var i;i=t||{},e||(e={}),this.cid=o.uniqueId(\"c\"),this.attributes={},e.collection&&(this.collection=e.collection),e.parse&&(i=this.parse(i,e)||{}),i=o.defaults({},i,o.result(this,\"defaults\")),this.set(i,e),this.changed={},this._base=!1,this.properties={},this.property_cache={},o.has(i,this.idAttribute)||(this.id=o.uniqueId(this.type),this.attributes[this.idAttribute]=this.id),e.defer_initialization||this.initialize.apply(this,arguments)}return h(i,e),i.prototype.toString=function(){return this.type+\"(\"+this.id+\")\"},i.prototype.destroy=function(t){return i.__super__.destroy.call(this,t),this.stopListening()},i.prototype.isNew=function(){return!1},i.prototype.attrs_and_props=function(){var t,e,i,n,r;for(t=o.clone(this.attributes),r=o.keys(this.properties),e=0,i=r.length;i>e;e++)n=r[e],t[n]=this.get(n);return t},i.prototype.forceTrigger=function(t){var e,i,n,r,s;for(o.isArray(t)||(t=[t]),s={},i=this._changing,this._changing=!0,t.length&&(this._pending=!0),n=0,r=t.length;r>n;n++)e=t[n],this.trigger(\"change:\"+e,this,this.attributes[e],s);if(i)return this;for(;this._pending;)this._pending=!1,this.trigger(\"change\",this,s);return this._pending=!1,this._changing=!1,this},i.prototype.set_obj=function(t,e,i){var n,r;o.isObject(t)||null===t?(n=t,i=e):(n={},n[t]=e);for(t in n)c.call(n,t)&&(r=n[t],n[t]=this.convert_to_ref(r));return this.set(n,i)},i.prototype.set=function(t,e,n){var r,s,a,l,u;o.isObject(t)||null===t?(r=t,n=e):(r={},r[t]=e),l=[];for(t in r)c.call(r,t)&&(u=r[t],o.has(this,\"properties\")&&o.has(this.properties,t)&&this.properties[t].setter&&(this.properties[t].setter.call(this,u,t),l.push(t)));if(!o.isEmpty(l))for(r=o.clone(r),s=0,a=l.length;a>s;s++)t=l[s],delete r[t];return o.isEmpty(r)?void 0:i.__super__.set.call(this,r,n)},i.prototype.convert_to_ref=function(t){return o.isArray(t)?o.map(t,this.convert_to_ref):t instanceof 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0}}(this),r={getter:e,dependencies:[],use_cache:i,setter:null,callbacks:{changedep:n,propchange:s}},this.properties[t]=r,this.listenTo(this,\"changedep:\"+t,r.callbacks.propchange),r},i.prototype.remove_property=function(t){var e,i,n,r,s,o,a,l,u,h;for(u=this.properties[t],i=u.dependencies,r=0,o=i.length;o>r;r++)for(e=i[r],l=e.obj,h=e.fields,s=0,a=h.length;a>s;s++)n=h[s],l.off(\"change:\"+n,u.callbacks.changedep,this);return this.off(\"changedep:\"+e),delete this.properties[t],u.use_cache?this.clear_cache(t):void 0},i.prototype.has_cache=function(t){return o.has(this.property_cache,t)},i.prototype.add_cache=function(t,e){return this.property_cache[t]=e},i.prototype.clear_cache=function(t,e){return delete this.property_cache[t]},i.prototype.get_cache=function(t){return this.property_cache[t]},i.prototype.get=function(t,e){var n;return null==e&&(e=!0),o.has(this.properties,t)?this._get_prop(t):(n=i.__super__.get.call(this,t),e?this.resolve_ref(n):n)},i.prototype._get_prop=function(t){var 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r,s,o,a,l,u,h;if(a=this.get_base().Config.prefix,s=this.get(\"doc\"),null==s)throw new Error(\"Unset 'doc' in \"+this);return o=this.get(\"id\"),u=this.type,h=a+\"bokeh/bb/rpc/\"+s+\"/\"+u+\"/\"+o+\"/\"+t+\"/\",r={args:e,kwargs:i},l=n.ajax({type:\"POST\",url:h,data:JSON.stringify(r),contentType:\"application/json\",xhrFields:{withCredentials:!0}})},i}(r.Model),e.exports=s},{\"./base\":99,\"./logging\":119,backbone:2,jquery:18,underscore:92}],116:[function(t,e,i){var n,r,s,o,a,l,u;l=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(s=!1,l=i[i.length-1],h=n[n.length-1],r=o=0,a=i.length;a>=0?a>o:o>a;r=a>=0?++o:--o)u=i[r],c=n[r],e>h!=e>c&&t>l+(e-h)/(c-h)*(u-l)&&(s=!s),l=u,h=c;return s},r=function(){var t;return t={\"0d\":{flag:!1,indices:[]},\"1d\":{indices:[]},\"2d\":{indices:[]}}},u=function(t){return t*t},s=function(t,e,i,n){return u(t-i)+u(e-n)},a=function(t,e,i){var n,r;return n=s(e.x,e.y,i.x,i.y),0===n?s(t.x,t.y,e.x,e.y):(r=((t.x-e.x)*(i.x-e.x)+(t.y-e.y)*(i.y-e.y))/n,0>r?s(t.x,t.y,e.x,e.y):r>1?s(t.x,t.y,i.x,i.y):s(t.x,t.y,e.x+r*(i.x-e.x),e.y+r*(i.y-e.y)))},o=function(t,e,i){return Math.sqrt(a(t,e,i))},n=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f;return h=(a-s)*(i-t)-(o-r)*(n-e),0===h?{hit:!1,x:null,y:null}:(l=e-s,u=t-r,c=(o-r)*l-(a-s)*u,p=(i-t)*l-(n-e)*u,l=c/h,u=p/h,d=t+l*(i-t),f=e+l*(n-e),{hit:l>0&&1>l&&u>0&&1>u,x:d,y:f})},e.exports={point_in_poly:l,create_hit_test_result:r,dist_2_pts:s,dist_to_segment:o,check_2_segments_intersect:n}},{}],117:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;d=t(\"underscore\"),null!=i._bokehTest?f={}:(f=t(\"kiwi\"),p=f.Variable,s=f.Expression,n=f.Constraint,h=f.Operator,r=h.Eq,u=h.Le,o=h.Ge),a=t(\"./has_properties\"),c=t(\"../range/range1d\"),l=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.type=\"LayoutBox\",e.prototype.initialize=function(t,i){var a,l,u,h,d,g,m,_;for(e.__super__.initialize.call(this,t,i),this.solver=this.get(\"solver\"),this.var_constraints={},g=[\"top\",\"left\",\"width\",\"height\"],a=0,u=g.length;u>a;a++)_=g[a],d=\"_\"+_,this[d]=new p(_),this.register_property(_,this._get_var,!1),this.register_setter(_,this._set_var),this.solver.add_edit_variable(this[d],f.Strength.strong);for(m=[\"right\",\"bottom\"],l=0,h=m.length;h>l;l++)_=m[l],d=\"_\"+_,this[d]=new p(_),this.register_property(_,this._get_var,!1);return this.solver.add_constraint(new n(new s(this._top),o)),this.solver.add_constraint(new n(new s(this._bottom),o)),this.solver.add_constraint(new n(new s(this._left),o)),this.solver.add_constraint(new n(new s(this._right),o)),this.solver.add_constraint(new n(new s(this._width),o)),this.solver.add_constraint(new n(new s(this._height),o)),this.solver.add_constraint(new n(new s(this._left,this._width,[-1,this._right]),r)),this.solver.add_constraint(new n(new s(this._bottom,this._height,[-1,this._top]),r)),this._h_range=new c.Model({start:this.get(\"left\"),end:this.get(\"left\")+this.get(\"width\")}),this.register_property(\"h_range\",function(t){return function(){return t._h_range.set(\"start\",t.get(\"left\")),t._h_range.set(\"end\",t.get(\"left\")+t.get(\"width\")),t._h_range}}(this),!1),this.add_dependencies(\"h_range\",this,[\"left\",\"width\"]),this._v_range=new c.Model({start:this.get(\"bottom\"),end:this.get(\"bottom\")+this.get(\"height\")}),this.register_property(\"v_range\",function(t){return function(){return t._v_range.set(\"start\",t.get(\"bottom\")),t._v_range.set(\"end\",t.get(\"bottom\")+t.get(\"height\")),t._v_range}}(this),!1),this.add_dependencies(\"v_range\",this,[\"bottom\",\"height\"]),this._aspect_constraint=null,this.register_property(\"aspect\",function(t){return function(){return t.get(\"width\")/t.get(\"height\")}}(this),!0),this.register_setter(\"aspect\",this._set_aspect),this.add_dependencies(\"aspect\",this,[\"width\",\"height\"])},e.prototype.contains=function(t,e){return t>=this.get(\"left\")&&t<=this.get(\"right\")&&e>=this.get(\"bottom\")&&e<=this.get(\"top\")},e.prototype._set_var=function(t,e){var i,o;return o=this[\"_\"+e],d.isNumber(t)?this.solver.suggest_value(o,t):d.isString(t)?void 0:(i=new n(new s(o,[-1,t]),r),null==this.var_constraints[e]&&(this.var_constraints[e]=[]),this.var_constraints[e].push(i),this.solver.add_constraint(i))},e.prototype._get_var=function(t){return this[\"_\"+t].value()},e.prototype._set_aspect=function(t){var e;return null!=this._aspect_constraint?(this.solver.remove_constraint(this.aspect_constraint),e=new n(new s([t,this._height],[-1,this._width]),r),this._aspect_constraint=e,this.solver.add_constraint(e)):void 0},e.prototype.defaults=function(){return d.extend({},e.__super__.defaults.call(this),{top_strength:f.Strength.strong,bottom_strength:f.Strength.strong,left_strength:f.Strength.strong,right_strength:f.Strength.strong,width_strength:f.Strength.strong,height_strength:f.Strength.strong})},e}(a),e.exports={Model:l}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../range/range1d\":146,\"./has_properties\":115,kiwi:303,underscore:92}],118:[function(t,e,i){var n,r,s;n=t(\"./base\"),s=t(\"./logging\").logger,r=function(e){var i,n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;for(_=[],v=[],i=t(\"./base\").Collections,s.debug(\"load_models: 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n,r,s;s=function(t){for(;0>t;)t+=2*Math.PI;for(;t>2*Math.PI;)t-=2*Math.PI;return t},r=function(t,e){return Math.abs(s(t-e))},n=function(t,e,i,n){var o;return t=s(t),o=r(e,i),\"anticlock\"===n?r(e,t)<=o&&r(t,i)<=o:!(r(e,t)<=o&&r(t,i)<=o)},e.exports={angle_norm:s,angle_dist:r,angle_between:n}},{}],121:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A=function(t,e){return function(){return t.apply(e,arguments)}},P=function(t,e){function i(){this.constructor=t}for(var n in e)E.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,\n",
+       "        t.prototype=new i,t.__super__=e.prototype,t},E={}.hasOwnProperty;w=t(\"underscore\"),n=t(\"jquery\"),r=t(\"backbone\"),null!=i._bokehTest?M={}:(M=t(\"kiwi\"),h=M.Expression,a=M.Constraint,g=M.Operator,u=g.Eq,f=g.Le,c=g.Ge),x=t(\"./build_views\"),s=t(\"./canvas\"),o=t(\"./cartesian_frame\"),l=t(\"./continuum_view\"),b=t(\"./ui_events\"),p=t(\"./has_parent\"),d=t(\"./layout_box\"),C=t(\"./logging\").logger,T=t(\"./plot_utils\"),v=t(\"./solver\"),y=t(\"./tool_manager\"),D=t(\"./plot_template\"),S=t(\"./properties\"),k=null,_=function(t){function e(){return this.resize=A(this.resize,this),this.remove=A(this.remove,this),this.request_render=A(this.request_render,this),e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.className=\"bk-plot\",e.prototype.template=D,e.prototype.view_options=function(){return w.extend({plot_model:this.model,plot_view:this},this.options)},e.prototype.pause=function(){return this.is_paused=!0},e.prototype.unpause=function(){return this.is_paused=!1,this.request_render()},e.prototype.request_render=function(){this.is_paused||this.throttled_render(!0)},e.prototype.remove=function(){var t,i,n,r;e.__super__.remove.call(this),i=this.tools,n=[];for(t in i)r=i[t],n.push(r.remove());return n},e.prototype.initialize=function(t){var i,r,s,o,a,l,u,h,c,p;for(e.__super__.initialize.call(this,t),this.pause(),this.model.initialize_layout(this.model.solver),this.frame=this.mget(\"frame\"),this.x_range=this.frame.get(\"x_ranges\")[\"default\"],this.y_range=this.frame.get(\"y_ranges\")[\"default\"],this.xmapper=this.frame.get(\"x_mappers\")[\"default\"],this.ymapper=this.frame.get(\"y_mappers\")[\"default\"],this.$el.html(this.template()),this.canvas=this.mget(\"canvas\"),this.canvas_view=new this.canvas.default_view({model:this.canvas}),this.$(\".bk-plot-canvas-wrapper\").append(this.canvas_view.el),this.canvas_view.render(),(this.mget(\"webgl\")||window.location.search.indexOf(\"webgl=1\")>0)&&-1===window.location.search.indexOf(\"webgl=0\")&&this.init_webgl(),this.throttled_render=T.throttle_animation(this.render,15),this.outline_props=new S.Line({obj:this.model,prefix:\"outline_\"}),this.title_props=new S.Text({obj:this.model,prefix:\"title_\"}),this.renderers={},this.tools={},this.levels={},a=T.LEVELS,r=0,s=a.length;s>r;r++)o=a[r],this.levels[o]={};this.build_levels(),this.bind_bokeh_events(),this.model.add_constraints(this.canvas.solver),this.listenTo(this.canvas.solver,\"layout_update\",this.request_render),this.ui_event_bus=new b({tool_manager:this.mget(\"tool_manager\"),hit_area:this.canvas_view.$el}),l=this.tools;for(i in l)h=l[i],this.ui_event_bus.register_tool(h);return c=this.mget(\"toolbar_location\"),null!=c&&(p=\".bk-plot-\"+c,C.debug(\"attaching toolbar to \"+p+\" for plot \"+this.model.id),this.tm_view=new y.View({model:this.mget(\"tool_manager\"),el:this.$(p)})),this.update_dataranges(),this.mget(\"responsive\")&&(u=w.throttle(this.resize,100),n(window).on(\"resize\",u),n(this.resize)),this.unpause(),C.debug(\"PlotView initialized\"),this},e.prototype.init_webgl=function(){var t,e;return t=k,null==t&&(k=t=document.createElement(\"canvas\"),e={premultipliedAlpha:!0},t.gl=t.getContext(\"webgl\",e)||t.getContext(\"experimental-webgl\",e)),null!=t.gl?this.canvas_view.ctx.glcanvas=t:C.warn(\"WebGL is not supported, falling back to 2D canvas.\")},e.prototype.update_dataranges=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f;i=this.model.get(\"frame\"),e={},l=this.renderers;for(r in l)p=l[r],t=null!=(u=p.glyph)&&\"function\"==typeof u.bounds?u.bounds():void 0,null!=t&&(e[r]=t);for(h=w.values(i.get(\"x_ranges\")),n=0,o=h.length;o>n;n++)d=h[n],\"function\"==typeof d.update&&d.update(e,0,this);for(c=w.values(i.get(\"y_ranges\")),s=0,a=c.length;a>s;s++)f=c[s],\"function\"==typeof f.update&&f.update(e,1,this);return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,i,n){return null==i&&(i=\"default\"),null==n&&(n=\"default\"),this.frame.map_to_screen(t,e,this.canvas,i,n)},e.prototype.update_range=function(t){var e,i,n,r,s,o;null==t&&(t=this.initial_range_info),this.pause(),i=this.frame.get(\"x_ranges\");for(e in i)o=i[e],(o.get(\"start\")!==t.xrs[e].start||o.get(\"end\")!==t.xrs[e].end)&&(o.set(t.xrs[e]),null!=(n=o.get(\"callback\"))&&n.execute(this.model));r=this.frame.get(\"y_ranges\");for(e in r)o=r[e],(o.get(\"start\")!==t.yrs[e].start||o.get(\"end\")!==t.yrs[e].end)&&(o.set(t.yrs[e]),null!=(s=o.get(\"callback\"))&&s.execute(this.model));return this.unpause()},e.prototype.build_levels=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d;for(l=w.keys(this.renderers),d=x(this.renderers,this.mget(\"renderers\"),this.view_options()),u=w.difference(l,w.pluck(this.mget(\"renderers\"),\"id\")),e=0,n=u.length;n>e;e++)t=u[e],delete this.levels.glyph[t];for(c=x(this.tools,this.mget(\"tools\"),this.view_options()),i=0,r=d.length;r>i;i++)p=d[i],o=p.mget(\"level\"),this.levels[o][p.model.id]=p,p.bind_bokeh_events();for(a=0,s=c.length;s>a;a++)h=c[a],o=h.mget(\"level\"),this.levels[o][h.model.id]=h,h.bind_bokeh_events();return this},e.prototype.bind_bokeh_events=function(){var t,e,i,n;e=this.mget(\"frame\").get(\"x_ranges\");for(t in e)n=e[t],this.listenTo(n,\"change\",this.request_render);i=this.mget(\"frame\").get(\"y_ranges\");for(t in i)n=i[t],this.listenTo(n,\"change\",this.request_render);return this.listenTo(this.model,\"change:renderers\",this.build_levels),this.listenTo(this.model,\"change:tool\",this.build_levels),this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.model,\"destroy\",function(t){return function(){return t.remove()}}(this))},e.prototype.set_initial_range=function(){var t,e,i,n,r,s,o;t=!0,s={},i=this.frame.get(\"x_ranges\");for(e in i){if(r=i[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}s[e]={start:r.get(\"start\"),end:r.get(\"end\")}}if(t){o={},n=this.frame.get(\"y_ranges\");for(e in n){if(r=n[e],null==r.get(\"start\")||null==r.get(\"end\")||w.isNaN(r.get(\"start\")+r.get(\"end\"))){t=!1;break}o[e]={start:r.get(\"start\"),end:r.get(\"end\")}}}return t?(this.initial_range_info={xrs:s,yrs:o},C.debug(\"initial ranges set\")):C.warn(\"could not set initial ranges\")},e.prototype.render=function(t){var i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,D,T;null==t&&(t=!1),C.trace(\"Plot.render(force_canvas=\"+t+\")\"),Date.now()-this.interactive_timestamp<this.mget(\"lod_interval\")?(this.interactive=!0,f=this.mget(\"lod_timeout\"),setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>f&&(t.interactive=!1),t.request_render()}}(this),f)):this.interactive=!1,T=this.mget(\"plot_width\"),l=this.mget(\"plot_height\"),(this.canvas.get(\"canvas_width\")!==T||this.canvas.get(\"canvas_height\")!==l)&&this.canvas._set_dims([T,l],M=!1),e.__super__.render.call(this),this.canvas_view.render(t),null!=this.tm_view&&this.tm_view.render(),n=this.canvas_view.ctx,s=this.model.get(\"frame\"),i=this.model.get(\"canvas\"),m=this.renderers;for(h in m)D=m[h],null!=D.model.update_layout&&D.model.update_layout(D,this.canvas.solver);_=this.renderers;for(h in _)if(D=_[h],D.set_data_timestamp>(null!=this.range_update_timestamp)){this.update_dataranges();break}if(k=this.mget(\"title\"),k&&(this.title_props.set_value(this.canvas_view.ctx),x=n.measureText(this.mget(\"title\")).ascent+this.model.get(\"title_standoff\"),x!==this.model.title_panel.get(\"height\")&&this.model.title_panel.set(\"height\",x)),this.model.get(\"frame\").set(\"width\",i.get(\"width\")-1),this.model.get(\"frame\").set(\"height\",i.get(\"height\")-1),this.canvas.solver.update_variables(!1),this.model.get(\"frame\")._update_mappers(),o=[this.canvas.vx_to_sx(this.frame.get(\"left\")),this.canvas.vy_to_sy(this.frame.get(\"top\")),this.frame.get(\"width\"),this.frame.get(\"height\")],this._map_hook(n,o),this._paint_empty(n,o),n.glcanvas&&(n.glcanvas.width=this.canvas_view.canvas[0].width,n.glcanvas.height=this.canvas_view.canvas[0].height,a=n.glcanvas.gl,a.viewport(0,0,n.glcanvas.width,n.glcanvas.height),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT||a.DEPTH_BUFFER_BIT),a.enable(a.SCISSOR_TEST),r=n.glcanvas.height-(o[1]+o[3]),a.scissor(o[0],r,o[2],o[3]),a.enable(a.BLEND),a.blendFuncSeparate(a.SRC_ALPHA,a.ONE_MINUS_SRC_ALPHA,a.ONE_MINUS_DST_ALPHA,a.ONE)),this.outline_props.do_stroke&&(this.outline_props.set_value(n),n.strokeRect.apply(n,o)),this._render_levels(n,[\"image\",\"underlay\",\"glyph\",\"annotation\"],o),n.glcanvas){for(v=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],u=0,p=v.length;p>u;u++)g=v[u],n[g+\"SmoothingEnabled\"]=!1;for(n.drawImage(n.glcanvas,.1,.1),y=[\"image\",\"mozImage\",\"webkitImage\",\"msImage\"],c=0,d=y.length;d>c;c++)g=y[c],n[g+\"SmoothingEnabled\"]=!0;C.debug(\"drawing with WebGL\")}return this._render_levels(n,[\"overlay\",\"tool\"]),k&&(b=this.canvas.vx_to_sx(this.canvas.get(\"width\")/2),w=this.canvas.vy_to_sy(this.model.title_panel.get(\"bottom\")+this.model.get(\"title_standoff\")),this.title_props.set_value(n),n.fillText(k,b,w)),null==this.initial_range_info?this.set_initial_range():void 0},e.prototype.resize=function(){var t,e,i,n,r,s;return e=this.canvas.get(\"height\"),i=this.canvas.get(\"width\"),t=i/e,n=this.mget(\"min_size\"),s=Math.max(this.el.clientWidth,n),r=parseInt(s/t),n>r&&(r=100,s=r*t),this.canvas._set_dims([s,r]),null},e.prototype._render_levels=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m;for(t.save(),null!=i&&(t.beginPath(),t.rect.apply(t,i),t.clip(),t.beginPath()),r={},p=this.mget(\"renderers\"),n=s=0,a=p.length;a>s;n=++s)d=p[n],r[d.id]=n;for(m=function(t){return r[t.model.id]},o=0,l=e.length;l>o;o++)for(h=e[o],g=w.sortBy(w.values(this.levels[h]),m),c=0,u=g.length;u>c;c++)f=g[c],f.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){return t.fillStyle=this.mget(\"border_fill\"),t.fillRect(0,0,this.canvas_view.mget(\"canvas_width\"),this.canvas_view.mget(\"canvas_height\")),t.fillStyle=this.mget(\"background_fill\"),t.fillRect.apply(t,e)},e}(l),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.type=\"Plot\",e.prototype.default_view=_,e.prototype.initialize=function(t,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,b;for(e.__super__.initialize.call(this,t,i),d=w.values(this.get(\"extra_x_ranges\")).concat(this.get(\"x_range\")),r=0,a=d.length;a>r;r++)_=d[r],_=this.resolve_ref(_),c=_.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),_.set(\"plots\",c));for(f=w.values(this.get(\"extra_y_ranges\")).concat(this.get(\"y_range\")),o=0,l=f.length;l>o;o++)b=f[o],b=this.resolve_ref(b),c=b.get(\"plots\"),w.isArray(c)&&(c=c.concat(this),b.set(\"plots\",c));for(n=new s.Model({map:null!=(g=this.use_map)?g:!1,canvas_width:this.get(\"plot_width\"),canvas_height:this.get(\"plot_height\"),hidpi:this.get(\"hidpi\"),solver:new v}),this.set(\"canvas\",n),this.solver=n.get(\"solver\"),m=this.get(\"renderers\"),h=0,u=m.length;u>h;h++)p=m[h],p.set(\"parent\",this);return this.set(\"tool_manager\",new y.Model({tools:this.get(\"tools\"),toolbar_location:this.get(\"toolbar_location\"),logo:this.get(\"logo\")})),C.debug(\"Plot initialized\")},e.prototype.initialize_layout=function(t){var e,i,n;return e=this.get(\"canvas\"),n=new o.Model({x_range:this.get(\"x_range\"),extra_x_ranges:this.get(\"extra_x_ranges\"),x_mapper_type:this.get(\"x_mapper_type\"),y_range:this.get(\"y_range\"),extra_y_ranges:this.get(\"extra_y_ranges\"),y_mapper_type:this.get(\"y_mapper_type\"),solver:t}),this.set(\"frame\",n),this.title_panel=new d.Model({solver:t}),this.title_panel._anchor=this.title_panel._bottom,i=this.get(\"above\"),i.push(this.title_panel),this.set(\"above\",i)},e.prototype.add_constraints=function(t){var e,i,n,r,s,o,l,p,g;return s=null!=(o=this.get(\"min_border_top\"))?o:this.get(\"min_border\"),i=null!=(l=this.get(\"min_border_bottom\"))?l:this.get(\"min_border\"),n=null!=(p=this.get(\"min_border_left\"))?p:this.get(\"min_border\"),r=null!=(g=this.get(\"min_border_right\"))?g:this.get(\"min_border\"),e=function(t){return function(e,i,n,r,s,o){var l,p,f,g,m,_,v,y,b,w,x,k;for(g=t.get(\"canvas\"),_=t.get(\"frame\"),l=new d.Model({solver:e}),p=\"_\"+r[0],f=\"_\"+r[1],e.add_constraint(new a(new h(l[\"_\"+s],-i),c),M.Strength.strong),e.add_constraint(new a(new h(_[p],[-1,l[f]]),u)),e.add_constraint(new a(new h(l[p],[-1,g[p]]),u)),y=_,m=t.get(n),v=0,b=m.length;b>v;v++)x=m[v],(null!=(k=x.get(\"location\"))?k:!0)&&x.set(\"location\",n,{silent:!0}),null!=x.initialize_layout&&x.initialize_layout(e),e.add_constraint(new a(new h(y[p],[-1,x[f]]),u),M.Strength.strong),y=x;return w=new d.Model({solver:e}),e.add_constraint(new a(new h(y[p],[-1,w[f]]),u),M.Strength.strong),e.add_constraint(new a(new h(w[p],[-1,g[p]]),u),M.Strength.strong)}}(this),e(t,s,\"above\",[\"top\",\"bottom\"],\"height\",f),e(t,i,\"below\",[\"bottom\",\"top\"],\"height\",c),e(t,n,\"left\",[\"left\",\"right\"],\"width\",c),e(t,r,\"right\",[\"right\",\"left\"],\"width\",f)},e.prototype.add_renderers=function(t){var e;return e=this.get(\"renderers\"),e=e.concat(t),this.set(\"renderers\",e)},e.prototype.parent_properties=[\"background_fill\",\"border_fill\",\"min_border\",\"min_border_top\",\"min_border_bottom\",\"min_border_left\",\"min_border_right\"],e.prototype.defaults=function(){return w.extend({},e.__super__.defaults.call(this),{renderers:[],tools:[],h_symmetry:!0,v_symmetry:!1,x_mapper_type:\"auto\",y_mapper_type:\"auto\",plot_width:600,plot_height:600,title:\"\",above:[],below:[],left:[],right:[],toolbar_location:\"above\",logo:\"normal\",lod_factor:10,lod_interval:300,lod_threshold:2e3,lod_timeout:500,webgl:!1,responsive:!1,min_size:100})},e.prototype.display_defaults=function(){return w.extend({},e.__super__.display_defaults.call(this),{hidpi:!0,background_fill:\"#fff\",border_fill:\"#fff\",min_border:40,title_standoff:8,title_text_font:\"helvetica\",title_text_font_size:\"20pt\",title_text_font_style:\"normal\",title_text_color:\"#444444\",title_text_alpha:1,title_text_align:\"center\",title_text_baseline:\"alphabetic\",outline_line_color:\"#aaaaaa\",outline_line_width:1,outline_line_alpha:1,outline_line_join:\"miter\",outline_line_cap:\"butt\",outline_line_dash:[],outline_line_dash_offset:0})},e}(p),e.exports={Model:m,View:_}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"./build_views\":101,\"./canvas\":103,\"./cartesian_frame\":105,\"./continuum_view\":109,\"./has_parent\":114,\"./layout_box\":117,\"./logging\":119,\"./plot_template\":123,\"./plot_utils\":124,\"./properties\":126,\"./solver\":131,\"./tool_manager\":135,\"./ui_events\":137,backbone:2,jquery:18,kiwi:303,underscore:92}],122:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){return function(){return t.apply(e,arguments)}},c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),u=t(\"./build_views\"),s=t(\"./has_parent\"),r=t(\"./continuum_view\"),a=function(t){function e(){return this.removeplot=h(this.removeplot,this),this.closeall=h(this.closeall,this),e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){return this.views={},this.child_models=[],e.__super__.initialize.call(this,t),this.render()},e.prototype.delegateEvents=function(){return this.listenTo(this.model,\"destroy\",this.remove),this.listenTo(this.model,\"change\",this.render),e.__super__.delegateEvents.call(this)},e.prototype.build_children=function(){var t;return t=u(this.views,this.mget(\"children\"),{}),window.pc_created_views=t,window.pc_views=this.views,null},e.prototype.size_textarea=function(t){var e;return e=n(t).height(0).prop(\"scrollHeight\"),n(t).height(e)},e.prototype.closeall=function(t){return this.mset(\"children\",[]),this.model.save()},e.prototype.removeplot=function(t){var e,i,r,s,o;return i=parseInt(n(t.currentTarget).parent().attr(\"data-plot_num\")),r=this.mget(\"children\")[i],s=this.views[r.get(\"id\")],s.remove(),e=function(){var t,e,i,n;for(i=this.mget(\"children\"),n=[],t=0,e=i.length;e>t;t++)o=i[t],o.id!==s.model.id&&n.push(o);return n}.call(this),this.mset(\"children\",e),this.model.save(),!1},e.prototype.render=function(){var t,i,r,s,o,a,u,h,c,d,f,g,m;e.__super__.render.call(this),this.build_children(),h=this.views;for(r in h)p.call(h,r)&&(g=h[r],g.$el.detach());for(this.$el.html(\"\"),u=l.keys(this.views).length,f=[],d={},c=this.mget(\"children\"),i=t=0,s=c.length;s>t;i=++t)o=c[i],m=this.views[o.id],a=n(\"<div class='jsp' data-plot_num='\"+i+\"'></div>\"),this.$el.append(a),a.append(m.el);return l.defer(function(t){return function(){var e,i,r,s,o;for(r=t.$el.find(\".plottitle\"),s=[],e=0,i=r.length;i>e;e++)o=r[e],s.push(t.size_textarea(n(o)));return s}}(this)),null},e}(r),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.type=\"PlotContext\",e.prototype.default_view=a,e.prototype.url=function(){return e.__super__.url.call(this)},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{children:[]})},e}(s),e.exports={Model:o,View:a}},{\"./build_views\":101,\"./continuum_view\":109,\"./has_parent\":114,jquery:18,underscore:92}],123:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=t.safe,r=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;(\"undefined\"==typeof t||null==t)&&(t=\"\");var e=new String(t);return e.ecoSafe=!0,e},r||(r=t.escape=function(t){return(\"\"+t).replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\").replace(/\"/g,\"&quot;\")}),function(){(function(){i.push(\"<div class='bk-plot-wrapper'>\\n\t<table>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-above'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td class=\\\"bk-plot-left\\\"></td>\\n\t\t\t<td class='bk-plot-canvas-wrapper'></td>\\n\t\t\t<td class=\\\"bk-plot-right\\\"></td>\\n\t\t</tr>\\n\t\t<tr>\\n\t\t\t<td></td>\\n\t\t\t<td class='bk-plot-below'></td>\\n\t\t\t<td></td>\\n\t\t</tr>\\n\t</table>\\n</div>\\n\")}).call(this)}.call(t),t.safe=n,t.escape=r,i.join(\"\")}},{}],124:[function(t,e,i){var n,r,s,o;n=[\"image\",\"underlay\",\"glyph\",\"overlay\",\"annotation\",\"tool\"],r=function(t){return t()},s=(\"undefined\"!=typeof window&&null!==window?window.requestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.mozRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.webkitRequestAnimationFrame:void 0)||(\"undefined\"!=typeof window&&null!==window?window.msRequestAnimationFrame:void 0)||r,o=function(t,e){var i,n,r,o,a,l,u,h;return l=[null,null,null,null],n=l[0],i=l[1],h=l[2],u=l[3],a=0,o=!1,r=function(){return a=new Date,h=null,o=!1,u=t.apply(n,i)},function(){var t,l;return t=new Date,l=e-(t-a),n=this,i=arguments,0>=l&&!o?(clearTimeout(h),o=!0,s(r)):h||(h=setTimeout(function(){return 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e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type=\"Selector\",e.prototype.update=function(t,e,i){return this.set(\"timestamp\",new Date),this.set(\"final\",e),i&&(t[\"0d\"].indices=s.union(this.get(\"indices\")[\"0d\"].indices,t[\"0d\"].indices),t[\"0d\"].flag=this.get(\"indices\")[\"0d\"].flag||t[\"0d\"].flag,t[\"1d\"].indices=s.union(this.get(\"indices\")[\"1d\"].indices,t[\"1d\"].indices),t[\"2d\"].indices=s.union(this.get(\"indices\")[\"2d\"].indices,t[\"2d\"].indices)),this.set(\"indices\",t)},e.prototype.clear=function(){return this.set(\"timestamp\",new Date),this.set(\"final\",!0),this.set(\"indices\",o.create_hit_test_result())},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{indices:o.create_hit_test_result()})},e}(n),e.exports=r},{\"./has_properties\":115,\"./hittest\":116,\"./logging\":119,underscore:92}],130:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){return function(){return t.apply(e,arguments)}};n=t(\"jquery\"),a=t(\"underscore\"),r=t(\"backbone\"),s=t(\"./base\").Config,l=t(\"./load_models\"),u=t(\"./logging\").logger,o=function(){function t(t){this.onmessage=c(this.onmessage,this);var e;this.auth={},this.ws_conn_string=t,this._connected=n.Deferred(),this.connected=this._connected.promise();try{window.MozWebSocket?this.s=new MozWebSocket(t):this.s=new WebSocket(t)}catch(i){e=i,u.error(\"websocket creation failed for connection string: \"+t),u.error(\" - \"+e)}this.s.onopen=function(t){return function(){return t._connected.resolve()}}(this),this.s.onmessage=this.onmessage}return a.extend(t.prototype,r.Events),t.prototype.onmessage=function(t){var e,i,n;return e=t.data,i=e.indexOf(\":\"),i=e.indexOf(\":\",i+1),n=e.substring(0,i),e=e.substring(i+1),this.trigger(\"msg:\"+n,e),null},t.prototype.send=function(t){return n.when(this.connected).done(function(e){return function(){return e.s.send(t)}}(this))},t.prototype.subscribe=function(t,e){var i;return 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this.frame=this.plot_model.get(\"frame\"),this.canvas=this.plot_model.get(\"canvas\"),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],i=this.canvas.vx_to_sx(this._calc_dim(\"left\",this.xmapper,this.frame.get(\"h_range\").get(\"start\"))),n=this.canvas.vx_to_sx(this._calc_dim(\"right\",this.xmapper,this.frame.get(\"h_range\").get(\"end\"))),e=this.canvas.vy_to_sy(this._calc_dim(\"bottom\",this.ymapper,this.frame.get(\"v_range\").get(\"start\"))),r=this.canvas.vy_to_sy(this._calc_dim(\"top\",this.ymapper,this.frame.get(\"v_range\").get(\"end\"))),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(i,r,n-i,e-r),this.fill_props.set_value(t),t.fill(),this.line_props.set_value(t),t.stroke(),t.restore()},e.prototype._calc_dim=function(t,e,i){var n;return n=null!=this.mget(t)?\"data\"===this.mget(t+\"_units\")?e.map_to_target(this.mget(t)):this.mget(t):i},e}(o),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"BoxAnnotation\",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:\"annotation\",left_units:\"data\",right_units:\"data\",top_units:\"data\",bottom_units:\"data\",fill_color:\"#fff9ba\",fill_alpha:.4,line_color:\"#cccccc\",line_width:1,line_alpha:.3,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0})},e}(s),e.exports={Model:n,View:r}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,underscore:92}],148:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),u=t(\"../../common/textutils\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.label_props=new l.Text({obj:this.model,prefix:\"label_\"}),this.border_props=new l.Line({obj:this.model,prefix:\"border_\"}),this.background_props=new l.Fill({obj:this.model,prefix:\"background_\"}),this.need_calc_dims=!0,this.listenTo(this.plot_model.solver,\"layout_update\",function(){return this.need_calc_dims=!0})},e.prototype.calc_dims=function(t){var e,i,n,r,s,o,l,h,c,p,d,f,g,m,_,v;return l=function(){var t,e,n,r,s;for(n=this.mget(\"legends\"),s=[],t=0,e=n.length;e>t;t++)r=n[t],o=r[0],i=r[1],s.push(o);return s}.call(this),r=this.mget(\"label_height\"),this.glyph_height=this.mget(\"glyph_height\"),s=this.mget(\"label_width\"),this.glyph_width=this.mget(\"glyph_width\"),c=this.mget(\"legend_spacing\"),this.label_height=a.max([u.getTextHeight(this.label_props.font_value()),r,this.glyph_height]),this.legend_height=this.label_height,this.legend_height=l.length*this.legend_height+(1+l.length)*c,e=this.plot_view.canvas_view.ctx,e.save(),this.label_props.set_value(e),g=a.map(l,function(t){return e.measureText(t).width}),e.restore(),f=a.max(g),this.label_width=a.max([f,s]),this.legend_width=this.label_width+this.glyph_width+3*c,p=this.mget(\"orientation\"),h=this.mget(\"legend_padding\"),n=this.plot_view.frame.get(\"h_range\"),m=this.plot_view.frame.get(\"v_range\"),\"top_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"end\")-h):\"top_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"end\")-h):\"bottom_left\"===p?(_=n.get(\"start\")+h,v=m.get(\"start\")+h+this.legend_height):\"bottom_right\"===p?(_=n.get(\"end\")-h-this.legend_width,v=m.get(\"start\")+h+this.legend_height):\"absolute\"===p&&(d=this.absolute_coords,_=d[0],v=d[1]),_=this.plot_view.canvas.vx_to_sx(_),v=this.plot_view.canvas.vy_to_sy(v),this.box_coords=[_,v]},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w;for(this.need_calc_dims&&(this.calc_dims(),this.need_calc_dims=!1),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(this.box_coords[0],this.box_coords[1],this.legend_width,this.legend_height),this.background_props.set_value(t),t.fill(),this.border_props.do_stroke&&(this.border_props.set_value(t),t.stroke()),o=this.mget(\"legend_spacing\"),u=this.mget(\"legends\"),n=i=0,a=u.length;a>i;n=++i)for(h=u[n],s=h[0],e=h[1],b=n*this.label_height,w=(1+n)*o,_=this.box_coords[1]+this.label_height/2+b+w,f=this.box_coords[0]+o,g=this.box_coords[0]+2*o+this.label_width,m=g+this.glyph_width,v=this.box_coords[1]+b+w,y=v+this.glyph_height,this.label_props.set_value(t),t.fillText(s,f,_),c=this.model.resolve_ref(e),r=0,l=c.length;l>r;r++)p=c[r],d=this.plot_view.renderers[p.id],d.draw_legend(t,g,m,v,y);return t.restore()},e}(o),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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a.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",border_line_color:\"black\",border_line_width:1,border_line_alpha:1,border_line_join:\"miter\",border_line_cap:\"butt\",border_line_dash:[],border_line_dash_offset:0,background_fill_color:\"#fff\",background_fill_alpha:1,label_standoff:15,label_text_font:\"helvetica\",label_text_font_size:\"10pt\",label_text_font_style:\"normal\",label_text_color:\"#444444\",label_text_alpha:1,label_text_align:\"left\",label_text_baseline:\"middle\",glyph_height:20,glyph_width:20,label_height:20,label_width:50,legend_padding:10,legend_spacing:3,orientation:\"top_right\",datapoint:null})},e}(n),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/plot_widget\":125,\"../../common/properties\":126,\"../../common/textutils\":133,underscore:92}],149:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;n=t(\"jquery\"),l=t(\"underscore\"),r=t(\"../../common/has_parent\"),s=t(\"../../common/plot_widget\"),u=t(\"../../common/logging\").logger,a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.className=\"bk-tooltip\",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.appendTo(this.plot_view.$el.find(\"div.bk-canvas-overlays\")),this.$el.css({\"z-index\":1010}),this.$el.hide()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change:data\",this._draw_tips)},e.prototype.render=function(){return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,i,r,s,o,a,u,h,c,p,d,f,g,m;if(this.$el.empty(),this.$el.hide(),this.$el.toggleClass(\"bk-tooltip-custom\",this.mget(\"custom\")),!l.isEmpty(this.mget(\"data\"))){for(a=this.mget(\"data\"),i=0,s=a.length;s>i;i++)f=a[i],g=f[0],m=f[1],e=f[2],(!this.mget(\"inner_only\")||this.plot_view.frame.contains(g,m))&&(p=n(\"<div />\").appendTo(this.$el),p.append(e));switch(h=this.plot_view.mget(\"canvas\").vx_to_sx(g),c=this.plot_view.mget(\"canvas\").vy_to_sy(m),u=this.mget(\"side\"),\"auto\"===u&&(o=this.plot_view.frame.get(\"width\"),u=g-this.plot_view.frame.get(\"left\")<o/2?\"right\":\"left\"),this.$el.removeClass(\"bk-right\"),this.$el.removeClass(\"bk-left\"),t=10,u){case\"right\":this.$el.addClass(\"bk-left\"),r=h+(this.$el.outerWidth()-this.$el.innerWidth())+t;break;case\"left\":this.$el.addClass(\"bk-right\"),r=h-this.$el.outerWidth()-t}return d=c-this.$el.outerHeight()/2,this.$el.children().length>0?(this.$el.css({top:d,left:r}),this.$el.show()):void 0}},e}(s),o=function(t){function 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u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e,i,n;for(\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius,this.angle=new Float32Array(this.start_angle.length),n=[],t=e=0,i=this.start_angle.length;i>=0?i>e:e>i;t=i>=0?++e:--e)n.push(this.angle[t]=this.end_angle[t]-this.start_angle[t]);return n},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;for(p=i.sx,d=i.sy,c=i.start_angle,n=i.angle,u=i.sinner_radius,h=i.souter_radius,r=i.direction,l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(p[s]+d[s]+u[s]+h[s]+c[s]+n[s]+r[s])||(t.translate(p[s],d[s]),t.rotate(this.start_angle[s]),t.moveTo(h[s],0),t.beginPath(),t.arc(0,0,h[s],0,n[s],r[s]),t.rotate(this.angle[s]),t.lineTo(u[s],0),t.arc(0,0,u[s],0,-n[s],!r[s]),t.closePath(),t.rotate(-n[s]-c[s]),t.translate(-p[s],-d[s]),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,s),l.push(t.stroke())):l.push(void 0));return l},e.prototype._hit_point=function(t){var e,i,n,r,s,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L;for(m=[t.vx,t.vy],S=m[0],E=m[1],R=this.renderer.xmapper.map_from_target(S,!0),O=this.renderer.ymapper.map_from_target(E,!0),\"data\"===this.distances.outer_radius.units?(z=R-this.max_outer_radius,j=R+this.max_outer_radius,F=O-this.max_outer_radius,L=O+this.max_outer_radius):(A=S-this.max_outer_radius,P=S+this.max_outer_radius,_=this.renderer.xmapper.v_map_from_target([A,P],!0),z=_[0],j=_[1],I=E-this.max_outer_radius,N=E+this.max_outer_radius,v=this.renderer.ymapper.v_map_from_target([I,N],!0),F=v[0],L=v[1]),i=[],y=function(){var t,e,i,n;for(i=this.index.search([z,F,j,L]),n=[],t=0,e=i.length;e>t;t++)g=i[t],n.push(g[4].i);return n}.call(this),h=0,p=y.length;p>h;h++)s=y[h],f=Math.pow(this.souter_radius[s],2),u=Math.pow(this.sinner_radius[s],2),k=this.renderer.xmapper.map_to_target(R,!0),M=this.renderer.xmapper.map_to_target(this.x[s],!0),D=this.renderer.ymapper.map_to_target(O,!0),T=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(k-M,2)+Math.pow(D-T,2),f>=n&&n>=u&&i.push([s,n]);for(r=[],c=0,d=i.length;d>c;c++)b=i[c],s=b[0],n=b[1],x=this.renderer.plot_view.canvas.vx_to_sx(S),C=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(C-this.sy[s],x-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return w=a.create_hit_test_result(),w[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),w},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"AnnularWedge\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],152:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),a=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,\"data\"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius;\n",
+       "        },e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h;for(u=i.sx,h=i.sy,a=i.sinner_radius,l=i.souter_radius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(u[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.arc(u[n],h[n],a[n],0,2*Math.PI*2,!1),t.moveTo(u[n]+l[n],h[n]),t.arc(u[n],h[n],l[n],0,2*Math.PI*2,!0),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;for(c=[t.vx,t.vy],v=c[0],y=c[1],b=this.renderer.xmapper.map_from_target(v,!0),w=b-this.max_radius,x=b+this.max_radius,k=this.renderer.ymapper.map_from_target(y,!0),M=k-this.max_radius,C=k+this.max_radius,i=[],p=function(){var t,e,i,n;for(i=this.index.search([w,M,x,C]),n=[],t=0,e=i.length;e>t;t++)h=i[t],n.push(h[4].i);return n}.call(this),s=0,l=p.length;l>s;s++)n=p[s],u=Math.pow(this.souter_radius[n],2),r=Math.pow(this.sinner_radius[n],2),f=this.renderer.xmapper.map_to_target(b),g=this.renderer.xmapper.map_to_target(this.x[n]),m=this.renderer.ymapper.map_to_target(k),_=this.renderer.ymapper.map_to_target(this.y[n]),e=Math.pow(f-g,2)+Math.pow(m-_,2),u>=e&&e>=r&&i.push([n,e]);return d=a.create_hit_test_result(),d[\"1d\"].indices=o.chain(i).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),d},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d;return u=null!=(l=this.get_reference_point())?l:0,o=[u],p={},p[u]=(e+i)/2,d={},d[u]=(n+r)/2,a=.5*Math.min(Math.abs(i-e),Math.abs(r-n)),h={},h[u]=.4*a,c={},c[u]=.8*a,s={sx:p,sy:d,sinner_radius:h,souter_radius:c},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"Annulus\",e.prototype.distances=[\"inner_radius\",\"outer_radius\"],e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],153:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),s=t(\"./glyph\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.radius.units?this.sradius=this.sdist(this.renderer.xmapper,this.x,this.radius):this.sradius=this.radius},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;if(c=i.sx,p=i.sy,u=i.sradius,h=i.start_angle,r=i.end_angle,n=i.direction,this.visuals.line.do_stroke){for(l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(c[s]+p[s]+u[s]+h[s]+r[s]+n[s])||(t.beginPath(),t.arc(c[s],p[s],u[s],h[s],r[s],n[s]),this.visuals.line.set_vectorize(t,s),l.push(t.stroke()));return l}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=r,e.prototype.type=\"Arc\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,underscore:92}],154:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),l=t(\"rbush\"),s=t(\"./glyph\"),a=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(x=[],c=[[],[]],d=m=0;2>=m;d=++m)if(0===d?(u=6*t-12*i+6*r,l=-3*t+9*i-9*r+3*o,p=3*i-3*t):(u=6*e-12*n+6*s,l=-3*e+9*n-9*s+3*a,p=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;y=-p/u,y>0&&1>y&&x.push(y)}else h=u*u-4*p*l,v=Math.sqrt(h),0>h||(b=(-u+v)/(2*l),b>0&&1>b&&x.push(b),w=(-u-v)/(2*l),w>0&&1>w&&x.push(w));for(f=x.length,g=f;f--;)y=x[f],_=1-y,k=_*_*_*t+3*_*_*y*i+3*_*y*y*r+y*y*y*o,c[0][f]=k,M=_*_*_*e+3*_*_*y*n+3*_*y*y*s+y*y*y*a,c[1][f]=M;return c[0][g]=t,c[1][g]=e,c[0][g+1]=o,c[1][g+1]=a,[Math.min.apply(null,c[0]),Math.max.apply(null,c[1]),Math.max.apply(null,c[0]),Math.min.apply(null,c[1])]},r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){var t,e,i,n,r,s,o,u,h,c;for(e=l(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t]+this.cx0[t]+this.cy0[t]+this.cx1[t]+this.cy1[t])||(s=a(this.x0[t],this.y0[t],this.x1[t],this.y1[t],this.cx0[t],this.cy0[t],this.cx1[t],this.cy1[t]),o=s[0],h=s[1],u=s[2],c=s[3],n.push([o,h,u,c,{i:t}]));return e.load(n),e},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;if(p=i.sx0,f=i.sy0,d=i.sx1,g=i.sy1,a=i.scx,l=i.scx0,h=i.scy0,u=i.scx1,c=i.scy1,this.visuals.line.do_stroke){for(o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(p[n]+f[n]+d[n]+g[n]+l[n]+h[n]+u[n]+c[n])||(t.beginPath(),t.moveTo(p[n],f[n]),t.bezierCurveTo(l[n],h[n],u[n],c[n],d[n],g[n]),this.visuals.line.set_vectorize(t,n),o.push(t.stroke()));return o}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Bezier\",e.prototype.visuals=[\"line\"],e.prototype.coords=[[\"x0\",\"y0\"],[\"x1\",\"y1\"],[\"cx0\",\"cy0\"],[\"cx1\",\"cy1\"]],e}(s.Model),e.exports={Model:n,View:r}},{\"./glyph\":158,rbush:89,underscore:92}],155:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m=function(t,e){function i(){this.constructor=t}for(var n in e)_.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},_={}.hasOwnProperty;f=null!=i._bokehTest?void 0:t(\"gloo2\"),h=t(\"../../common/color\"),c=h.color2rgba,g=function(t){return 2>t&&(t=Math.sqrt(2*t)),t},p=function(t,e){var i,n,r,s;for(i=new Float32Array(t),n=r=0,s=t;s>=0?s>r:r>s;n=s>=0?++r:--r)i[n]=e;return i},d=function(t,e,i){var n,r,s,o,a,l,u;for(n=new Float32Array(t*e),r=o=0,l=t;l>=0?l>o:o>l;r=l>=0?++o:--o)for(s=a=0,u=e;u>=0?u>a:a>u;s=u>=0?++a:--a)n[r*e+s]=i[s];return n},u=function(t,e,i,n,r,s){var o;return e.used=!0,null!=r[s].fixed_value?(t.set_attribute(i,\"float\",null,r[s].fixed_value),e.used=!1):(o=new Float32Array(r.cache[s+\"_array\"]),e.set_size(4*n),e.set_data(0,o),t.set_attribute(i,\"float\",[e,0,0])),o},l=function(t,e,i,n,r){var s,o,a,l,u,h,d,f,g,m,_;if(f=4,e.used=!0,null!=r.color.fixed_value&&null!=r.alpha.fixed_value)_=c(r.color.fixed_value,r.alpha.fixed_value),t.set_attribute(i,\"vec4\",null,_),e.used=!1;else{for(a=null!=r.color.fixed_value?function(){var t,e,i;for(i=[],l=t=0,e=n;e>=0?e>t:t>e;l=e>=0?++t:--t)i.push(r.color.fixed_value);return i}():r.cache.color_array,o=null!=r.alpha.fixed_value?p(n,r.alpha.fixed_value):r.cache.alpha_array,s=new Float32Array(n*f),l=h=0,g=n;g>=0?g>h:h>g;l=g>=0?++h:--h)for(_=c(a[l],o[l]),u=d=0,m=f;m>=0?m>d:d>m;u=m>=0?++d:--d)s[l*f+u]=_[u];e.set_size(n*f*4),e.set_data(0,s),t.set_attribute(i,\"vec4\",[e,0,0])}return s},n=function(){function t(t,e){this.gl=t,this.glyph=e,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.init()}return t.prototype.GLYPH=\"\",t.prototype.VERT=\"\",t.prototype.FRAG=\"\",t.prototype.set_data_changed=function(t){return t!==this.nvertices&&(this.nvertices=t,this.size_changed=!0),this.data_changed=!0},t.prototype.set_visuals_changed=function(){return this.visuals_changed=!0},t}(),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"line\",e.prototype.VERT=\"xxx\",e.prototype.FRAG=\"xxx\",e}(n),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.VERT=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\n//\\nuniform vec2 u_canvas_size;\\nuniform vec2 u_offset;\\nuniform vec2 u_scale;\\nuniform float u_antialias;\\n//\\nattribute float a_x;\\nattribute float a_y;\\nattribute float a_size;\\nattribute float a_angle;  // in radians\\nattribute float a_linewidth;\\nattribute vec4  a_fg_color;\\nattribute vec4  a_bg_color;\\n//\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying vec2  v_rotation;\\n\\nvoid main (void)\\n{\\n    v_size = a_size;\\n    v_linewidth = a_linewidth;\\n    v_fg_color = a_fg_color;\\n    v_bg_color = a_bg_color;\\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\\n    // Calculate position - the -0.5 is to correct for canvas origin\\n    vec2 pos = vec2(a_x, a_y) * u_scale + u_offset - vec2(0.5, 0.5); // in pixels\\n    pos /= u_canvas_size;  // in 0..1\\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\\n    gl_Position.y *= -1.0;        \\n    gl_PointSize = SQRT_2 * v_size + 2.0 * (a_linewidth + 1.5*u_antialias);\\n}\",e.prototype.FRAG=\"precision mediump float;\\nconst float SQRT_2 = 1.4142135623730951;\\nconst float PI = 3.14159265358979323846264;\\n//\\nuniform float u_antialias;\\n//\\nvarying vec4  v_fg_color;\\nvarying vec4  v_bg_color;\\nvarying float v_linewidth;\\nvarying float v_size;\\nvarying vec2  v_rotation;\\n\\nMARKERCODE\\n\\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\\n{\\n    vec4 frag_color;\\n    float t = linewidth/2.0 - antialias;\\n    float signed_distance = distance;\\n    float border_distance = abs(signed_distance) - t;\\n    float alpha = border_distance/antialias;\\n    alpha = exp(-alpha*alpha);\\n    \\n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\\n    float select = float(bool(fg_color.a));\\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\\n    // Similarly, if we want a transparent bg\\n    select = float(bool(bg_color.a));\\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\\n    \\n    if( border_distance < 0.0)\\n        frag_color = fg_color;\\n    else if( signed_distance < 0.0 ) {\\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\\n    } else {\\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\\n        } else {\\n            discard;\\n        }\\n    }\\n    return frag_color;\\n}\\n\\nvoid main()\\n{\\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\\n             v_rotation.y*P.x + v_rotation.x*P.y);\\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\\n    float distance = marker(P*point_size, v_size);\\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\\n}\",e.prototype.MARKERCODE=\"<defined in subclasses>\",e.prototype.init=function(){var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new f.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new f.VertexBuffer(e),this.prog.set_attribute(\"a_x\",\"float\",[this.vbo_x,0,0]),this.vbo_y=new f.VertexBuffer(e),this.prog.set_attribute(\"a_y\",\"float\",[this.vbo_y,0,0]),this.vbo_s=new f.VertexBuffer(e),this.prog.set_attribute(\"a_size\",\"float\",[this.vbo_s,0,0]),this.vbo_a=new f.VertexBuffer(e),this.prog.set_attribute(\"a_angle\",\"float\",[this.vbo_a,0,0]),this.vbo_linewidth=new f.VertexBuffer(e),this.vbo_fg_color=new f.VertexBuffer(e),this.vbo_bg_color=new f.VertexBuffer(e),this.index_buffer=new f.IndexBuffer(e)},e.prototype.draw=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(u=e.glglyph.nvertices,this.data_changed?(this._set_data(u),this.data_changed=!1):null==this.glyph.radius||i.sx===this.last_trans.sx&&i.sy===this.last_trans.sy||(this.last_trans=i,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,i,n;for(i=this.glyph.sradius,n=[],t=0,e=i.length;e>t;t++)m=i[t],n.push(2*m);return n}.call(this)))),this.visuals_changed&&(this._set_visuals(u),this.visuals_changed=!1),this.prog.set_uniform(\"u_canvas_size\",\"vec2\",[i.width,i.height]),this.prog.set_uniform(\"u_offset\",\"vec2\",[i.dx[0],i.dy[0]]),this.prog.set_uniform(\"u_scale\",\"vec2\",[i.sx,i.sy]),this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,0]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,0]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,0]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,0]),0!==t.length){if(t.length===u)return this.prog.draw(this.gl.POINTS,[0,u]);if(65535>u)return this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(s=64e3,r=[],o=a=0,p=Math.ceil(u/s);p>=0?p>a:a>p;o=p>=0?++a:--a)r.push([]);for(o=l=0,d=t.length;d>=0?d>l:l>d;o=d>=0?++l:--l)v=t[o]%s,n=Math.floor(t[o]/s),r[n].push(v);for(g=[],n=h=0,f=r.length;f>=0?f>h:h>f;n=f>=0?++h:--h)_=new Uint16Array(r[n]),c=n*s*4,0!==_.length&&(this.prog.set_attribute(\"a_x\",\"float\",[e.glglyph.vbo_x,0,c]),this.prog.set_attribute(\"a_y\",\"float\",[e.glglyph.vbo_y,0,c]),this.prog.set_attribute(\"a_size\",\"float\",[e.glglyph.vbo_s,0,c]),this.prog.set_attribute(\"a_angle\",\"float\",[e.glglyph.vbo_a,0,c]),this.vbo_linewidth.used&&this.prog.set_attribute(\"a_linewidth\",\"float\",[this.vbo_linewidth,0,c]),this.vbo_fg_color.used&&this.prog.set_attribute(\"a_fg_color\",\"vec4\",[this.vbo_fg_color,0,4*c]),this.vbo_bg_color.used&&this.prog.set_attribute(\"a_bg_color\",\"vec4\",[this.vbo_bg_color,0,4*c]),this.index_buffer.set_size(2*_.length),this.index_buffer.set_data(0,_),g.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return g}},e.prototype._set_data=function(t){var e,i;return e=4*t,this.vbo_x.set_size(e),this.vbo_y.set_size(e),this.vbo_a.set_size(e),this.vbo_s.set_size(e),this.vbo_x.set_data(0,new Float32Array(this.glyph.x)),this.vbo_y.set_data(0,new Float32Array(this.glyph.y)),null!=this.glyph.angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph.angle)),null!=this.glyph.radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,r;for(n=this.glyph.sradius,r=[],t=0,e=n.length;e>t;t++)i=n[t],r.push(2*i);return r}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph.size))},e.prototype._set_visuals=function(t){return u(this.prog,this.vbo_linewidth,\"a_linewidth\",t,this.glyph.visuals.line,\"width\"),l(this.prog,this.vbo_fg_color,\"a_fg_color\",t,this.glyph.visuals.line),l(this.prog,this.vbo_bg_color,\"a_bg_color\",t,this.glyph.visuals.fill),this.prog.set_uniform(\"u_antialias\",\"float\",[.9])},e}(n),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"circle\",e.prototype.MARKERCODE=\"// --- disc\\nfloat marker(vec2 P, float size)\\n{\\n    return length(P) - size/2.0;\\n}\",e}(o),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH=\"square\",e.prototype.MARKERCODE=\"// --- square\\nfloat marker(vec2 P, float size)\\n{\\n    return max(abs(P.x), abs(P.y)) - size/2.0;\\n}\",e}(o),e.exports={CircleGLGlyph:r,SquareGLGlyph:a}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/color\":108,gloo2:298}],156:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"./bokehgl\"),s=t(\"./glyph\"),l=t(\"../../common/hittest\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._init_gl=function(t){return this.glglyph=new a.CircleGLGlyph(t,this)},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e;return null!=this.radius?\"data\"===this.distances.radius.units?(t=this.fields.radius_dimension.fixed_value,this.sradius=this.sdist(this.renderer[t+\"mapper\"],this[t],this.radius)):(this.sradius=this.radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,i,n,r;for(n=this.size,r=[],t=0,i=n.length;i>t;t++)e=n[t],r.push(e/2);return r}.call(this)},e.prototype._mask_data=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return e=this.renderer.plot_view.frame.get(\"h_range\"),p=this.renderer.plot_view.frame.get(\"v_range\"),null!=this.radius&&\"data\"===this.distances.radius.units?(l=e.get(\"start\"),u=e.get(\"end\"),i=this.renderer.xmapper.v_map_from_target([l,u],!0),f=i[0],g=i[1],f-=this.max_radius,g+=this.max_radius,h=p.get(\"start\"),c=p.get(\"end\"),n=this.renderer.ymapper.v_map_from_target([h,c],!0),m=n[0],_=n[1],m-=this.max_radius,_+=this.max_radius):(l=e.get(\"start\")-this.max_size,u=e.get(\"end\")+this.max_size,r=this.renderer.xmapper.v_map_from_target([l,u],!0),f=r[0],g=r[1],h=p.get(\"start\")-this.max_size,c=p.get(\"end\")+this.max_size,s=this.renderer.ymapper.v_map_from_target([h,c],!0),m=s[0],_=s[1]),f>g&&(o=[g,f],f=o[0],g=o[1]),m>_&&(a=[_,m],m=a[0],_=a[1]),function(){var t,e,i,n;for(i=this.index.search([f,m,g,_]),n=[],t=0,e=i.length;e>t;t++)d=i[t],n.push(d[4].i);return n}.call(this)},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u;for(l=i.sx,u=i.sy,a=i.sradius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j;if(d=[t.vx,t.vy],C=d[0],S=d[1],E=this.renderer.xmapper.map_from_target(C,!0),R=this.renderer.ymapper.map_from_target(S,!0),null!=this.radius&&\"data\"===this.distances.radius.units?(I=E-this.max_radius,N=E+this.max_radius,z=R-this.max_radius,j=R+this.max_radius):(D=C-this.max_size,T=C+this.max_size,f=this.renderer.xmapper.v_map_from_target([D,T],!0),I=f[0],N=f[1],g=[Math.min(I,N),Math.max(I,N)],I=g[0],N=g[1],A=S-this.max_size,P=S+this.max_size,m=this.renderer.ymapper.v_map_from_target([A,P],!0),z=m[0],j=m[1],_=[Math.min(z,j),Math.max(z,j)],z=_[0],j=_[1]),e=function(){var t,e,i,n;for(i=this.index.search([I,z,N,j]),n=[],t=0,e=i.length;e>t;t++)c=i[t],n.push(c[4].i);return n}.call(this),n=[],null!=this.radius&&\"data\"===this.distances.radius.units)for(s=0,u=e.length;u>s;s++)r=e[s],p=Math.pow(this.sradius[r],2),b=this.renderer.xmapper.map_to_target(E,!0),w=this.renderer.xmapper.map_to_target(this.x[r],!0),k=this.renderer.ymapper.map_to_target(R,!0),M=this.renderer.ymapper.map_to_target(this.y[r],!0),i=Math.pow(b-w,2)+Math.pow(k-M,2),p>=i&&n.push([r,i]);else for(y=this.renderer.plot_view.canvas.vx_to_sx(C),x=this.renderer.plot_view.canvas.vy_to_sy(S),a=0,h=e.length;h>a;a++)r=e[a],p=Math.pow(this.sradius[r],2),i=Math.pow(this.sx[r]-y,2)+Math.pow(this.sy[r]-x,2),p>=i&&n.push([r,i]);return n=o.chain(n).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),v=l.create_hit_test_result(),v[\"1d\"].indices=n,v},e.prototype._hit_span=function(t){var e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k;return n=[t.vx,t.vy],c=n[0],f=n[1],r=this.bounds(),y=r[0],k=r[1],h=l.create_hit_test_result(),\"h\"===t.direction?(w=k[0],x=k[1],null!=this.radius&&\"data\"===this.distances.radius.units?(p=c-this.max_radius,d=c+this.max_radius,s=this.renderer.xmapper.v_map_from_target([p,d]),_=s[0],v=s[1]):(i=this.max_size/2,p=c-i,d=c+i,o=this.renderer.xmapper.v_map_from_target([p,d],!0),_=o[0],v=o[1])):(_=y[0],v=y[1],null!=this.radius&&\"data\"===this.distances.radius.units?(g=f-this.max_radius,m=f+this.max_radius,a=this.renderer.ymapper.v_map_from_target([g,m]),w=a[0],x=a[1]):(i=this.max_size/2,g=f-i,m=f+i,u=this.renderer.ymapper.v_map_from_target([g,m],!0),w=u[0],x=u[1])),e=function(){var t,e,i,n;for(i=this.index.search([_,w,v,x]),n=[],t=0,e=i.length;e>t;t++)b=i[t],n.push(b[4].i);return n}.call(this),h[\"1d\"].indices=e,h},e.prototype._hit_rect=function(t){var e,i,n,r,s,o,a,u;return e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),a=i[0],u=i[1],n=l.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,a,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_poly=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g;for(a=[o.clone(t.vx),o.clone(t.vy)],f=a[0],g=a[1],p=this.renderer.plot_view.canvas.v_vx_to_sx(f),d=this.renderer.plot_view.canvas.v_vy_to_sy(g),e=function(){c=[];for(var t=0,e=this.sx.length;e>=0?e>t:t>e;e>=0?t++:t--)c.push(t);return c}.apply(this),i=[],n=s=0,u=e.length;u>=0?u>s:s>u;n=u>=0?++s:--s)r=e[n],l.point_in_poly(this.sx[n],this.sy[n],p,d)&&i.push(r);return h=l.create_hit_test_result(),h[\"1d\"].indices=i,h},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c;return l=null!=(a=this.get_reference_point())?a:0,o=[l],h={},h[l]=(e+i)/2,c={},c[l]=(n+r)/2,u={},u[l]=.2*Math.min(Math.abs(i-e),Math.abs(r-n)),s={sx:h,sy:c,sradius:u},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type=\"Circle\",e.prototype.distances=[\"?radius\",\"?size\"],e.prototype.fields=[\"radius_dimension:string\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{size:4})},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{radius_dimension:\"x\"})},e}(s.Model),e.exports={Model:n,View:r}},{\"../../common/hittest\":116,\"./bokehgl\":155,\"./glyph\":158,underscore:92}],157:[function(t,e,i){(function(i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;l=t(\"underscore\"),a=t(\"./glyph\"),s=null!=i._bokehTest?void 0:t(\"gear_utils\"),n=t(\"../../util/bezier\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return this.smodule=this.sdist(this.renderer.xmapper,this.x,this.module,\"edge\")},e.prototype._render=function(t,e,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S;for(M=i.sx,C=i.sy,k=i.smodule,r=i.angle,D=i.teeth,f=i.pressure_angle,x=i.shaft_size,l=i.internal,h=0,p=e.length;p>h;h++)if(a=e[h],!isNaN(M[a]+C[a]+r[a]+k[a]+D[a]+f[a]+x[a]+l[a])){for(d=k[a]*D[a]/2,o=l[a]?s.create_internal_gear_tooth:s.create_gear_tooth,b=o(k[a],D[a],f[a]),g=b.slice(0,3),n=g[0],T=g[1],S=g[2],y=b.slice(3),t.save(),t.translate(M[a],C[a]),t.rotate(r[a]),t.beginPath(),v=2*Math.PI/D[a],t.moveTo(T,S),u=c=0,m=D[a];m>=0?m>c:c>m;u=m>=0?++c:--c)this._render_seq(t,y),t.rotate(v);t.closePath(),l[a]?(_=d+2.75*k[a],t.moveTo(_,0),t.arc(0,0,_,0,2*Math.PI,!0)):x[a]>0&&(w=d*x[a],t.moveTo(w,0),t.arc(0,0,w,0,2*Math.PI,!0)),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,a),t.fill()),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,a),t.stroke()),t.restore()}},e.prototype._render_seq=function(t,e){var i,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(u=0;u<e.length;)switch(l.isString(e[u])&&(i=e[u],u+=1),i){case\"M\":g=e.slice(u,u+2),P=g[0],I=g[1],t.moveTo(P,I),m=[P,I],d=m[0],f=m[1],u+=2;break;case\"L\":v=e.slice(u,u+2),P=v[0],I=v[1],t.lineTo(P,I),y=[P,I],d=y[0],f=y[1],u+=2;break;case\"C\":b=e.slice(u,u+6),r=b[0],o=b[1],s=b[2],a=b[3],P=b[4],I=b[5],t.bezierCurveTo(r,o,s,a,P,I),w=[P,I],d=w[0],f=w[1],u+=6;break;case\"Q\":x=e.slice(u,u+4),r=x[0],o=x[1],P=x[2],I=x[3],t.quadraticCurveTo(r,o,P,I),k=[P,I],d=k[0],f=k[1],u+=4;break;case\"A\":for(M=e.slice(u,u+7),D=M[0],T=M[1],E=M[2],c=M[3],A=M[4],P=M[5],I=M[6],S=n.arc_to_bezier(d,f,D,T,-E,c,1-A,P,I),h=0,p=S.length;p>h;h++)C=S[h],r=C[0],o=C[1],s=C[2],a=C[3],P=C[4],I=C[5],t.bezierCurveTo(r,o,s,a,P,I);_=[P,I],d=_[0],f=_[1],u+=7;break;default:throw new Error(\"unexpected command: \"+i)}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"Gear\",e.prototype.angles=[\"angle\"],e.prototype.fields=[\"module\",\"internal:bool\",\"pressure_angle\",\"shaft_size\",\"teeth\"],e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{angle:0,pressure_angle:20,shaft_size:.3,internal:!1})},e}(a.Model),e.exports={Model:r,View:o}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../util/bezier\":248,\"./glyph\":158,gear_utils:297,underscore:92}],158:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;l=t(\"underscore\"),d=t(\"rbush\"),u=t(\"../../common/bbox\"),h=t(\"../../common/logging\").logger,a=t(\"../../common/has_parent\"),r=t(\"../../common/continuum_view\"),p=t(\"../../common/properties\"),n=t(\"../../mapper/categorical_mapper\"),c=t(\"proj4\"),f=c.defs(\"GOOGLE\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.initialize=function(t){var i,n,r,s;e.__super__.initialize.call(this,t),this.renderer=t.renderer,i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas&&this._init_gl(i.glcanvas.gl),s=p.factories;for(r in s)n=s[r],this[r]={},this[r]=l.extend(this[r],n(this.model));return this.warned={},this},e.prototype.render=function(t,e,i){if(this.mget(\"visible\")){if(t.beginPath(),null!=this.glglyph&&this._render_gl(t,e,i))return;return this._render(t,e,i)}},e.prototype._render_gl=function(t,e,i){var n,r,s,o;return s=this.renderer.map_to_screen([0,1,2],[0,1,2]),n=s[0],r=s[1],Math.abs(n[1]-n[0]-(n[2]-n[1]))>1e-6||Math.abs(r[1]-r[0]-(r[2]-r[1]))>1e-6?!1:(o={width:t.glcanvas.width,height:t.glcanvas.height,dx:n,dy:r,sx:n[1]-n[0],sy:r[1]-r[0]},this.glglyph.draw(e,i,o),!0)},e.prototype.map_data=function(){var t,e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_;for(r=this.model.coords,e=0,n=r.length;n>e;e++)if(s=r[e],m=s[0],_=s[1],d=\"s\"+m,g=\"s\"+_,l.isArray(null!=(o=this[m])?o[0]:void 0))for(a=[[],[]],this[d]=a[0],this[g]=a[1],t=i=0,u=this[m].length;u>=0?u>i:i>u;t=u>=0?++i:--i)h=this.renderer.map_to_screen(this[m][t],this[_][t]),p=h[0],f=h[1],this[d].push(p),this[g].push(f);else c=this.renderer.map_to_screen(this[m],this[_]),this[d]=c[0],this[g]=c[1];return this._map_data()},e.prototype.project_xy=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=c(f,[t[i],e[i]]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.project_xsys=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=this.project_xy(t[i],e[i]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.set_data=function(t){var e,i,n,r,s,o,a,l;n=this.coords;for(e in n)i=n[e],this[e]=i.array(t);this.renderer.plot_model.use_map&&(null!=this.x&&(r=this.project_xy(this.x,this.y),this.x=r[0],this.y=r[1]),null!=this.xs&&(s=this.project_xsys(this.xs,this.ys),this.xs=s[0],this.ys=s[1])),o=this.angles;for(e in o)i=o[e],this[e]=i.array(t);a=this.distances;for(e in a)i=a[e],this[e]=i.array(t),this[\"max_\"+e]=Math.max.apply(null,this[e]);l=this.fields;for(e in l)i=l[e],this[e]=i.array(t);return null!=this.glglyph&&this.glglyph.set_data_changed(this.x.length),this._set_data(),this.index=this._index_data()},e.prototype.set_visuals=function(t){var e,i,n;n=this.visuals;for(e in n)i=n[e],i.warm_cache(t);return null!=this.glglyph?this.glglyph.set_visuals_changed():void 0},e.prototype.bounds=function(){var t;return null==this.index?u.empty():(t=this.index.data.bbox,this._bounds([[t[0],t[2]],[t[1],t[3]]]))},e.prototype.scx=function(t){return this.sx[t]},e.prototype.scy=function(t){return this.sy[t]},e.prototype._init_gl=function(){return!1},e.prototype._set_data=function(){return null},e.prototype._map_data=function(){return null},e.prototype._mask_data=function(t){return t},e.prototype._bounds=function(t){return t},e.prototype._xy_index=function(){var t,e,i,r,s,o,a,l,u;for(e=d(),r=[],a=this.renderer.xmapper instanceof n.Model?this.renderer.xmapper.v_map_to_target(this.x,!0):this.x,u=this.renderer.ymapper instanceof n.Model?this.renderer.ymapper.v_map_to_target(this.y,!0):this.y,t=i=0,s=a.length;s>=0?s>i:i>s;t=s>=0?++i:--i)o=a[t],!isNaN(o)&&isFinite(o)&&(l=u[t],!isNaN(l)&&isFinite(l)&&r.push([o,l,o,l,{i:t}]));return e.load(r),e},e.prototype.sdist=function(t,e,i,n,r){var s,o,a,u,h,c,p;return null==n&&(n=\"edge\"),null==r&&(r=!1),l.isString(e[0])&&(e=t.v_map_to_target(e)),\"center\"===n?(o=function(){var t,e,n;for(n=[],t=0,e=i.length;e>t;t++)s=i[t],n.push(s/2);return n}(),u=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]-o[a]);return n}(),h=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]+o[a]);return n}()):(u=e,h=function(){var t,e,n;for(n=[],a=t=0,e=u.length;e>=0?e>t:t>e;a=e>=0?++t:--t)n.push(u[a]+i[a]);return n}()),c=t.v_map_to_target(u),p=t.v_map_to_target(h),r?function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.ceil(Math.abs(p[a]-c[a])));return i}():function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.abs(p[a]-c[a]));return i}()},e.prototype.hit_test=function(t){var e,i;return i=null,e=\"_hit_\"+t.type,null!=this[e]?i=this[e](t):null==this.warned[t.type]&&(h.error(\"'\"+t.type+\"' selection not available for \"+this.model.type),this.warned[t.type]=!0),i},e.prototype.get_reference_point=function(){var t;return t=this.mget(\"reference_point\"),l.isNumber(t)?this.data[t]:t},e.prototype.draw_legend=function(t,e,i,n,r){return null},e.prototype._generic_line_legend=function(t,e,i,n,r){var s,o;return o=null!=(s=this.get_reference_point())?s:0,t.save(),t.beginPath(),t.moveTo(e,(n+r)/2),t.lineTo(i,(n+r)/2),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},e.prototype._generic_area_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d,f,g;return h=null!=(u=this.get_reference_point())?u:0,l=[h],g=Math.abs(i-e),o=.1*g,a=Math.abs(r-n),s=.1*a,c=e+o,p=i-o,d=n+s,f=r-s,this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(c,d,p-c,f-d)),this.visuals.line.do_stroke?(t.beginPath(),t.rect(c,d,p-c,f-d),this.visuals.line.set_vectorize(t,h),t.stroke()):void 0},e}(r),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.visuals=[\"line\",\"fill\"],e.prototype.coords=[[\"x\",\"y\"]],e.prototype.distances=[],e.prototype.angles=[],e.prototype.fields=[],e.prototype.fill_defaults={fill_color:\"gray\",fill_alpha:1},e.prototype.line_defaults={line_color:\"black\",line_width:1,line_alpha:1,line_join:\"miter\",line_cap:\"butt\",line_dash:[],line_dash_offset:0},e.prototype.text_defaults={text_font:\"helvetica\",text_font_size:\"12pt\",text_font_style:\"normal\",text_color:\"#444444\",text_alpha:1,text_align:\"left\",text_baseline:\"bottom\"},e.prototype.defaults=function(){return l.extend({visible:!0})},e.prototype.display_defaults=function(){var t,i,n,r,s,o;for(o={},s=this.visuals,i=0,n=s.length;n>i;i++){switch(r=s[i]){case\"line\":t=this.line_defaults;break;case\"fill\":t=this.fill_defaults;break;case\"text\":t=this.text_defaults;break;default:h.warn(\"unknown visual property type '\"+r+\"'\");continue}o=l.extend(o,e.__super__.display_defaults.call(this),t)}return o},e}(a),e.exports={Model:s,View:o}},{\"../../common/bbox\":100,\"../../common/continuum_view\":109,\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/properties\":126,\n",
+       "        \"../../mapper/categorical_mapper\":138,proj4:56,rbush:89,underscore:92}],159:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;u=t(\"underscore\"),h=t(\"../../common/logging\").logger,o=t(\"../../common/has_parent\"),a=t(\"../../common/plot_widget\"),n=t(\"../../range/factor_range\"),l=t(\"../../source/remote_data_source\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){var i,n,r;return e.__super__.initialize.call(this,t),this.glyph=this.build_glyph_view(this.mget(\"glyph\")),r=this.mget(\"selection_glyph\"),null==r&&(r=this.mget(\"glyph\").clone(),r.set(this.model.selection_defaults,{silent:!0})),this.selection_glyph=this.build_glyph_view(r),n=this.mget(\"nonselection_glyph\"),null==n&&(n=this.mget(\"glyph\").clone(),n.set(this.model.nonselection_defaults,{silent:!0})),this.nonselection_glyph=this.build_glyph_view(n),i=this.mget(\"glyph\").clone(),i.set(this.model.decimated_defaults,{silent:!0}),this.decimated_glyph=this.build_glyph_view(i),this.xmapper=this.plot_view.frame.get(\"x_mappers\")[this.mget(\"x_range_name\")],this.ymapper=this.plot_view.frame.get(\"y_mappers\")[this.mget(\"y_range_name\")],this.set_data(!1),this.mget(\"data_source\")instanceof l.RemoteDataSource?this.mget(\"data_source\").setup(this.plot_view,this.glyph):void 0},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this})},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.request_render),this.listenTo(this.mget(\"data_source\"),\"change\",this.set_data),this.listenTo(this.mget(\"data_source\"),\"select\",this.request_render),this.listenTo(this.mget(\"glyph\"),\"propchange\",function(){return this.glyph.set_visuals(this.mget(\"data_source\")),this.request_render()})},e.prototype.have_selection_glyphs=function(){return!0},e.prototype.setup_server_data=function(){},e.prototype.set_data=function(t,e){var i,n,r,s,o,a,l,u,c;for(null==t&&(t=!0),c=Date.now(),u=this.mget(\"data_source\"),this.glyph.set_data(u,e),this.glyph.set_visuals(u),this.decimated_glyph.set_visuals(u),this.selection_glyph.set_visuals(u),this.nonselection_glyph.set_visuals(u),s=u.get_length(),null==s&&(s=1),this.all_indices=function(){l=[];for(var t=0;s>=0?s>t:t>s;s>=0?t++:t--)l.push(t);return l}.apply(this),o=this.plot_model.get(\"lod_factor\"),this.decimated=[],n=r=0,a=Math.floor(this.all_indices.length/o);a>=0?a>r:r>a;n=a>=0?++r:--r)this.decimated.push(this.all_indices[n*o]);return i=Date.now()-c,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): set_data finished in \"+i+\"ms\"),this.set_data_timestamp=Date.now(),t?this.request_render():void 0},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;if(w=Date.now(),o=this.glyph.glglyph,x=Date.now(),this.glyph.map_data(),e=Date.now()-w,k=Date.now(),u=o?this.all_indices:this.glyph._mask_data(this.all_indices),i=Date.now()-k,t=this.plot_view.canvas_view.ctx,t.save(),v=this.mget(\"data_source\").get(\"selected\"),v=v&&0!==v.length?v[\"0d\"].flag?u:v[\"1d\"].indices.length>0?v[\"1d\"].indices:v[\"2d\"].indices.length>0?v[\"2d\"].indices:[]:[],g=this.plot_model.get(\"lod_threshold\"),this.plot_view.interactive&&!o&&null!=g&&this.all_indices.length>g?(u=this.decimated,a=this.decimated_glyph,_=this.decimated_glyph,b=this.selection_glyph):(a=this.glyph,_=this.nonselection_glyph,b=this.selection_glyph),v.length&&this.have_selection_glyphs()){for(C=Date.now(),y={},c=0,d=v.length;d>c;c++)l=v[c],y[l]=!0;for(v=new Array,m=new Array,p=0,f=u.length;f>p;p++)l=u[p],null!=y[l]?v.push(l):m.push(l);r=Date.now()-C,M=Date.now(),_.render(t,m,this.glyph),b.render(t,v,this.glyph),n=Date.now()-M}else M=Date.now(),a.render(t,u,this.glyph),n=Date.now()-M;return this.last_dtrender=n,s=Date.now()-w,h.debug(this.glyph.model.type+\" GlyphRenderer (\"+this.model.id+\"): render finished in \"+s+\"ms\"),h.trace(\" - map_data finished in       : \"+e+\"ms\"),null!=i&&h.trace(\" - mask_data finished in      : \"+i+\"ms\"),null!=r&&h.trace(\" - selection mask finished in : \"+r+\"ms\"),h.trace(\" - glyph renders finished in  : \"+n+\"ms\"),t.restore()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.mget(\"x_range_name\"),this.mget(\"y_range_name\"))},e.prototype.draw_legend=function(t,e,i,n,r){return this.glyph.draw_legend(t,e,i,n,r)},e.prototype.hit_test=function(t){return this.glyph.hit_test(t)},e}(a),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.default_view=s,e.prototype.type=\"GlyphRenderer\",e.prototype.selection_defaults={},e.prototype.decimated_defaults={fill_alpha:.3,line_alpha:.3,fill_color:\"grey\",line_color:\"grey\"},e.prototype.nonselection_defaults={fill_alpha:.2,line_alpha:.2},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\",data_source:null})},e.prototype.display_defaults=function(){return u.extend({},e.__super__.display_defaults.call(this),{level:\"glyph\"})},e}(o),e.exports={Model:r,View:s}},{\"../../common/has_parent\":114,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../range/factor_range\":145,\"../../source/remote_data_source\":205,underscore:92}],160:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"./glyph\"),o=t(\"../../mapper/linear_color_mapper\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t,e,i,n,r,s,o,l,u,h,c;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),c=[],s=u=0,h=this.image.length;h>=0?h>u:u>h;s=h>=0?++u:--u)null!=this.rows?(this.height[s]=this.rows[s],this.width[s]=this.cols[s]):(this.height[s]=this.image[s].length,this.width[s]=this.image[s][0].length),i=document.createElement(\"canvas\"),i.width=this.width[s],i.height=this.height[s],r=i.getContext(\"2d\"),o=r.getImageData(0,0,this.width[s],this.height[s]),n=this.mget(\"color_mapper\"),l=null!=this.rows?this.image[s]:a.flatten(this.image[s]),t=n.v_map_screen(l),e=new Uint8ClampedArray(t),o.data.set(e),r.putImageData(o,0,0),this.image_data[s]=i,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=a.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units&&(this.max_dh=a.max(this.dh)),c.push(this._xy_index());return c},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],null!=r[n]&&(isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Image\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\",\"palette:string\"],e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../mapper/linear_color_mapper\":140,\"./glyph\":158,underscore:92}],161:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),m=[],u=p=0,f=this.image.length;f>=0?f>p:p>f;u=f>=0?++p:--p)if(null==e||u===e){if(null!=this.rows?(this.height[u]=this.rows[u],this.width[u]=this.cols[u]):(this.height[u]=this.image[u].length,this.width[u]=this.image[u][0].length),r=document.createElement(\"canvas\"),r.width=this.width[u],r.height=this.height[u],a=r.getContext(\"2d\"),h=a.getImageData(0,0,this.width[u],this.height[u]),null!=this.rows)h.data.set(new Uint8ClampedArray(this.image[u]));else{for(l=o.flatten(this.image[u]),i=new ArrayBuffer(4*l.length),s=new Uint32Array(i),c=d=0,g=l.length;g>=0?g>d:d>g;c=g>=0?++d:--d)s[c]=l[c];n=new Uint8ClampedArray(i),h.data.set(n)}a.putImageData(h,0,0),this.image_data[u]=r,this.max_dw=0,\"data\"===this.dw.units&&(this.max_dw=o.max(this.dw)),this.max_dh=0,\"data\"===this.dh.units?m.push(this.max_dh=o.max(this.dh)):m.push(void 0)}return m},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageRGBA\",e.prototype.visuals=[],e.prototype.distances=[\"dw\",\"dh\"],e.prototype.fields=[\"image:array\",\"?rows\",\"?cols\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],162:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t;return this.image=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(null);return r}.call(this),this.need_load=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!0);return r}.call(this),this.loaded=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!1);return r}.call(this),this._xy_index()},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.w,\"edge\",this.mget(\"dilate\")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.h,\"edge\",this.mget(\"dilate\"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;for(g=i.url,s=i.image,u=i.need_load,d=i.sx,f=i.sy,p=i.sw,c=i.sh,n=i.angle,h=[],a=0,l=e.length;l>a;a++)r=e[a],isNaN(d[r]+f[r]+n[r])||(u[r]?(o=new Image,o.onload=function(t){return function(e,i){return function(){return t.loaded[i]=!0,s[i]=e,t.renderer.request_render()}}}(this)(o,r),o.src=g[r],h.push(u[r]=!1)):this.loaded[r]?h.push(this._render_image(t,r,s[r],d,f,p,c,n)):h.push(void 0));return h},e.prototype._final_sx_sy=function(t,e,i,n,r){switch(t){case\"top_left\":return[e,i];case\"top_center\":return[e-n/2,i];case\"top_right\":return[e-n,i];case\"right_center\":return[e-n,i-r/2];case\"bottom_right\":return[e-n,i-r];case\"bottom_center\":return[e-n/2,i-r];case\"bottom_left\":return[e,i-r];case\"left_center\":return[e,i-r/2];case\"center\":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,s,o,a){var l,u;return isNaN(s[e])&&(s[e]=i.width),isNaN(o[e])&&(o[e]=i.height),l=this.mget(\"anchor\")||\"top_left\",u=this._final_sx_sy(l,n[e],r[e],s[e],o[e]),n=u[0],r=u[1],t.save(),t.globalAlpha=this.mget(\"global_alpha\"),a[e]?(t.translate(n,r),t.rotate(a[e]),t.drawImage(i,0,0,s[e],o[e]),t.rotate(-a[e]),t.translate(-n,-r)):t.drawImage(i,n,r,s[e],o[e]),t.restore()},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ImageURL\",e.prototype.visuals=[],e.prototype.distances=[\"w\",\"h\"],e.prototype.angles=[\"angle\"],e.prototype.fields=[\"url:string\"],e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{angle:0,global_alpha:1})},e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{})},e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],163:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function 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i=[t.vx,t.vy],r=i[0],s=i[1],o=this.renderer.xmapper.map_from_target(r,!0),l=this.renderer.ymapper.map_from_target(s,!0),e=function(){var t,e,i,n;for(i=this.index.search([o,l,o,l]),n=[],t=0,e=i.length;e>t;t++)o=i[t],n.push(o[4].i);return n}.call(this),n=a.create_hit_test_result(),n[\"1d\"].indices=e,n},e.prototype.scx=function(t){return(this.sleft[t]+this.sright[t])/2},e.prototype.scy=function(t){return(this.stop[t]+this.sbottom[t])/2},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Quad\",e.prototype.coords=[[\"right\",\"bottom\"],[\"left\",\"top\"]],e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,rbush:89,underscore:92}],182:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return 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this._generic_line_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"Ray\",e.prototype.visuals=[\"line\"],e.prototype.distances=[\"length\"],e.prototype.angles=[\"angle\"],e}(n.Model),e.exports={Model:r,View:s}},{\"./glyph\":158,underscore:92}],184:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./glyph\"),a=t(\"../../common/hittest\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._set_data=function(){return this.max_w2=0,\"data\"===this.distances.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,\"data\"===this.distances.height.units?this.max_h2=this.max_height/2:void 0},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return\"data\"===this.distances.width.units?this.sw=this.sdist(this.renderer.xmapper,this.x,this.width,\"center\",this.mget(\"dilate\")):this.sw=this.width,\"data\"===this.distances.height.units?this.sh=this.sdist(this.renderer.ymapper,this.y,this.height,\"center\",this.mget(\"dilate\")):this.sh=this.height},e.prototype._render=function(t,e,i){var 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e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),l=i[0],u=i[1],n=a.create_hit_test_result(),n[\"1d\"].indices=function(){var t,e,i,n;for(i=this.index.search([s,l,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(p=[t.vx,t.vy],b=p[0],k=p[1],T=this.renderer.xmapper.map_from_target(b,!0),P=this.renderer.ymapper.map_from_target(k,!0),\"screen\"===this.distances.width.units?(w=b-2*this.max_width,x=b+2*this.max_width,d=this.renderer.xmapper.v_map_from_target([w,x],!0),S=d[0],A=d[1]):(S=T-2*this.max_width,A=T+2*this.max_width),\"screen\"===this.distances.height.units?(M=k-2*this.max_height,C=k+2*this.max_height,f=this.renderer.ymapper.v_map_from_target([M,C],!0),E=f[0],I=f[1]):(E=P-2*this.max_height,I=P+2*this.max_height),r=[],g=function(){var t,e,i,n;for(i=this.index.search([S,E,A,I]),n=[],t=0,e=i.length;e>t;t++)u=i[t],n.push(u[4].i);return n}.call(this),o=0,l=g.length;l>o;o++)s=g[o],v=this.renderer.plot_view.canvas.vx_to_sx(b),y=this.renderer.plot_view.canvas.vy_to_sy(k),this.angle[s]&&(i=Math.sqrt(Math.pow(v-this.sx[s],2)+Math.pow(y-this.sy[s],2)),_=Math.sin(-this.angle[s]),e=Math.cos(-this.angle[s]),h=e*(v-this.sx[s])-_*(y-this.sy[s])+this.sx[s],c=_*(v-this.sx[s])+e*(y-this.sy[s])+this.sy[s],v=h,y=c),D=Math.abs(this.sx[s]-v)<=this.sw[s]/2,n=Math.abs(this.sy[s]-y)<=this.sh[s]/2,n&&D&&r.push(s);return m=a.create_hit_test_result(),m[\"1d\"].indices=r,m},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e.prototype._bounds=function(t){return[[t[0][0]-this.max_w2,t[0][1]+this.max_w2],[t[1][0]-this.max_h2,t[1][1]+this.max_h2]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"Rect\",e.prototype.distances=[\"width\",\"height\"],e.prototype.angles=[\"angle\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{angle:0,dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"./glyph\":158,underscore:92}],185:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"rbush\"),n=t(\"./glyph\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){var t,e,i,n,r;for(e=a(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t])||n.push([this.x0[t],this.y0[t],this.x1[t],this.y1[t],{i:t}]);return 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n}.call(this),u=0,c=v.length;c>u;u++)s=v[u],f=Math.pow(this.sradius[s],2),x=this.renderer.xmapper.map_to_target(N,!0),k=this.renderer.xmapper.map_to_target(this.x[s],!0),C=this.renderer.ymapper.map_to_target(j,!0),D=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(x-k,2)+Math.pow(C-D,2),f>=n&&i.push([s,n]);for(r=[],h=0,p=i.length;p>h;h++)y=i[h],s=y[0],n=y[1],w=this.renderer.plot_view.canvas.vx_to_sx(T),M=this.renderer.plot_view.canvas.vy_to_sy(P),e=Math.atan2(M-this.sy[s],w-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return b=a.create_hit_test_result(),b[\"1d\"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),b},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=s,e.prototype.type=\"Wedge\",e.prototype.distances=[\"radius\"],e.prototype.angles=[\"start_angle\",\"end_angle\"],e.prototype.fields=[\"direction:direction\"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:\"anticlock\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../common/mathutils\":120,\"./glyph\":158,underscore:92}],188:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C=function(t,e){function i(){this.constructor=t}for(var n in e)D.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},D={}.hasOwnProperty;f=t(\"underscore\"),w=null!=i._bokehTest?i._bokehTest.kiwi:t(\"kiwi\"),l=t(\"../../common/has_parent\"),h=t(\"../../common/layout_box\"),x=t(\"../../common/logging\").logger,p=t(\"../../common/plot_widget\"),M=t(\"../../common/properties\"),k=Math.PI/2,n=\"alphabetic\",c=\"middle\",a=\"hanging\",u=\"left\",d=\"right\",o=\"center\",v={above:{parallel:0,normal:-k,horizontal:0,vertical:-k},below:{parallel:0,normal:k,horizontal:0,vertical:k},left:{parallel:-k,normal:0,horizontal:0,vertical:-k},right:{parallel:k,normal:0,horizontal:0,vertical:k}},b={above:{parallel:n,normal:c,horizontal:n,vertical:c},below:{parallel:a,normal:c,horizontal:a,vertical:c},left:{parallel:n,normal:c,horizontal:c,vertical:n},right:{parallel:n,normal:c,horizontal:c,vertical:n}},g={above:{parallel:o,normal:u,horizontal:o,vertical:u},below:{parallel:o,normal:u,horizontal:o,vertical:d},left:{parallel:o,normal:d,horizontal:d,vertical:o},right:{parallel:o,normal:u,horizontal:u,vertical:o}},m={above:d,below:u,left:d,right:u},_={above:u,below:d,left:d,right:u},y=function(t,e,i){var n,r;return f.isString(i)?(r=b[e][i],n=g[e][i]):0===i?(r=b[e][i],n=g[e][i]):0>i?(r=\"middle\",n=m[e]):i>0&&(r=\"middle\",n=_[e]),t.textBaseline=r,t.textAlign=n},s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.rule_props=new M.Line({obj:this.model,prefix:\"axis_\"}),this.major_tick_props=new M.Line({obj:this.model,prefix:\"major_tick_\"}),this.minor_tick_props=new M.Line({obj:this.model,prefix:\"minor_tick_\"}),this.major_label_props=new M.Text({obj:this.model,prefix:\"major_label_\"}),this.axis_label_props=new M.Text({obj:this.model,prefix:\"axis_label_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;if(this.mget(\"visible\"))return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t),this._draw_major_ticks(t),this._draw_minor_ticks(t),this._draw_major_labels(t),this._draw_axis_label(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,\"change\",this.plot_view.request_render)},e.prototype._draw_rule=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m;if(this.rule_props.do_stroke){for(o=e=this.mget(\"rule_coords\"),d=o[0],g=o[1],a=this.plot_view.map_to_screen(d,g,this.x_range_name,this.y_range_name),c=a[0],p=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),f=u[0],m=u[1],this.rule_props.set_value(t),t.beginPath(),t.moveTo(Math.round(c[0]+r*f),Math.round(p[0]+s*m)),i=n=1,h=c.length;h>=1?h>n:n>h;i=h>=1?++n:--n)t.lineTo(Math.round(c[i]+r*f),Math.round(p[i]+s*m));return t.stroke()}},e.prototype._draw_major_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.major_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.major,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"major_tick_in\"),g=this.mget(\"major_tick_out\"),this.major_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_minor_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.minor_tick_props.do_stroke){for(e=this.mget(\"tick_coords\"),o=e.minor,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),r=l[0],s=l[1],u=this.mget(\"offsets\"),_=u[0],y=u[1],f=this.mget(\"minor_tick_in\"),g=this.mget(\"minor_tick_out\"),this.minor_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_major_labels=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,b,w,x,k,M,C,D;for(i=this.mget(\"tick_coords\"),h=i.major,k=h[0],C=h[1],c=this.plot_view.map_to_screen(k,C,this.x_range_name,this.y_range_name),w=c[0],x=c[1],p=this.mget(\"normals\"),a=p[0],l=p[1],d=this.mget(\"offsets\"),M=d[0],D=d[1],n=this.mget(\"dimension\"),_=this.mget(\"location\"),u=this.mget(\"major_label_orientation\"),e=f.isString(u)?v[_][u]:-u,b=this.model._tick_extent(this)+this.mget(\"major_label_standoff\"),o=this.mget(\"formatter\").format(i.major[n]),this.major_label_props.set_value(t),y(t,_,u),m=[],r=s=0,g=w.length;g>=0?g>s:s>g;r=g>=0?++s:--s)e?(t.translate(w[r]+a*b+a*M,x[r]+l*b+l*D),t.rotate(e),t.fillText(o[r],0,0),t.rotate(-e),m.push(t.translate(-w[r]-a*b+a*M,-x[r]-l*b+l*D))):m.push(t.fillText(o[r],Math.round(w[r]+a*b+a*M),Math.round(x[r]+l*b+l*D)));return m},e.prototype._draw_axis_label=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return i=this.mget(\"axis_label\"),null!=i?(o=this.mget(\"rule_coords\"),f=o[0],m=o[1],a=this.plot_view.map_to_screen(f,m,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget(\"normals\"),n=l[0],r=l[1],u=this.mget(\"offsets\"),g=u[0],_=u[1],h=this.mget(\"location\"),s=\"parallel\",e=v[h][s],c=this.model._tick_extent(this)+this.model._tick_label_extent(this)+this.mget(\"axis_label_standoff\"),p=(p[0]+p[p.length-1])/2,d=(d[0]+d[d.length-1])/2,this.axis_label_props.set_value(t),y(t,h,s),e?(t.translate(p+n*c+n*g,d+r*c+r*_),t.rotate(e),t.fillText(i,0,0),t.rotate(-e),t.translate(-p-n*c+n*g,-d-r*c+r*_)):t.fillText(i,p+n*c+n*g,d+r*c+r*_)):void 0},e}(p),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.default_view=s,e.prototype.type=\"Axis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"computed_bounds\",this._computed_bounds,!1),this.add_dependencies(\"computed_bounds\",this,[\"bounds\"]),this.add_dependencies(\"computed_bounds\",this.get(\"plot\"),[\"x_range\",\"y_range\"]),\n",
+       "        this.register_property(\"rule_coords\",this._rule_coords,!1),this.add_dependencies(\"rule_coords\",this,[\"computed_bounds\",\"side\"]),this.register_property(\"tick_coords\",this._tick_coords,!1),this.add_dependencies(\"tick_coords\",this,[\"computed_bounds\",\"location\"]),this.register_property(\"ranges\",this._ranges,!0),this.register_property(\"normals\",function(){return this._normals},!0),this.register_property(\"dimension\",function(){return this._dim},!0),this.register_property(\"offsets\",this._offsets,!0)},e.prototype.initialize_layout=function(t){var e,i;return e=new h.Model({solver:t}),this.panel=e,this._top=e._top,this._bottom=e._bottom,this._left=e._left,this._right=e._right,this._width=e._width,this._height=e._height,i=this.get(\"location\"),\"above\"===i?(this._dim=0,this._normals=[0,-1],this._size=e._height,this._anchor=e._bottom):\"below\"===i?(this._dim=0,this._normals=[0,1],this._size=e._height,this._anchor=e._top):\"left\"===i?(this._dim=1,this._normals=[-1,0],this._size=e._width,this._anchor=e._right):\"right\"===i?(this._dim=1,this._normals=[1,0],this._size=e._width,this._anchor=e._left):x.error(\"unrecognized side: '\"+i+\"'\")},e.prototype.update_layout=function(t,e){var i;return i=this.get(\"visible\")?this._tick_extent(t)+this._tick_label_extent(t)+this._axis_label_extent(t):0,null==this._last_size&&(this._last_size=-1),i!==this._last_size?(this._last_size=i,null!=this._size_constraint&&e.remove_constraint(this._size_constraint),this._size_constraint=new w.Constraint(new w.Expression(this._size,-i),w.Operator.Eq),e.add_constraint(this._size_constraint)):void 0},e.prototype._offsets=function(){var t,e,i,n,r;return i=this.get(\"location\"),e=[0,0],n=e[0],r=e[1],t=this.get(\"plot\").get(\"frame\"),\"below\"===i?r=Math.abs(this.panel.get(\"top\")-t.get(\"bottom\")):\"above\"===i?r=Math.abs(this.panel.get(\"bottom\")-t.get(\"top\")):\"right\"===i?n=Math.abs(this.panel.get(\"left\")-t.get(\"right\")):\"left\"===i&&(n=Math.abs(this.panel.get(\"right\")-t.get(\"left\"))),[n,r]},e.prototype._ranges=function(){var t,e,i,n;return e=this.get(\"dimension\"),i=(e+1)%2,t=this.get(\"plot\").get(\"frame\"),n=[t.get(\"x_ranges\")[this.get(\"x_range_name\")],t.get(\"y_ranges\")[this.get(\"y_range_name\")]],[n[e],n[i]]},e.prototype._computed_bounds=function(){var t,e,i,n,r,s,o,a;return r=this.get(\"ranges\"),i=r[0],t=r[1],a=null!=(s=this.get(\"bounds\"))?s:\"auto\",n=[i.get(\"min\"),i.get(\"max\")],\"auto\"===a?n:f.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(o=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(o=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[o,e]):(x.error(\"user bounds '\"+a+\"' not understood\"),null)},e.prototype._rule_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return n=this.get(\"dimension\"),r=(n+1)%2,a=this.get(\"ranges\"),o=a[0],e=a[1],l=this.get(\"computed_bounds\"),u=l[0],i=l[1],h=new Array(2),c=new Array(2),t=[h,c],s=this._get_loc(e),t[n][0]=Math.max(u,o.get(\"min\")),t[n][1]=Math.min(i,o.get(\"max\")),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[r][0]=s,t[r][1]=s,t},e.prototype._tick_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;if(n=this.get(\"dimension\"),s=(n+1)%2,v=this.get(\"ranges\"),g=v[0],e=v[1],y=this.get(\"computed_bounds\"),M=y[0],i=y[1],C=this.get(\"ticker\").get_ticks(M,i,g,{}),h=C.major,f=C.minor,l=this._get_loc(e),D=[],T=[],t=[D,T],p=[],d=[],c=[p,d],\"FactorRange\"===g.type)for(r=o=0,b=h.length;b>=0?b>o:o>b;r=b>=0?++o:--o)t[n].push(h[r]),t[s].push(l);else{for(w=[g.get(\"min\"),g.get(\"max\")],_=w[0],m=w[1],r=a=0,x=h.length;x>=0?x>a:a>x;r=x>=0?++a:--a)h[r]<_||h[r]>m||(t[n].push(h[r]),t[s].push(l));for(r=u=0,k=f.length;k>=0?k>u:u>k;r=k>=0?++u:--u)f[r]<_||f[r]>m||(c[n].push(f[r]),c[s].push(l))}return{major:t,minor:c}},e.prototype._get_loc=function(t){var e,i,n,r;return i=t.get(\"start\"),e=t.get(\"end\"),r=this.get(\"location\"),\"left\"===r||\"below\"===r?n=\"start\":(\"right\"===r||\"above\"===r)&&(n=\"end\"),t.get(n)},e.prototype._tick_extent=function(t){return this.get(\"major_tick_out\")},e.prototype._tick_label_extent=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,y,b,w;for(o=0,s=this.get(\"dimension\"),r=t.plot_view.canvas_view.ctx,n=this.get(\"tick_coords\").major,_=this.get(\"location\"),d=this.get(\"major_label_orientation\"),p=this.get(\"formatter\").format(n[s]),t.major_label_props.set_value(r),f.isString(d)?(u=1,e=v[_][d]):(u=2,e=-d),e=Math.abs(e),i=Math.cos(e),m=Math.sin(e),\"above\"===_||\"below\"===_?(w=m,l=i):(w=i,l=m),h=c=0,g=p.length;g>=0?g>c:c>g;h=g>=0?++c:--c)null!=p[h]&&(b=1.1*r.measureText(p[h]).width,a=.9*r.measureText(p[h]).ascent,y=b*w+a/u*l,y>o&&(o=y));return o>0&&(o+=this.get(\"major_label_standoff\")),o},e.prototype._axis_label_extent=function(t){var e,i,n,r,s,o,a,l,u;return r=0,l=this.get(\"location\"),o=\"parallel\",n=t.plot_view.canvas_view.ctx,t.axis_label_props.set_value(n),e=Math.abs(v[l][o]),i=Math.cos(e),a=Math.sin(e),this.get(\"axis_label\")&&(r+=this.get(\"axis_label_standoff\"),t.axis_label_props.set_value(n),u=1.1*n.measureText(this.get(\"axis_label\")).width,s=.9*n.measureText(this.get(\"axis_label\")).ascent,r+=\"above\"===l||\"below\"===l?u*a+s*i:u*i+s*a),r},e.prototype.defaults=function(){return f.extend({},e.__super__.defaults.call(this),{x_range_name:\"default\",y_range_name:\"default\"})},e.prototype.display_defaults=function(){return f.extend({},e.__super__.display_defaults.call(this),{level:\"overlay\",visible:!0,axis_line_color:\"black\",axis_line_width:1,axis_line_alpha:1,axis_line_join:\"miter\",axis_line_cap:\"butt\",axis_line_dash:[],axis_line_dash_offset:0,major_tick_in:2,major_tick_out:6,major_tick_line_color:\"black\",major_tick_line_width:1,major_tick_line_alpha:1,major_tick_line_join:\"miter\",major_tick_line_cap:\"butt\",major_tick_line_dash:[],major_tick_line_dash_offset:0,minor_tick_in:0,minor_tick_out:4,minor_tick_line_color:\"black\",minor_tick_line_width:1,minor_tick_line_alpha:1,minor_tick_line_join:\"miter\",minor_tick_line_cap:\"butt\",minor_tick_line_dash:[],minor_tick_line_dash_offset:0,major_label_standoff:5,major_label_orientation:\"horizontal\",major_label_text_font:\"helvetica\",major_label_text_font_size:\"10pt\",major_label_text_font_style:\"normal\",major_label_text_color:\"#444444\",major_label_text_alpha:1,major_label_text_align:\"center\",major_label_text_baseline:\"alphabetic\",axis_label:\"\",axis_label_standoff:5,axis_label_text_font:\"helvetica\",axis_label_text_font_size:\"16pt\",axis_label_text_font_style:\"normal\",axis_label_text_color:\"#444444\",axis_label_text_alpha:1,axis_label_text_align:\"center\",axis_label_text_baseline:\"alphabetic\"})},e}(l),e.exports={Model:r,View:s}}).call(this,\"undefined\"!=typeof global?global:\"undefined\"!=typeof self?self:\"undefined\"!=typeof window?window:{})},{\"../../common/has_parent\":114,\"../../common/layout_box\":117,\"../../common/logging\":119,\"../../common/plot_widget\":125,\"../../common/properties\":126,kiwi:303,underscore:92}],189:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"../../common/logging\").logger,n=t(\"./axis\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e}(n.View),r=function(e){function i(){return i.__super__.constructor.apply(this,arguments)}return a(i,e),i.prototype.default_view=s,i.prototype.type=\"CategoricalAxis\",i.prototype.initialize=function(e,n){var r;return i.__super__.initialize.call(this,e,n),r=t(\"../../common/base\").Collections,null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"CategoricalTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"CategoricalTickFormatter\").create()):void 0},i.prototype._computed_bounds=function(){var t,e,i,n,r,s;return n=this.get(\"ranges\"),e=n[0],t=n[1],s=null!=(r=this.get(\"bounds\"))?r:\"auto\",i=[e.get(\"min\"),e.get(\"max\")],\"auto\"!==s&&o.warn(\"Categorical Axes only support user_bounds='auto', ignoring\"),i},i}(n.Model),e.exports={Model:r,View:s}},{\"../../common/base\":99,\"../../common/logging\":119,\"./axis\":188}],190:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;r=t(\"../../common/base\").Collections,l=t(\"../../ticking/datetime_ticker\"),a=t(\"../../ticking/datetime_tick_formatter\"),n=t(\"./axis\"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e}(n.View),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type=\"DatetimeAxis\",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),null==this.get(\"ticker\")&&this.set_obj(\"ticker\",r(\"DatetimeTicker\").create()),null==this.get(\"formatter\")?this.set_obj(\"formatter\",r(\"DatetimeTickFormatter\").create()):void 0},e}(n.Model),e.exports={Model:s,View:o}},{\"../../common/base\":99,\"../../ticking/datetime_tick_formatter\":214,\"../../ticking/datetime_ticker\":215,\"./axis\":188}],191:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../common/has_parent\"),o=t(\"../../common/plot_widget\"),l=t(\"../../common/properties\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.grid_props=new l.Line({obj:this.model,prefix:\"grid_\"}),this.minor_grid_props=new l.Line({obj:this.model,prefix:\"minor_grid_\"}),this.band_props=new l.Fill({obj:this.model,prefix:\"band_\"}),this.x_range_name=this.mget(\"x_range_name\"),this.y_range_name=this.mget(\"y_range_name\")},e.prototype.render=function(){var t;return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_regions(t),this._draw_minor_grids(t),this._draw_grids(t),t.restore()},e.prototype.bind_bokeh_events=function(){return 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n;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box select tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"],select_every_mousemove:!1})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/box_selection\":194,\"./select_tool\":240,underscore:92}],234:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get(\"frame\"),n=this.mget(\"dimensions\"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this._update(o,a),this.mget(\"overlay\").set(\"data\",{}),this._baseboint=null,null},e.prototype._update=function(t,e){var i,n,r,s,o,a,l,u,h,c,p;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){h={},s=this.plot_view.frame.get(\"x_mappers\");for(r in s)n=s[r],o=n.v_map_from_target(t,!0),u=o[0],i=o[1],h[r]={start:u,end:i};c={},a=this.plot_view.frame.get(\"y_mappers\");for(r in a)n=a[r],l=n.v_map_from_target(e,!0),u=l[0],i=l[1],c[r]={start:u,end:i};return p={xrs:h,yrs:c},this.plot_view.update_range(p)}},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"BoxZoomTool\",e.prototype.tool_name=\"Box Zoom\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=20,e.prototype.initialize=function(t,i){var r;return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(this.get(\"tool_name\"),this._check_dims(this.get(\"dimensions\"),\"box zoom tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"]),this.set(\"overlay\",new n.Model),r=this.get(\"plot\").get(\"renderers\"),r.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",r)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../renderer/overlay/box_selection\":194,\"./gesture_tool\":235,underscore:92}],235:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),n=t(\"../button_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._clicked=function(){return this.model.set(\"active\",!0)},e}(n.ButtonView),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{event_type:this.event_type,default_order:this.default_order})},e}(n.Model),e.exports={Model:r,View:o,ButtonView:s}},{\"../button_tool\":231,underscore:92}],236:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_overlay()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_overlay():void 0},e.prototype._pan_start=function(t){var e,i,n;return e=this.plot_view.canvas,i=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[i],vy:[n]},null},e.prototype._pan=function(t){var e,i,n,r,s,o,l;return i=this.plot_view.canvas,o=i.sx_to_vx(t.bokeh.sx),l=i.sy_to_vy(t.bokeh.sy),this.data.vx.push(o),this.data.vy.push(l),r=this.mget(\"overlay\"),n={},n.vx=a.clone(this.data.vx),n.vy=a.clone(this.data.vy),r.set(\"data\",n),this.mget(\"select_every_mousemove\")?(e=null!=(s=t.srcEvent.shiftKey)?s:!1,this._select(this.data.vx,this.data.vy,!1,e)):void 0},e.prototype._pan_end=function(t){var e,i;return this._clear_overlay(),e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e)},e.prototype._clear_overlay=function(){return this.mget(\"overlay\").set(\"data\",null)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"LassoSelectTool\",e.prototype.tool_name=\"Lasso Select\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=12,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model({line_width:2})),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{select_every_mousemove:!0})},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],237:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),\n",
+       "        n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._pan_start=function(t){var e,i,n,r,s,o;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,i=this.plot_view.frame,s=e.sx_to_vx(t.bokeh.sx),o=e.sy_to_vy(t.bokeh.sy),i.contains(s,o)||(n=i.get(\"h_range\"),r=i.get(\"v_range\"),(s<n.get(\"start\")||s>n.get(\"end\"))&&(this.v_axis_only=!0),(o<r.get(\"start\")||o>r.get(\"end\"))&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){return this.h_axis_only=!1,this.v_axis_only=!1},e.prototype._update=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A;r=this.plot_view.frame,u=t-this.last_dx,h=e-this.last_dy,s=o.clone(r.get(\"h_range\")),x=s.get(\"start\")-u,w=s.get(\"end\")-u,T=o.clone(r.get(\"v_range\")),D=T.get(\"start\")-h,C=T.get(\"end\")-h,i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!this.v_axis_only?(y=x,b=w,m=-u):(y=s.get(\"start\"),b=s.get(\"end\"),m=0),i.indexOf(\"height\")>-1&&!this.h_axis_only?(k=D,M=C,_=h):(k=T.get(\"start\"),M=T.get(\"end\"),_=0),this.last_dx=t,this.last_dy=e,S={},p=r.get(\"x_mappers\");for(l in p)a=p[l],d=a.v_map_from_target([y,b],!0),v=d[0],n=d[1],S[l]={start:v,end:n};A={},f=r.get(\"y_mappers\");for(l in f)a=f[l],g=a.v_map_from_target([k,M],!0),v=g[0],n=g[1],A[l]={start:v,end:n};return c={xrs:S,yrs:A,sdx:m,sdy:_},this.plot_view.update_range(c),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"PanTool\",e.prototype.tool_name=\"Pan\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=10,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property(\"tooltip\",function(){return this._get_dim_tooltip(\"Pan\",this._check_dims(this.get(\"dimensions\"),\"pan tool\"))},!1),this.add_dependencies(\"tooltip\",this,[\"dimensions\"])},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{dimensions:[\"width\",\"height\"]})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],238:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t(\"underscore\"),s=t(\"../../renderer/overlay/poly_selection\"),o=t(\"./select_tool\"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,\"change:active\",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget(\"active\")?void 0:this._clear_data()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_data():void 0},e.prototype._doubletap=function(t){var e,i;return e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e),this._clear_data()},e.prototype._clear_data=function(){return this.data=null,this.mget(\"overlay\").set(\"data\",null)},e.prototype._tap=function(t){var e,i,n,r,s;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),null==this.data?(this.data={vx:[r],vy:[s]},null):(this.data.vx.push(r),this.data.vy.push(s),n=this.mget(\"overlay\"),i={},i.vx=a.clone(this.data.vx),i.vy=a.clone(this.data.vy),n.set(\"data\",i))},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:\"poly\",vx:t,vy:e},u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get(\"data_source\"),h=r.get(\"selection_manager\"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type=\"PolySelectTool\",e.prototype.tool_name=\"Poly Select\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"tap\",e.prototype.default_order=11,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set(\"overlay\",new s.Model),n=this.get(\"plot\").get(\"renderers\"),n.push(this.get(\"overlay\")),this.get(\"plot\").set(\"renderers\",n)},e}(o.Model),e.exports={Model:n,View:r}},{\"../../renderer/overlay/poly_selection\":195,\"./select_tool\":240,underscore:92}],239:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.className=\"bk-resize-popup\",e.prototype.initialize=function(t){var i;return e.__super__.initialize.call(this,t),i=this.plot_view.$el.find(\"div.bk-canvas-wrapper\"),this.$el.appendTo(i),this.$el.hide(),this.active=!1,null},e.prototype.activate=function(){return this.active=!0,this.render(),null},e.prototype.deactivate=function(){return this.active=!1,this.render(),null},e.prototype.render=function(t){var e,i,n,r;return this.active?(e=this.plot_view.canvas,i=this.plot_view.frame,n=e.vx_to_sx(i.get(\"h_range\").get(\"end\")-40),r=e.vy_to_sy(i.get(\"v_range\").get(\"start\")+40),this.$el.attr(\"style\",\"position:absolute; top:\"+r+\"px; left:\"+n+\"px;\"),this.$el.show()):this.$el.hide(),this},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this.ch=e.get(\"height\"),this.cw=e.get(\"width\"),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._pan=function(t){return this._update(t.deltaX,t.deltaY),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._update=function(t,e){var i;return this.plot_view.pause(),i=this.plot_view.canvas,i._set_dims([this.cw+t,this.ch+e]),this.plot_view.unpause(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"ResizeTool\",e.prototype.tool_name=\"Resize\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"pan\",e.prototype.default_order=40,e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{level:\"overlay\",data:{}})},e}(n.Model),e.exports={Model:r,View:s}},{\"./gesture_tool\":235,underscore:92}],240:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),a=t(\"../../common/logging\").logger,n=t(\"./gesture_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._keyup=function(t){var e,i,n,r,s,o,a;if(27===t.keyCode){for(s=this.mget(\"renderers\"),o=[],i=0,n=s.length;n>i;i++)r=s[i],e=r.get(\"data_source\"),a=e.get(\"selection_manager\"),o.push(a.clear());return o}},e.prototype._save_geometry=function(t,e,i){var n,r,s,l,u,h,c,p;if(n=o.clone(t),c=this.plot_view.frame.get(\"x_mappers\")[\"default\"],p=this.plot_view.frame.get(\"y_mappers\")[\"default\"],\"point\"===n.type)n.x=c.map_from_target(n.vx),n.y=p.map_from_target(n.vy);else if(\"rect\"===n.type)n.x0=c.map_from_target(n.vx0),n.y0=p.map_from_target(n.vy0),n.x1=c.map_from_target(n.vx1),n.y1=p.map_from_target(n.vy1);else if(\"poly\"===n.type)for(n.x=new Array(n.vx.length),n.y=new Array(n.vy.length),s=l=0,u=n.vx.length;u>=0?u>l:l>u;s=u>=0?++l:--l)n.x[s]=c.map_from_target(n.vx[s]),n.y[s]=p.map_from_target(n.vy[s]);else a.debug(\"Unrecognized selection geometry type: '\"+n.type+\"'\");return e&&(h=this.plot_model.get(\"tool_events\"),i?(r=h.get(\"geometries\"),r.push(n)):r=[n],h.set(\"geometries\",r),h.save()),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,l,u;for(e.__super__.initialize.call(this,t,i),o=this.get(\"names\"),u=this.get(\"renderers\"),0===u.length&&(n=this.get(\"plot\").get(\"renderers\"),u=function(){var t,e,i;for(i=[],t=0,e=n.length;e>t;t++)l=n[t],\"GlyphRenderer\"===l.type&&i.push(l);return i}()),o.length>0&&(u=function(){var t,e,i;for(i=[],t=0,e=u.length;e>t;t++)l=u[t],o.indexOf(l.get(\"name\"))>=0&&i.push(l);return i}()),this.set(\"renderers\",u),a.debug(\"setting \"+u.length+\" renderers for \"+this.type+\" \"+this.id),r=0,s=u.length;s>r;r++)l=u[r],a.debug(\" - \"+l.type+\" \"+l.id);return null},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{renderers:[],names:[],multi_select_modifier:\"shift\"})},e}(n.Model),e.exports={Model:r,View:s}},{\"../../common/logging\":119,\"./gesture_tool\":235,underscore:92}],241:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./select_tool\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._tap=function(t){var e,i,n,r,s;return i=this.plot_view.canvas,r=i.sx_to_vx(t.bokeh.sx),s=i.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)?n:!1,this._select(r,s,!0,e)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(o={type:\"point\",vx:t,vy:e},r=this.mget(\"callback\"),h=this.mget(\"renderers\"),a=0,l=h.length;l>a;a++)u=h[a],s=u.get(\"data_source\"),c=s.get(\"selection_manager\"),c.select(this,this.plot_view.renderers[u.id],o,i,n),null!=r&&r.execute(s);return this._save_geometry(o,i,n),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type=\"TapTool\",e.prototype.tool_name=\"Tap\",e.prototype.icon=\"data:image/png;base64,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\",e.prototype.event_type=\"tap\",e.prototype.default_order=10,e}(n.Model),e.exports={Model:r,View:s}},{\"./select_tool\":240,underscore:92}],242:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t(\"underscore\"),n=t(\"./gesture_tool\"),(\"undefined\"==typeof a||null===a)&&(a={}),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E;s=this.plot_model.get(\"frame\"),a=s.get(\"h_range\"),x=s.get(\"v_range\"),k=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),D=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),(k<a.get(\"start\")||k>a.get(\"end\"))&&(w=!0),(D<x.get(\"start\")||D>x.get(\"end\"))&&(o=!0),u=navigator.userAgent.toLowerCase().indexOf(\"firefox\")>-1?20:1,e=null!=(null!=(c=t.originalEvent)?c.deltaY:void 0)?-t.originalEvent.deltaY*u:t.bokeh.delta,r=this.mget(\"speed\")*e,r>.9?r=.9:-.9>r&&(r=-.9),C=a.get(\"start\"),M=a.get(\"end\"),S=x.get(\"start\"),T=x.get(\"end\"),i=this.mget(\"dimensions\"),i.indexOf(\"width\")>-1&&!w?(_=C-(C-k)*r,v=M-(M-k)*r):(_=C,v=M),i.indexOf(\"height\")>-1&&!o?(y=S-(S-D)*r,b=T-(T-D)*r):(y=S,b=T),A={},p=s.get(\"x_mappers\");for(h in p)l=p[h],d=l.v_map_from_target([_,v],!0),m=d[0],n=d[1],A[h]={start:m,end:n};P={},f=s.get(\"y_mappers\");for(h in f)l=f[h],g=l.v_map_from_target([y,b],!0),m=g[0],n=g[1],P[h]={start:m,end:n};return E={xrs:A,yrs:P,factor:r},this.plot_view.update_range(E),this.plot_view.interactive_timestamp=Date.now(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type=\"WheelZoomTool\",e.prototype.tool_name=\"Wheel 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this._inspect(s,o);i=this.mget(\"ttmodels\");for(n in i)r=i[n],r.clear()}},e.prototype._move_exit=function(){var t,e,i,n;t=this.mget(\"ttmodels\"),e=[];for(i in t)n=t[i],e.push(n.clear());return e},e.prototype._inspect=function(t,e,i){var n,r,s,o,a,l,u,h;for(n={type:\"point\",vx:t,vy:e},\"mouse\"===this.mget(\"mode\")?n.type=\"point\":(n.type=\"span\",\"vline\"===this.mget(\"mode\")?n.direction=\"h\":n.direction=\"v\"),r=[],s=[],u=this.mget(\"renderers\"),o=0,a=u.length;a>o;o++)l=u[o],h=l.get(\"data_source\").get(\"selection_manager\"),h.inspect(this,this.plot_view.renderers[l.id],n,{geometry:n});null!=this.mget(\"callback\")&&this._emit_callback(n)},e.prototype._update=function(t,e,i,n,r){var s,o,a,l,u,h,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H,B,W,q,Y,V,$,U,G;if(m=r.geometry,B=null!=(M=this.mget(\"ttmodels\")[i.model.id])?M:null,null!=B&&(B.clear(),C=[t[\"1d\"].indices,t[\"2d\"].indices],v=C[0],y=C[1],t[\"0d\"].flag!==!1||0!==v.length||0!==y.length)){for(q=m.vx,Y=m.vy,s=this.plot_model.get(\"canvas\"),g=this.plot_model.get(\"frame\"),L=s.vx_to_sx(q),H=s.vy_to_sy(Y),$=g.get(\"x_mappers\")[i.mget(\"x_range_name\")],G=g.get(\"y_mappers\")[i.mget(\"y_range_name\")],V=$.map_from_target(q),U=G.map_from_target(Y),T=t[\"0d\"].indices,b=0,x=T.length;x>b;b++)_=T[b],h=i.glyph.x[_+1],p=i.glyph.y[_+1],\"interp\"===this.mget(\"line_policy\")?(S=i.glyph.get_interpolation_hit(_,m),h=S[0],p=S[1],z=$.map_to_target(h),j=G.map_to_target(p)):\"prev\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_]),j=s.sy_to_vy(i.glyph.sy[_])):\"next\"===this.mget(\"line_policy\")?(z=s.sx_to_vx(i.glyph.sx[_+1]),j=s.sy_to_vy(i.glyph.sy[_+1])):\"nearest\"===this.mget(\"line_policy\")?(o=i.glyph.sx[_],a=i.glyph.sy[_],d=c.dist_2_pts(o,a,L,H),l=i.glyph.sx[_+1],u=i.glyph.sy[_+1],f=c.dist_2_pts(l,u,L,H),f>d?(A=[o,a],O=A[0],F=A[1]):(P=[l,u],O=P[0],F=P[1],_+=1),h=i.glyph.x[_],p=i.glyph.y[_],z=s.sx_to_vx(O),j=s.sy_to_vy(F)):(E=[q,Y],z=E[0],j=E[1]),W={index:_,x:V,y:U,vx:q,vy:Y,sx:L,sy:H,data_x:h,data_y:p,rx:z,ry:j},B.add(z,j,this._render_tooltips(n,_,W));for(I=t[\"1d\"].indices,w=0,k=I.length;k>w;w++)_=I[w],h=null!=(N=i.glyph.x)?N[_]:void 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n(\"<div>\").html(l.replace_placeholders(k,t,e,i));for(w=n(\"<table></table>\"),c=0,d=k.length;d>c;c++){if(m=k[c],p=m[0],M=m[1],v=n(\"<tr></tr>\"),v.append(n(\"<td class='bk-tooltip-row-label'>\").text(p+\": \")),x=n(\"<td class='bk-tooltip-row-value'></td>\"),M.indexOf(\"$color\")>=0){if(_=M.match(/\\$color(\\[.*\\])?:(\\w*)/),f=_[0],g=_[1],r=_[2],o=t.get_column(r),null==o){y=n(\"<span>\").text(r+\" unknown\"),x.append(y);continue}if(a=(null!=g?g.indexOf(\"hex\"):void 0)>=0,b=(null!=g?g.indexOf(\"swatch\"):void 0)>=0,s=o[e],null==s){y=n(\"<span>(null)</span>\"),x.append(y);continue}a&&(s=h(s)),y=n(\"<span>\").text(s),x.append(y),b&&(y=n(\"<span class='bk-tooltip-color-block'> </span>\"),y.css({backgroundColor:s})),x.append(y)}else M=M.replace(\"$~\",\"$data_\"),M=l.replace_placeholders(M,t,e,i),x.append(n(\"<span>\").html(M));v.append(x),w.append(v)}return w},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}var i;return p(e,t),e.prototype.default_view=s,e.prototype.type=\"HoverTool\",e.prototype.tool_name=\"Hover Tool\",i=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAA8ElEQVQ4T42T0Q2CMBCGaQjPxgmMG/jelIQN3ECZQEfADRwBJzBuQCC81wlkBHxvqP8lmhTsUfpSWvp/vfvvKiJn1HVdpml6dPdC38I90DSNxVobYzKMPiSm/z5AZK3t4zjOpJQ6BPECfiKAcqRUzkFmASQEhHzJOUgQ8BWyviwFsL4sBnC+LAE84YMWQnSAVCixdkvMAiB6Q7TCfJtrLq4PHkmSnHHbi0LHvOYa6w/g3kitjSgOYFyUUoWvlCPA9C1gvQfgDmiHNLZBgO8A3geZt+G6chQBA7hi/0QVQBrZ9EwQ0LbtbhgGghQAVFPAB25HmRH8b2/nAAAAAElFTkSuQmCC\",e.prototype.initialize=function(t,i){var n,r,s,o,l,h,c,p;if(e.__super__.initialize.call(this,t,i),p={},l=this.get(\"plot\").get(\"renderers\"),c=this.get(\"tooltips\"))for(o=this.get(\"renderers\"),n=0,r=o.length;r>n;n++)s=o[n],h=new a.Model,h.set(\"custom\",u.isString(c)),p[s.id]=h,l.push(h);this.set(\"ttmodels\",p),this.get(\"plot\").set(\"renderers\",l)},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{tooltips:[[\"index\",\"$index\"],[\"data (x, y)\",\"($x, $y)\"],[\"canvas (x, y)\",\"($sx, $sy)\"]],mode:\"mouse\",point_policy:\"snap_to_data\",line_policy:\"prev\"})},e}(o.Model),e.exports={Model:r,View:s}},{\"../../common/hittest\":116,\"../../renderer/annotation/tooltip\":150,\"../../util/util\":250,\"./inspect_tool\":245,jquery:18,underscore:92}],245:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;l=t(\"underscore\"),n=t(\"backbone\"),h=t(\"../../common/logging\").logger,a=t(\"../tool\"),u=t(\"./inspect_tool_list_item_template\"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.className=\"bk-toolbar-inspector\",e.prototype.template=u,e.prototype.events={'click 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uniform\")}h=this.UTYPEMAP[e],this.activate(),this._gl[h](c,i)},n.prototype.set_attribute=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f,g,m,_;if(n=void 0===n?null:n,!this._linked)throw h=new Error(\"RuntimeError:Cannot set attribute when program has no code\"),h.name=\"RuntimeError\",h;if(d=\"function\"==typeof(s=this._handles).get?s.get(t,-1):s[t]||-1,0>d){if(((o=this._known_invalid).indexOf?o:Object.keys(o)).indexOf(t)>=0)return;if(d=this._gl.getAttribLocation(this._handle,t),((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=d,0>d){if((this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),i&&0!=i[0]&&i[2]>0)return;return void console.log(\"Variable \"+t+\" is not an active attribute\")}}this.activate(),null===i?(c=this.ATYPEMAP[e],this._attributes[t]=[0,d,c,n]):(l=i,_=l[0],m=l[1],f=l[2],u=this.ATYPEINFO[e],g=u[0],p=u[1],c=\"vertexAttribPointer\",r=[g,p,this._gl.FALSE,m,f],this._attributes[t]=[_._handle,d,c,r])},n.prototype._pre_draw=function(){var t,e,i,n,r,s,o,a,l,u,h,c;this.activate(),n=this._samplers;for(c in n)n.hasOwnProperty(c)&&(c=n[c],i=c,l=i[0],a=i[1],u=i[2],this._gl.activeTexture(this._gl.TEXTURE0+u),this._gl.bindTexture(l,a));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],r=c,h=r[0],e=r[1],o=r[2],t=r[3],h?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))));this._validated||(this._validated=!0,this._validate())},n.prototype._validate=function(){var t;if(this._unset_variables.length&&console.log(\"Program has unset variables: \"+this._unset_variables),this._gl.validateProgram(this._handle),!this._gl.getProgramParameter(this._handle,this._gl.VALIDATE_STATUS))throw console.log(this._gl.getProgramInfoLog(this._handle)),t=new Error(\"RuntimeError:Program validation error\"),t.name=\"RuntimeError\",t},n.prototype.draw=function(t,e){var n,r,s,a,l,u;if(!this._linked)throw a=new Error(\"RuntimeError:Cannot draw program if code has not been set\"),a.name=\"RuntimeError\",a;o(this._gl,\"before draw\"),e instanceof i?(this._pre_draw(),e.activate(),n=e._buffer_size/2,u=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,u,0),e.deactivate()):(r=e,l=r[0],n=r[1],n&&(this._pre_draw(),this._gl.drawArrays(t,l,n))),s=this._gl.getError(),o(this._gl,\"after draw\")},t=function(){this.__init__&&this.__init__.apply(this,arguments)},t.prototype=Object.create(e.prototype),t.prototype._base_class=e.prototype,t.prototype._target=null,t.prototype._usage=35048,t.prototype._create=function(){this._handle=this._gl.createBuffer(),this._buffer_size=0},t.prototype[\"delete\"]=function(){this._gl.deleteBuffer(this._handle)},t.prototype.activate=function(){this._gl.bindBuffer(this._target,this._handle)},t.prototype.deactivate=function(){this._gl.bindBuffer(this._target,null)},t.prototype.set_size=function(t){t!=this._buffer_size&&(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t)},t.prototype.set_data=function(t,e){var i;this.activate(),i=e.length*e.BYTES_PER_ELEMENT,this._gl.bufferSubData(this._target,t,e)},s=function(){this.__init__&&this.__init__.apply(this,arguments)},s.prototype=Object.create(t.prototype),s.prototype._base_class=t.prototype,s.prototype._target=34962,i=function(){this.__init__&&this.__init__.apply(this,arguments)},i.prototype=Object.create(t.prototype),i.prototype._base_class=t.prototype,i.prototype._target=34963,r=function(){this.__init__&&this.__init__.apply(this,arguments)},r.prototype=Object.create(e.prototype),r.prototype._base_class=e.prototype,r.prototype._target=3553,r.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Int32Array:5125,Float32Array:5126},r.prototype._create=function(){this._handle=this._gl.createTexture(),this._shape_format=null},r.prototype[\"delete\"]=function(){this._gl.deleteTexture(this._handle)},r.prototype.activate=function(){this._gl.bindTexture(this._target,this._handle)},r.prototype.deactivate=function(){this._gl.bindTexture(this._target,0)},r.prototype._get_alignment=function(t){var e,i,n,r,s;for(i=[4,8,2,1],n=i,\"object\"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),s=n.length,r=0;s>r;r+=1)if(e=n[r],t%e==0)return e},r.prototype.set_wrapping=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e)},r.prototype.set_interpolation=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e)},r.prototype.set_size=function(t,e){var i,n,r;i=t,n=i[0],r=i[1],[n,r,e]!=this._shape_format&&(this._shape_format=[n,r,e],this.activate(),this._gl.texImage2D(this._target,0,e,r,n,0,e,this._gl.UNSIGNED_BYTE,null))},r.prototype.set_data=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(this.activate(),l=this._shape_format[2],r=e,h=r[0],c=r[1],s=t,d=s[0],p=s[1],u=\"function\"==typeof(o=this._types).get?o.get(i.constructor.name,null):o[i.constructor.name]||null,null===u)throw a=new Error(\"ValueError:\"+(\"Type \"+i.constructor.name+\" not allowed for texture\")),a.name=\"ValueError\",a;n=this._get_alignment(e[e.length-2]*e[e.length-1]),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,n),this._gl.texSubImage2D(this._target,0,p,d,c,h,l,u,i),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4)},{Buffer:t,GlooObject:e,IndexBuffer:i,Program:n,Texture2D:r,VertexBuffer:s,check_error:o}})},{}],299:[function(t,e,i){var n=t(\"jquery\");t(\"./jQRangeSlider\"),e.exports=n.widget(\"ui.dateRangeSlider\",n.ui.rangeSlider,{options:{bounds:{min:new Date(2010,0,1).valueOf(),max:new Date(2012,0,1).valueOf()},defaultValues:{min:new Date(2010,1,11).valueOf(),max:new Date(2011,1,11).valueOf()}},_create:function(){n.ui.rangeSlider.prototype._create.apply(this),this.element.addClass(\"bk-ui-dateRangeSlider\")},destroy:function(){this.element.removeClass(\"bk-ui-dateRangeSlider\"),n.ui.rangeSlider.prototype.destroy.apply(this)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min.valueOf(),max:this.options.defaultValues.max.valueOf()}},_setRulerParameters:function(){this.ruler.ruler({min:new Date(this.options.bounds.min),max:new Date(this.options.bounds.max),scales:this.options.scales})},_setOption:function(t,e){(\"defaultValues\"===t||\"bounds\"===t)&&\"undefined\"!=typeof e&&null!==e&&this._isValidDate(e.min)&&this._isValidDate(e.max)?n.ui.rangeSlider.prototype._setOption.apply(this,[t,{min:e.min.valueOf(),max:e.max.valueOf()}]):n.ui.rangeSlider.prototype._setOption.apply(this,this._toArray(arguments))},_handleType:function(){return\"dateRangeSliderHandle\"},option:function(t){if(\"bounds\"===t||\"defaultValues\"===t){var e=n.ui.rangeSlider.prototype.option.apply(this,arguments);return{min:new Date(e.min),max:new Date(e.max)}}return n.ui.rangeSlider.prototype.option.apply(this,this._toArray(arguments))},_defaultFormatter:function(t){var e=t.getMonth()+1,i=t.getDate();return\"\"+t.getFullYear()+\"-\"+(10>e?\"0\"+e:e)+\"-\"+(10>i?\"0\"+i:i)},_getFormatter:function(){var t=this.options.formatter;return(this.options.formatter===!1||null===this.options.formatter)&&(t=this._defaultFormatter),function(t){return function(e){return t(new Date(e))}}(t)},values:function(t,e){var i=null;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.values.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.values.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},min:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.min.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.min.apply(this))},max:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.max.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.max.apply(this))},bounds:function(t,e){var i;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.bounds.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.bounds.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},_isValidDate:function(t){return\"undefined\"!=typeof t&&t instanceof Date},_toArray:function(t){return Array.prototype.slice.call(t)}})},{\"./jQRangeSlider\":300,jquery:18}],300:[function(t,e,i){var n=t(\"jquery\");t(\"jquery-ui/core\"),t(\"jquery-ui/widget\"),t(\"jquery-ui/mouse\"),t(\"jquery-mousewheel\"),e.exports=n.widget(\"ui.rangeSlider\",{options:{bounds:{min:0,max:100},defaultValues:{min:20,max:50},wheelMode:null,wheelSpeed:4,arrows:!0,valueLabels:\"show\",formatter:null,durationIn:0,durationOut:400,delayOut:200,range:{min:!1,max:!1},step:!1,scales:!1,enabled:!0,symmetricPositionning:!1},_values:null,_valuesChanged:!1,_initialized:!1,bar:null,leftHandle:null,rightHandle:null,innerBar:null,container:null,arrows:null,labels:null,changing:{min:!1,max:!1},changed:{min:!1,max:!1},ruler:null,_create:function(){this._setDefaultValues(),this.labels={left:null,right:null,leftDisplayed:!0,rightDisplayed:!0},this.arrows={left:null,right:null},this.changing={min:!1,max:!1},this.changed={min:!1,max:!1},this._createElements(),this._bindResize(),setTimeout(n.proxy(this.resize,this),1),setTimeout(n.proxy(this._initValues,this),1)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min,max:this.options.defaultValues.max}},_bindResize:function(){var t=this;this._resizeProxy=function(e){t.resize(e)},n(window).resize(this._resizeProxy)},_initWidth:function(){this.container.css(\"width\",this.element.width()-this.container.outerWidth(!0)+this.container.width()),this.innerBar.css(\"width\",this.container.width()-this.innerBar.outerWidth(!0)+this.innerBar.width())},_initValues:function(){this._initialized=!0,this.values(this._values.min,this._values.max)},_setOption:function(t,e){this._setWheelOption(t,e),this._setArrowsOption(t,e),this._setLabelsOption(t,e),this._setLabelsDurations(t,e),this._setFormatterOption(t,e),this._setBoundsOption(t,e),this._setRangeOption(t,e),this._setStepOption(t,e),this._setScalesOption(t,e),this._setEnabledOption(t,e),this._setPositionningOption(t,e)},_validProperty:function(t,e,i){return null===t||\"undefined\"==typeof t[e]?i:t[e]},_setStepOption:function(t,e){\"step\"===t&&(this.options.step=e,this._leftHandle(\"option\",\"step\",e),this._rightHandle(\"option\",\"step\",e),this._changed(!0))},_setScalesOption:function(t,e){\"scales\"===t&&(e===!1||null===e?(this.options.scales=!1,this._destroyRuler()):e instanceof Array&&(this.options.scales=e,this._updateRuler()))},_setRangeOption:function(t,e){\"range\"===t&&(this._bar(\"option\",\"range\",e),this.options.range=this._bar(\"option\",\"range\"),this._changed(!0))},_setBoundsOption:function(t,e){\"bounds\"===t&&\"undefined\"!=typeof e.min&&\"undefined\"!=typeof e.max&&this.bounds(e.min,e.max)},_setWheelOption:function(t,e){(\"wheelMode\"===t||\"wheelSpeed\"===t)&&(this._bar(\"option\",t,e),this.options[t]=this._bar(\"option\",t))},_setLabelsOption:function(t,e){if(\"valueLabels\"===t){if(\"hide\"!==e&&\"show\"!==e&&\"change\"!==e)return;this.options.valueLabels=e,\"hide\"!==e?(this._createLabels(),this._leftLabel(\"update\"),this._rightLabel(\"update\")):this._destroyLabels()}},_setFormatterOption:function(t,e){\"formatter\"===t&&null!==e&&\"function\"==typeof e&&\"hide\"!==this.options.valueLabels&&(this._leftLabel(\"option\",\"formatter\",e),this.options.formatter=this._rightLabel(\"option\",\"formatter\",e))},_setArrowsOption:function(t,e){\"arrows\"!==t||e!==!0&&e!==!1||e===this.options.arrows||(e===!0?(this.element.removeClass(\"bk-ui-rangeSlider-noArrow\").addClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"block\"),this.arrows.right.css(\"display\",\"block\"),this.options.arrows=!0):e===!1&&(this.element.addClass(\"bk-ui-rangeSlider-noArrow\").removeClass(\"bk-ui-rangeSlider-withArrows\"),this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.options.arrows=!1),this._initWidth())},_setLabelsDurations:function(t,e){if(\"durationIn\"===t||\"durationOut\"===t||\"delayOut\"===t){if(parseInt(e,10)!==e)return;null!==this.labels.left&&this._leftLabel(\"option\",t,e),null!==this.labels.right&&this._rightLabel(\"option\",t,e),this.options[t]=e}},_setEnabledOption:function(t,e){\"enabled\"===t&&this.toggle(e)},_setPositionningOption:function(t,e){\"symmetricPositionning\"===t&&(this._rightHandle(\"option\",t,e),this.options[t]=this._leftHandle(\"option\",t,e))},_createElements:function(){\"absolute\"!==this.element.css(\"position\")&&this.element.css(\"position\",\"relative\"),this.element.addClass(\"bk-ui-rangeSlider\"),this.container=n(\"<div class='bk-ui-rangeSlider-container' />\").css(\"position\",\"absolute\").appendTo(this.element),this.innerBar=n(\"<div class='bk-ui-rangeSlider-innerBar' />\").css(\"position\",\"absolute\").css(\"top\",0).css(\"left\",0),this._createHandles(),this._createBar(),this.container.prepend(this.innerBar),this._createArrows(),\"hide\"!==this.options.valueLabels?this._createLabels():this._destroyLabels(),this._updateRuler(),this.options.enabled||this._toggle(this.options.enabled)},_createHandle:function(t){return n(\"<div />\")[this._handleType()](t).bind(\"sliderDrag\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this))},_createHandles:function(){this.leftHandle=this._createHandle({isLeft:!0,bounds:this.options.bounds,value:this._values.min,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container),this.rightHandle=this._createHandle({isLeft:!1,bounds:this.options.bounds,value:this._values.max,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container)},_createBar:function(){this.bar=n(\"<div />\").prependTo(this.container).bind(\"sliderDrag scroll zoom\",n.proxy(this._changing,this)).bind(\"stop\",n.proxy(this._changed,this)),this._bar({leftHandle:this.leftHandle,rightHandle:this.rightHandle,values:{min:this._values.min,max:this._values.max},type:this._handleType(),range:this.options.range,wheelMode:this.options.wheelMode,wheelSpeed:this.options.wheelSpeed}),this.options.range=this._bar(\"option\",\"range\"),this.options.wheelMode=this._bar(\"option\",\"wheelMode\"),this.options.wheelSpeed=this._bar(\"option\",\"wheelSpeed\")},_createArrows:function(){this.arrows.left=this._createArrow(\"left\"),this.arrows.right=this._createArrow(\"right\"),this.options.arrows?this.element.addClass(\"bk-ui-rangeSlider-withArrows\"):(this.arrows.left.css(\"display\",\"none\"),this.arrows.right.css(\"display\",\"none\"),this.element.addClass(\"bk-ui-rangeSlider-noArrow\"))},_createArrow:function(t){var e,i=n(\"<div class='bk-ui-rangeSlider-arrow' />\").append(\"<div class='bk-ui-rangeSlider-arrow-inner' />\").addClass(\"bk-ui-rangeSlider-\"+t+\"Arrow\").css(\"position\",\"absolute\").css(t,0).appendTo(this.element);return e=\"right\"===t?n.proxy(this._scrollRightClick,this):n.proxy(this._scrollLeftClick,this),i.bind(\"mousedown touchstart\",e),i},_proxy:function(t,e,i){var n=Array.prototype.slice.call(i);return t&&t[e]?t[e].apply(t,n):null},_handleType:function(){return\"rangeSliderHandle\"},_barType:function(){return\"rangeSliderBar\"},_bar:function(){return this._proxy(this.bar,this._barType(),arguments)},_labelType:function(){return\"rangeSliderLabel\"},_leftLabel:function(){return this._proxy(this.labels.left,this._labelType(),arguments)},_rightLabel:function(){return this._proxy(this.labels.right,this._labelType(),arguments)},_leftHandle:function(){return this._proxy(this.leftHandle,this._handleType(),arguments)},_rightHandle:function(){return this._proxy(this.rightHandle,this._handleType(),arguments)},_getValue:function(t,e){return e===this.rightHandle&&(t-=e.outerWidth()),t*(this.options.bounds.max-this.options.bounds.min)/(this.container.innerWidth()-e.outerWidth(!0))+this.options.bounds.min},_trigger:function(t){var e=this;setTimeout(function(){e.element.trigger(t,{label:e.element,values:e.values()})},1)},_changing:function(){this._updateValues()&&(this._trigger(\"valuesChanging\"),this._valuesChanged=!0)},_deactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"hide\"),this._rightLabel(\"option\",\"show\",\"hide\"))},_reactivateLabels:function(){\"change\"===this.options.valueLabels&&(this._leftLabel(\"option\",\"show\",\"change\"),this._rightLabel(\"option\",\"show\",\"change\"))},_changed:function(t){t===!0&&this._deactivateLabels(),(this._updateValues()||this._valuesChanged)&&(this._trigger(\"valuesChanged\"),t!==!0&&this._trigger(\"userValuesChanged\"),this._valuesChanged=!1),t===!0&&this._reactivateLabels()},_updateValues:function(){var t=this._leftHandle(\"value\"),e=this._rightHandle(\"value\"),i=this._min(t,e),n=this._max(t,e),r=i!==this._values.min||n!==this._values.max;return this._values.min=this._min(t,e),this._values.max=this._max(t,e),r},_min:function(t,e){return Math.min(t,e)},_max:function(t,e){return Math.max(t,e)},_createLabel:function(t,e){var i;return null===t?(i=this._getLabelConstructorParameters(t,e),t=n(\"<div />\").appendTo(this.element)[this._labelType()](i)):(i=this._getLabelRefreshParameters(t,e),t[this._labelType()](i)),t},_getLabelConstructorParameters:function(t,e){return{handle:e,handleType:this._handleType(),formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getLabelRefreshParameters:function(){return{formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getFormatter:function(){return this.options.formatter===!1||null===this.options.formatter?this._defaultFormatter:this.options.formatter},_defaultFormatter:function(t){return Math.round(t)},_destroyLabel:function(t){return null!==t&&(t[this._labelType()](\"destroy\"),t.remove(),t=null),t},_createLabels:function(){this.labels.left=this._createLabel(this.labels.left,this.leftHandle),this.labels.right=this._createLabel(this.labels.right,this.rightHandle),this._leftLabel(\"pair\",this.labels.right)},_destroyLabels:function(){this.labels.left=this._destroyLabel(this.labels.left),this.labels.right=this._destroyLabel(this.labels.right)},_stepRatio:function(){return this._leftHandle(\"stepRatio\")},_scrollRightClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollRight\",4*this._stepRatio(),1)):!1},_continueScrolling:function(t,e,i,n){if(!this.options.enabled)return!1;this._bar(t,i),n=n||5,n--;var r=this,s=16,o=Math.max(1,4/this._stepRatio());this._scrollTimeout=setTimeout(function(){0===n&&(e>s?e=Math.max(s,e/1.5):i=Math.min(o,2*i),n=5),r._continueScrolling(t,e,i,n)},e)},_scrollLeftClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar(\"startScroll\"),this._bindStopScroll(),void this._continueScrolling(\"scrollLeft\",4*this._stepRatio(),1)):!1},_bindStopScroll:function(){var t=this;this._stopScrollHandle=function(e){e.preventDefault(),t._stopScroll()},n(document).bind(\"mouseup touchend\",this._stopScrollHandle)},_stopScroll:function(){n(document).unbind(\"mouseup touchend\",this._stopScrollHandle),this._stopScrollHandle=null,this._bar(\"stopScroll\"),clearTimeout(this._scrollTimeout)},_createRuler:function(){this.ruler=n(\"<div class='bk-ui-rangeSlider-ruler' />\").appendTo(this.innerBar)},_setRulerParameters:function(){this.ruler.ruler({min:this.options.bounds.min,max:this.options.bounds.max,scales:this.options.scales})},_destroyRuler:function(){null!==this.ruler&&n.fn.ruler&&(this.ruler.ruler(\"destroy\"),this.ruler.remove(),this.ruler=null)},_updateRuler:function(){this._destroyRuler(),this.options.scales!==!1&&n.fn.ruler&&(this._createRuler(),this._setRulerParameters())},values:function(t,e){var i;if(\"undefined\"!=typeof t&&\"undefined\"!=typeof e){if(!this._initialized)return this._values.min=t,this._values.max=e,this._values;this._deactivateLabels(),i=this._bar(\"values\",t,e),this._changed(!0),this._reactivateLabels()}else i=this._bar(\"values\",t,e);return i},min:function(t){return this._values.min=this.values(t,this._values.max).min,this._values.min},max:function(t){return this._values.max=this.values(this._values.min,t).max,this._values.max},bounds:function(t,e){return this._isValidValue(t)&&this._isValidValue(e)&&e>t&&(this._setBounds(t,e),this._updateRuler(),this._changed(!0)),this.options.bounds},_isValidValue:function(t){return\"undefined\"!=typeof t&&parseFloat(t)===t},_setBounds:function(t,e){this.options.bounds={min:t,max:e},this._leftHandle(\"option\",\"bounds\",this.options.bounds),this._rightHandle(\"option\",\"bounds\",this.options.bounds),this._bar(\"option\",\"bounds\",this.options.bounds)},zoomIn:function(t){this._bar(\"zoomIn\",t)},zoomOut:function(t){this._bar(\"zoomOut\",t)},scrollLeft:function(t){this._bar(\"startScroll\"),this._bar(\"scrollLeft\",t),this._bar(\"stopScroll\")},scrollRight:function(t){this._bar(\"startScroll\"),this._bar(\"scrollRight\",t),this._bar(\"stopScroll\")},resize:function(){this._initWidth(),this._leftHandle(\"update\"),this._rightHandle(\"update\"),this._bar(\"update\")},enable:function(){this.toggle(!0)},disable:function(){this.toggle(!1)},toggle:function(t){void 0===t&&(t=!this.options.enabled),this.options.enabled!==t&&this._toggle(t)},_toggle:function(t){this.options.enabled=t,this.element.toggleClass(\"bk-ui-rangeSlider-disabled\",!t);var e=t?\"enable\":\"disable\";this._bar(e),this._leftHandle(e),this._rightHandle(e),this._leftLabel(e),this._rightLabel(e)},destroy:function(){this.element.removeClass(\"bk-ui-rangeSlider-withArrows bk-ui-rangeSlider-noArrow 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e,i=t.data;if(!(0!=t.which&&i.which>0&&t.which!=i.which)&&!n(t.target).is(i.not)&&(!i.handle||n(t.target).closest(i.handle,t.currentTarget).length)&&(o.touched=\"touchstart\"==t.type?this:null,i.propagates=1,i.mousedown=this,i.interactions=[o.interaction(this,i)],i.target=t.target,i.pageX=t.pageX,i.pageY=t.pageY,i.dragging=null,e=o.hijack(t,\"draginit\",i),i.propagates))return e=o.flatten(e),e&&e.length&&(i.interactions=[],n.each(e,function(){i.interactions.push(o.interaction(this,i))})),i.propagates=i.interactions.length,i.drop!==!1&&s.drop&&s.drop.handler(t,i),o.textselect(!1),o.touched?r.add(o.touched,\"touchmove touchend\",o.handler,i):r.add(document,\"mousemove mouseup\",o.handler,i),!o.touched||i.live?!1:void 0}},interaction:function(t,e){var i=n(t)[e.relative?\"position\":\"offset\"]()||{top:0,left:0};return{drag:t,callback:new o.callback,droppable:[],offset:i}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&\"touchmove\":t.preventDefault();case!e.dragging&&\"mousemove\":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,o.hijack(t,\"dragstart\",e),e.propagates&&(e.dragging=!0);case\"touchmove\":t.preventDefault();case\"mousemove\":if(e.dragging){if(o.hijack(t,\"drag\",e),e.propagates){e.drop!==!1&&s.drop&&s.drop.handler(t,e);break}t.type=\"mouseup\"}case\"touchend\":case\"mouseup\":default:o.touched?r.remove(o.touched,\"touchmove touchend\",o.handler):r.remove(document,\"mousemove mouseup\",o.handler),e.dragging&&(e.drop!==!1&&s.drop&&s.drop.handler(t,e),o.hijack(t,\"dragend\",e)),o.textselect(!0),e.click===!1&&e.dragging&&n.data(e.mousedown,\"suppress.click\",(new Date).getTime()+5),e.dragging=o.touched=!1}},hijack:function(t,e,i,s,a){if(i){var l,u,h,c={event:t.originalEvent,type:t.type},p=e.indexOf(\"drop\")?\"drag\":\"drop\",d=s||0,f=isNaN(s)?i.interactions.length:s;t.type=e,t.originalEvent=null,i.results=[];do if(u=i.interactions[d]){if(\"dragend\"!==e&&u.cancelled)continue;h=o.properties(t,i,u),\n",
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n.drag=i.drag,n.proxy=i.proxy||i.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=i.offset.left,n.originalY=i.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=o.flatten((i.drop||[]).slice()),n.available=o.flatten((i.droppable||[]).slice()),n},element:function(t){return t&&(t.jquery||1==t.nodeType)?t:void 0},flatten:function(t){return n.map(t,function(t){return t&&t.jquery?n.makeArray(t):t&&t.length?o.flatten(t):t})},textselect:function(t){n(document)[t?\"unbind\":\"bind\"](\"selectstart\",o.dontstart).css(\"MozUserSelect\",t?\"\":\"none\"),document.unselectable=t?\"off\":\"on\"},dontstart:function(){return!1},callback:function(){}};o.callback.prototype={update:function(){s.drop&&this.available.length&&n.each(this.available,function(t){s.drop.locate(this,t)})}};var a=r.dispatch;r.dispatch=function(t){return n.data(this,\"suppress.\"+t.type)-(new Date).getTime()>0?void n.removeData(this,\"suppress.\"+t.type):a.apply(this,arguments)};var l=r.fixHooks.touchstart=r.fixHooks.touchmove=r.fixHooks.touchend=r.fixHooks.touchcancel={props:\"clientX clientY pageX pageY screenX screenY\".split(\" \"),filter:function(t,e){if(e){var i=e.touches&&e.touches[0]||e.changedTouches&&e.changedTouches[0]||null;i&&n.each(l.props,function(e,n){t[n]=i[n]})}return t}};s.draginit=s.dragstart=s.dragend=o},{jquery:18}],302:[function(t,e,i){var n=t(\"jquery\");t(\"jquery_event_drag\");n.fn.drop=function(t,e,i){var r=\"string\"==typeof t?t:\"\",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf(\"drop\")&&(r=\"drop\"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)},n.drop=function(t){t=t||{},o.multi=t.multi===!0?1/0:t.multi===!1?1:isNaN(t.multi)?o.multi:t.multi,o.delay=t.delay||o.delay,o.tolerance=n.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:o.tolerance,o.mode=t.mode||o.mode||\"intersect\"};var 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t=n.data(this,o.datakey);t.active=[],t.anyactive=0,t.winner=0}),e.droppable=i,s.drag.hijack(t,\"dropinit\",e);break;case\"mousemove\":case\"touchmove\":o.event=t,o.timer||o.tolerate(e);break;case\"mouseup\":case\"touchend\":o.timer=clearTimeout(o.timer),e.propagates&&(s.drag.hijack(t,\"drop\",e),s.drag.hijack(t,\"dropend\",e))}},locate:function(t,e){var i=n.data(t,o.datakey),r=n(t),s=r.offset()||{},a=r.outerHeight(),l=r.outerWidth(),u={elem:t,width:l,height:a,top:s.top,left:s.left,right:s.left+l,bottom:s.top+a};return i&&(i.location=u,i.index=e,i.elem=t),u},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,i){return this.contains(i,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,i){return Math.max(0,Math.min(i.bottom,e.bottom)-Math.max(i.top,e.top))*Math.max(0,Math.min(i.right,e.right)-Math.max(i.left,e.left))},fit:function(t,e,i){return this.contains(i,e)?1:0},middle:function(t,e,i){return this.contains(i,[e.left+.5*e.width,e.top+.5*e.height])?1:0}},sort:function(t,e){return e.winner-t.winner||t.index-e.index},tolerate:function(t){var e,i,r,a,l,u,h,c,p=0,d=t.interactions.length,f=[o.event.pageX,o.event.pageY],g=o.tolerance||o.modes[o.mode];do if(c=t.interactions[p]){if(!c)return;c.drop=[],l=[],u=c.droppable.length,g&&(r=o.locate(c.proxy)),e=0;do if(h=c.droppable[e]){if(a=n.data(h,o.datakey),i=a.location,!i)continue;a.winner=g?g.call(o,o.event,r,i):o.contains(i,f)?1:0,l.push(a)}while(++e<u);l.sort(o.sort),e=0;do(a=l[e])&&(a.winner&&c.drop.length<o.multi?(a.active[p]||a.anyactive||(s.drag.hijack(o.event,\"dropstart\",t,p,a.elem)[0]!==!1?(a.active[p]=1,a.anyactive+=1):a.winner=0),a.winner&&c.drop.push(a.elem)):a.active[p]&&1==a.anyactive&&(s.drag.hijack(o.event,\"dropend\",t,p,a.elem),a.active[p]=0,a.anyactive-=1));while(++e<u)}while(++p<d);o.last&&f[0]==o.last.pageX&&f[1]==o.last.pageY?delete 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n=this._compare,r=e(i,n);this._array=t.setIntersection(this._array,r,n)},n.prototype.differenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setDifference(this._array,r,n)},n.prototype.symmetricDifferenceUpdate=function(i){var n=this._compare,r=e(i,n);this._array=t.setSymmetricDifference(this._array,r,n)},n}(t.ArrayBase);t.UniqueArray=i}(n||(n={}));var s;!function(t){!function(t){t[t.Le=0]=\"Le\",t[t.Ge=1]=\"Ge\",t[t.Eq=2]=\"Eq\"}(t.Operator||(t.Operator={}));var e=(t.Operator,function(){function e(e,n,r){\"undefined\"==typeof r&&(r=t.Strength.required),this._id=i++,this._operator=n,this._expression=e,this._strength=t.Strength.clip(r)}return e.Compare=function(t,e){return t.id()-e.id()},e.prototype.id=function(){return this._id},e.prototype.expression=function(){return this._expression},e.prototype.op=function(){return this._operator},e.prototype.strength=function(){return this._strength},e}());t.Constraint=e;var i=0}(s||(s={}));var s;!function(t){function e(t){return 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Math.max(0,Math.min(t.required,e))}t.create=e,t.required=e(1e3,1e3,1e3),t.strong=e(1,0,0),t.medium=e(0,1,0),t.weak=e(0,0,1),t.clip=i}(t.Strength||(t.Strength={}));t.Strength}(s||(s={}));var s;!function(t){function e(t){var e=1e-8;return 0>t?e>-t:e>t}function i(){return t.createMap(t.Constraint.Compare)}function n(){return t.createMap(l.Compare)}function r(){return t.createMap(t.Variable.Compare)}function s(){return t.createMap(t.Variable.Compare)}var o=function(){function o(){this._cnMap=i(),this._rowMap=n(),this._varMap=r(),this._editMap=s(),this._infeasibleRows=[],this._objective=new h,this._artificial=null,this._idTick=0}return o.prototype.addConstraint=function(t){var i=this._cnMap.find(t);if(void 0!==i)throw new Error(\"duplicate constraint\");var n=this._createRow(t),r=n.row,s=n.tag,o=this._chooseSubject(r,s);if(0===o.type()&&r.allDummies()){if(!e(r.constant()))throw new Error(\"unsatifiable constraint\");o=s.marker}if(0===o.type()){if(!this._addWithArtificialVariable(r))throw new Error(\"unsatisfiable constraint\")}else r.solveFor(o),this._substitute(o,r),this._rowMap.insert(o,r);this._cnMap.insert(t,s),this._optimize(this._objective)},o.prototype.removeConstraint=function(t){var e=this._cnMap.erase(t);if(void 0===e)throw new Error(\"unknown constraint\");this._removeConstraintEffects(t,e.second);var i=e.second.marker,n=this._rowMap.erase(i);if(void 0===n){var r=this._getMarkerLeavingSymbol(i);if(0===r.type())throw new Error(\"failed to find leaving row\");n=this._rowMap.erase(r),n.second.solveForEx(r,i),this._substitute(i,n.second)}this._optimize(this._objective)},o.prototype.hasConstraint=function(t){return this._cnMap.contains(t)},o.prototype.addEditVariable=function(e,i){var n=this._editMap.find(e);if(void 0!==n)throw new Error(\"duplicate edit variable\");if(i=t.Strength.clip(i),i===t.Strength.required)throw new Error(\"bad required strength\");var r=new t.Expression(e),s=new t.Constraint(r,2,i);this.addConstraint(s);var o=this._cnMap.find(s).second,a={tag:o,constraint:s,constant:0};this._editMap.insert(e,a)},o.prototype.removeEditVariable=function(t){var e=this._editMap.erase(t);if(void 0===e)throw new Error(\"unknown edit variable\");this.removeConstraint(e.second.constraint)},o.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},o.prototype.suggestValue=function(t,e){var i=this._editMap.find(t);if(void 0===i)throw new Error(\"unknown edit variable\");var n=this._rowMap,r=i.second,s=e-r.constant;r.constant=e;var o=r.tag.marker,a=n.find(o);if(void 0!==a)return a.second.add(-s)<0&&this._infeasibleRows.push(o),void this._dualOptimize();var l=r.tag.other,a=n.find(l);if(void 0!==a)return a.second.add(s)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,h=n.size();h>u;++u){var a=n.itemAt(u),c=a.second,p=c.coefficientFor(o);0!==p&&c.add(s*p)<0&&1!==a.first.type()&&this._infeasibleRows.push(a.first)}this._dualOptimize()},o.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,i=0,n=t.size();n>i;++i){var r=t.itemAt(i),s=e.find(r.second);void 0!==s?r.first.setValue(s.second.constant()):r.first.setValue(0)}},o.prototype._getVarSymbol=function(t){var e=this,i=function(){return e._makeSymbol(1)};return this._varMap.setDefault(t,i).second},o.prototype._createRow=function(i){for(var n=i.expression(),r=new h(n.constant()),s=n.terms(),o=0,a=s.size();a>o;++o){var l=s.itemAt(o);if(!e(l.second)){var c=this._getVarSymbol(l.first),p=this._rowMap.find(c);void 0!==p?r.insertRow(p.second,l.second):r.insertSymbol(c,l.second)}}var d=this._objective,f=i.strength(),g={marker:u,other:u};switch(i.op()){case 0:case 1:var m=0===i.op()?1:-1,_=this._makeSymbol(2);if(g.marker=_,r.insertSymbol(_,m),f<t.Strength.required){var v=this._makeSymbol(3);g.other=v,r.insertSymbol(v,-m),d.insertSymbol(v,f)}break;case 2:if(f<t.Strength.required){var y=this._makeSymbol(3),b=this._makeSymbol(3);g.marker=y,g.other=b,r.insertSymbol(y,-1),r.insertSymbol(b,1),d.insertSymbol(y,f),d.insertSymbol(b,f)}else{var w=this._makeSymbol(4);g.marker=w,r.insertSymbol(w)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:g}},o.prototype._chooseSubject=function(t,e){for(var i=t.cells(),n=0,r=i.size();r>n;++n){var s=i.itemAt(n);if(1===s.first.type())return s.first}var o=e.marker.type();return(2===o||3===o)&&t.coefficientFor(e.marker)<0?e.marker:(o=e.other.type(),(2===o||3===o)&&t.coefficientFor(e.other)<0?e.other:u)},o.prototype._addWithArtificialVariable=function(t){var i=this._makeSymbol(2);this._rowMap.insert(i,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var n=e(this._artificial.constant());this._artificial=null;var r=this._rowMap.erase(i);if(void 0!==r){var s=r.second;if(s.isConstant())return n;var o=this._anyPivotableSymbol(s);if(0===o.type())return!1;s.solveForEx(i,o),this._substitute(o,s),this._rowMap.insert(o,s)}for(var a=this._rowMap,l=0,u=a.size();u>l;++l)a.itemAt(l).second.removeSymbol(i);return this._objective.removeSymbol(i),n},o.prototype._substitute=function(t,e){for(var i=this._rowMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);s.second.substitute(t,e),s.second.constant()<0&&1!==s.first.type()&&this._infeasibleRows.push(s.first)}this._objective.substitute(t,e),this._artificial&&this._artificial.substitute(t,e)},o.prototype._optimize=function(t){for(;;){var e=this._getEnteringSymbol(t);if(0===e.type())return;var i=this._getLeavingSymbol(e);if(0===i.type())throw new Error(\"the objective is unbounded\");var n=this._rowMap.erase(i).second;n.solveForEx(i,e),this._substitute(e,n),this._rowMap.insert(e,n)}},o.prototype._dualOptimize=function(){for(var t=this._rowMap,e=this._infeasibleRows;0!==e.length;){var i=e.pop(),n=t.find(i);if(void 0!==n&&n.second.constant()<0){var r=this._getDualEnteringSymbol(n.second);if(0===r.type())throw new Error(\"dual optimize failed\");var s=n.second;t.erase(i),s.solveForEx(i,r),this._substitute(r,s),t.insert(r,s)}}},o.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first;if(r.second<0&&4!==s.type())return s}return u},o.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=t.cells(),r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first,l=o.second;if(l>0&&4!==a.type()){var h=this._objective.coefficientFor(a),c=h/l;e>c&&(e=c,i=a)}}return i},o.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=this._rowMap,r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first;if(1!==a.type()){var l=o.second,h=l.coefficientFor(t);if(0>h){var c=-l.constant()/h;e>c&&(e=c,i=a)}}}return i},o.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=e,n=e,r=u,s=r,o=r,a=r,l=this._rowMap,h=0,c=l.size();c>h;++h){var p=l.itemAt(h),d=p.second,f=d.coefficientFor(t);if(0!==f){var g=p.first;if(1===g.type())a=g;else if(0>f){var m=-d.constant()/f;i>m&&(i=m,s=g)}else{var m=d.constant()/f;n>m&&(n=m,o=g)}}}return s!==r?s:o!==r?o:a},o.prototype._removeConstraintEffects=function(t,e){3===e.marker.type()&&this._removeMarkerEffects(e.marker,t.strength()),3===e.other.type()&&this._removeMarkerEffects(e.other,t.strength())},o.prototype._removeMarkerEffects=function(t,e){var i=this._rowMap.find(t);void 0!==i?this._objective.insertRow(i.second,-e):this._objective.insertSymbol(t,-e)},o.prototype._anyPivotableSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first.type();if(2===s||3===s)return r.first}return u},o.prototype._makeSymbol=function(t){return new l(t,this._idTick++)},o}();t.Solver=o;var a;!function(t){t[t.Invalid=0]=\"Invalid\",t[t.External=1]=\"External\",t[t.Slack=2]=\"Slack\",t[t.Error=3]=\"Error\",t[t.Dummy=4]=\"Dummy\"}(a||(a={}));var l=function(){function t(t,e){this._id=e,this._type=t}return t.Compare=function(t,e){return t.id()-e.id()},t.prototype.id=function(){return this._id},t.prototype.type=function(){return this._type},t}(),u=new l(0,-1),h=function(){function i(e){\"undefined\"==typeof e&&(e=0),this._cellMap=t.createMap(l.Compare),this._constant=e}return i.prototype.cells=function(){return this._cellMap},i.prototype.constant=function(){return this._constant},i.prototype.isConstant=function(){return this._cellMap.empty()},i.prototype.allDummies=function(){for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);if(4!==n.first.type())return!1}return!0},i.prototype.copy=function(){var t=new i(this._constant);return t._cellMap=this._cellMap.copy(),t},i.prototype.add=function(t){return this._constant+=t},i.prototype.insertSymbol=function(t,i){\"undefined\"==typeof i&&(i=1);var n=this._cellMap.setDefault(t,function(){return 0});e(n.second+=i)&&this._cellMap.erase(t)},i.prototype.insertRow=function(t,e){\"undefined\"==typeof e&&(e=1),this._constant+=t._constant*e;for(var i=t._cellMap,n=0,r=i.size();r>n;++n){var s=i.itemAt(n);this.insertSymbol(s.first,s.second*e)}},i.prototype.removeSymbol=function(t){this._cellMap.erase(t)},i.prototype.reverseSign=function(){this._constant=-this._constant;for(var t=this._cellMap,e=0,i=t.size();i>e;++e){var n=t.itemAt(e);n.second=-n.second}},i.prototype.solveFor=function(t){var e=this._cellMap,i=e.erase(t),n=-1/i.second;this._constant*=n;for(var r=0,s=e.size();s>r;++r)e.itemAt(r).second*=n},i.prototype.solveForEx=function(t,e){this.insertSymbol(t,-1),this.solveFor(e)},i.prototype.coefficientFor=function(t){var e=this._cellMap.find(t);return void 0!==e?e.second:0},i.prototype.substitute=function(t,e){var i=this._cellMap.erase(t);void 0!==i&&this.insertRow(e,i.second)},i}()}(s||(s={})),e.exports=s},{}],304:[function(t,e,i){function n(t,e,i,n){var r,s,o=Math.pow(10,e);return s=(i(t*o)/o).toFixed(e),n&&(r=new RegExp(\"0{1,\"+n+\"}$\"),s=s.replace(r,\"\")),s}function r(t,e,i,n){var r;return 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style='width:10000px' />\").appendTo($topPanelScroller),options.showTopPanel||$topPanelScroller.hide(),options.showHeaderRow||$headerRowScroller.hide(),$viewport=$(\"<div class='bk-slick-viewport' style='width:100%;overflow:auto;outline:0;position:relative;;'>\").appendTo($container),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),$canvas=$(\"<div class='grid-canvas' />\").appendTo($viewport),$focusSink2=$focusSink.clone().appendTo($container),options.explicitInitialization||finishInitialization()}function finishInitialization(){initialized||(initialized=!0,viewportW=parseFloat($.css($container[0],\"width\",!0)),measureCellPaddingAndBorder(),disableSelection($headers),options.enableTextSelectionOnCells||$viewport.bind(\"selectstart.ui\",function(t){return $(t.target).is(\"input,textarea\")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.bind(\"resize.bk-slickgrid\",resizeCanvas),$viewport.bind(\"scroll\",handleScroll),$headerScroller.bind(\"contextmenu\",handleHeaderContextMenu).bind(\"click\",handleHeaderClick).delegate(\".bk-slick-header-column\",\"mouseenter\",handleHeaderMouseEnter).delegate(\".bk-slick-header-column\",\"mouseleave\",handleHeaderMouseLeave),$headerRowScroller.bind(\"scroll\",handleHeaderRowScroll),$focusSink.add($focusSink2).bind(\"keydown\",handleKeyDown),$canvas.bind(\"keydown\",handleKeyDown).bind(\"click\",handleClick).bind(\"dblclick\",handleDblClick).bind(\"contextmenu\",handleContextMenu).bind(\"draginit\",handleDragInit).bind(\"dragstart\",{distance:3},handleDragStart).bind(\"drag\",handleDrag).bind(\"dragend\",handleDragEnd).delegate(\".bk-slick-cell\",\"mouseenter\",handleMouseEnter).delegate(\".bk-slick-cell\",\"mouseleave\",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.bind(\"mousewheel\",handleMouseWheel))}function registerPlugin(t){plugins.unshift(t),t.init(self)}function unregisterPlugin(t){for(var e=plugins.length;e>=0;e--)if(plugins[e]===t){plugins[e].destroy&&plugins[e].destroy(),plugins.splice(e,1);break}}function setSelectionModel(t){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=t,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var t=$(\"<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>\").appendTo(\"body\"),e={width:t.width()-t[0].clientWidth,height:t.height()-t[0].clientHeight};return t.remove(),e}function getHeadersWidth(){for(var t=0,e=0,i=columns.length;i>e;e++){var n=columns[e].width;t+=n}return t+=scrollbarDimensions.width,Math.max(t,viewportW)+1e3}function getCanvasWidth(){for(var t=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,e=0,i=columns.length;i--;)e+=columns[i].width;return options.fullWidthRows?Math.max(e,t):e}function updateCanvasWidth(t){var e=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=e&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacer.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),(canvasWidth!=e||t)&&applyColumnWidths()}function disableSelection(t){t&&t.jquery&&t.attr(\"unselectable\",\"on\").css(\"MozUserSelect\",\"none\").bind(\"selectstart.ui\",function(){return!1})}function getMaxSupportedCssHeight(){for(var t=1e6,e=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,i=$(\"<div style='display:none' />\").appendTo(document.body);;){var n=2*t;if(i.css(\"height\",n),n>e||i.height()!==n)break;t=n}return i.remove(),t}function bindAncestorScrollEvents(){for(var t=$canvas[0];(t=t.parentNode)!=document.body&&null!=t;)if(t==$viewport[0]||t.scrollWidth!=t.clientWidth||t.scrollHeight!=t.clientHeight){var e=$(t);$boundAncestors=$boundAncestors?$boundAncestors.add(e):e,e.bind(\"scroll.\"+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.unbind(\"scroll.\"+uid),$boundAncestors=null)}function updateColumnHeader(t,e,i){if(initialized){var n=getColumnIndex(t);if(null!=n){var r=columns[n],s=$headers.children().eq(n);s&&(void 0!==e&&(columns[n].name=e),void 0!==i&&(columns[n].toolTip=i),trigger(self.onBeforeHeaderCellDestroy,{node:s[0],column:r}),s.attr(\"title\",i||\"\").children().eq(0).html(e),trigger(self.onHeaderCellRendered,{node:s[0],column:r}))}}}function getHeaderRow(){return $headerRow[0]}function getHeaderRowColumn(t){var e=getColumnIndex(t),i=$headerRow.children().eq(e);return i&&i[0]}function createColumnHeaders(){function t(){$(this).addClass(\"bk-ui-state-hover\")}function e(){$(this).removeClass(\"bk-ui-state-hover\")}$headers.find(\".bk-slick-header-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:t})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(\".bk-slick-headerrow-column\").each(function(){var t=$(this).data(\"column\");t&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:t})}),$headerRow.empty();for(var i=0;i<columns.length;i++){var n=columns[i],r=$(\"<div class='bk-ui-state-default bk-slick-header-column' />\").html(\"<span class='bk-slick-column-name'>\"+n.name+\"</span>\").width(n.width-headerColumnWidthDiff).attr(\"id\",\"\"+uid+n.id).attr(\"title\",n.toolTip||\"\").data(\"column\",n).addClass(n.headerCssClass||\"\").appendTo($headers);if((options.enableColumnReorder||n.sortable)&&r.on(\"mouseenter\",t).on(\"mouseleave\",e),n.sortable&&(r.addClass(\"bk-slick-header-sortable\"),r.append(\"<span class='bk-slick-sort-indicator' />\")),trigger(self.onHeaderCellRendered,{node:r[0],column:n}),options.showHeaderRow){var s=$(\"<div class='bk-ui-state-default bk-slick-headerrow-column l\"+i+\" r\"+i+\"'></div>\").data(\"column\",n).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&setupColumnReorder()}function setupColumnSort(){$headers.click(function(t){if(t.metaKey=t.metaKey||t.ctrlKey,!$(t.target).hasClass(\"bk-slick-resizable-handle\")){var e=$(t.target).closest(\".bk-slick-header-column\");if(e.length){var i=e.data(\"column\");if(i.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==i.id){n=sortColumns[r],n.sortAsc=!n.sortAsc;break}t.metaKey&&options.multiColumnSort?n&&sortColumns.splice(r,1):((t.shiftKey||t.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0==sortColumns.length&&sortColumns.push(n):(n={columnId:i.id,sortAsc:i.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(t){return{sortCol:columns[getColumnIndex(t.columnId)],sortAsc:t.sortAsc}})},t):trigger(self.onSort,{multiColumnSort:!1,sortCol:i,sortAsc:n.sortAsc},t)}}}})}function setupColumnReorder(){$headers.filter(\":ui-sortable\").sortable(\"destroy\"),$headers.sortable({containment:\"parent\",distance:3,axis:\"x\",cursor:\"default\",tolerance:\"intersection\",helper:\"clone\",placeholder:\"bk-slick-sortable-placeholder bk-ui-state-default bk-slick-header-column\",start:function(t,e){e.placeholder.width(e.helper.outerWidth()-headerColumnWidthDiff),$(e.helper).addClass(\"bk-slick-header-column-active\")},beforeStop:function(t,e){$(e.helper).removeClass(\"bk-slick-header-column-active\")},stop:function(t){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable(\"cancel\");for(var e=$headers.sortable(\"toArray\"),i=[],n=0;n<e.length;n++)i.push(columns[getColumnIndex(e[n].replace(uid,\"\"))]);setColumns(i),trigger(self.onColumnsReordered,{}),t.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var t,e,i,n,r,s,o,a,l;r=$headers.children(),r.find(\".bk-slick-resizable-handle\").remove(),r.each(function(t,e){columns[t].resizable&&(void 0===a&&(a=t),l=t)}),void 0!==a&&r.each(function(u,h){a>u||options.forceFitColumns&&u>=l||(t=$(h),$(\"<div class='bk-slick-resizable-handle' />\").appendTo(h).bind(\"dragstart\",function(t,a){if(!getEditorLock().commitCurrentEdit())return!1;n=t.pageX,$(this).parent().addClass(\"bk-slick-header-column-active\");var l=null,h=null;if(r.each(function(t,e){columns[t].previousWidth=$(e).outerWidth()}),options.forceFitColumns)for(l=0,h=0,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(null!==h&&(i.maxWidth?h+=i.maxWidth-i.previousWidth:h=null),l+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));var c=0,p=0;for(e=0;u>=e;e++)i=columns[e],i.resizable&&(null!==p&&(i.maxWidth?p+=i.maxWidth-i.previousWidth:p=null),c+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));null===l&&(l=1e5),null===c&&(c=1e5),null===h&&(h=1e5),null===p&&(p=1e5),o=n+Math.min(l,p),s=n-Math.min(c,h)}).bind(\"drag\",function(t,a){var l,h,c=Math.min(o,Math.max(s,t.pageX))-n;if(0>c){for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0))}else{for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).bind(\"dragend\",function(t,n){var s;for($(this).parent().removeClass(\"bk-slick-header-column-active\"),e=0;e<r.length;e++)i=columns[e],s=$(r[e]).outerWidth(),i.previousWidth!==s&&i.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{})}))})}function getVBoxDelta(t){var e=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"],i=0;return $.each(e,function(e,n){i+=parseFloat(t.css(n))||0}),i}function measureCellPaddingAndBorder(){var t,e=[\"borderLeftWidth\",\"borderRightWidth\",\"paddingLeft\",\"paddingRight\"],i=[\"borderTopWidth\",\"borderBottomWidth\",\"paddingTop\",\"paddingBottom\"];t=$(\"<div class='bk-ui-state-default bk-slick-header-column' style='visibility:hidden'>-</div>\").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){headerColumnWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){headerColumnHeightDiff+=parseFloat(t.css(i))||0})),t.remove();var n=$(\"<div class='bk-slick-row' />\").appendTo($canvas);t=$(\"<div class='bk-slick-cell' id='' style='visibility:hidden'>-</div>\").appendTo(n),cellWidthDiff=cellHeightDiff=0,\"border-box\"!=t.css(\"box-sizing\")&&\"border-box\"!=t.css(\"-moz-box-sizing\")&&\"border-box\"!=t.css(\"-webkit-box-sizing\")&&($.each(e,function(e,i){cellWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){cellHeightDiff+=parseFloat(t.css(i))||0})),n.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$(\"<style type='text/css' rel='stylesheet' />\").appendTo($(\"head\"));for(var t=options.rowHeight-cellHeightDiff,e=[\".\"+uid+\" .bk-slick-header-column { left: 1000px; }\",\".\"+uid+\" .bk-slick-top-panel { height:\"+options.topPanelHeight+\"px; }\",\".\"+uid+\" .bk-slick-headerrow-columns { height:\"+options.headerRowHeight+\"px; }\",\".\"+uid+\" .bk-slick-cell { height:\"+t+\"px; }\",\".\"+uid+\" .bk-slick-row { height:\"+options.rowHeight+\"px; }\"],i=0;i<columns.length;i++)e.push(\".\"+uid+\" .l\"+i+\" { }\"),e.push(\".\"+uid+\" .r\"+i+\" { }\");$style[0].styleSheet?$style[0].styleSheet.cssText=e.join(\" \"):$style[0].appendChild(document.createTextNode(e.join(\" \")))}function getColumnCssRules(t){if(!stylesheet){for(var e=document.styleSheets,i=0;i<e.length;i++)if((e[i].ownerNode||e[i].owningElement)==$style[0]){stylesheet=e[i];break}if(!stylesheet)throw new Error(\"Cannot find stylesheet.\");columnCssRulesL=[],columnCssRulesR=[];for(var n,r,s=stylesheet.cssRules||stylesheet.rules,i=0;i<s.length;i++){var o=s[i].selectorText;(n=/\\.l\\d+/.exec(o))?(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[r]=s[i]):(n=/\\.r\\d+/.exec(o))&&(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[r]=s[i])}}return{left:columnCssRulesL[t],right:columnCssRulesR[t]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var t=plugins.length;t--;)unregisterPlugin(plugins[t]);options.enableColumnReorder&&$headers.filter(\":ui-sortable\").sortable(\"destroy\"),unbindAncestorScrollEvents(),$container.unbind(\".bk-slickgrid\"),removeCssRules(),$canvas.unbind(\"draginit dragstart dragend drag\"),$container.empty().removeClass(uid)}function trigger(t,e,i){return i=i||new Slick.EventData,e=e||{},e.grid=self,t.notify(e,i,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(t){return columnsById[t]}function autosizeColumns(){var t,e,i,n=[],r=0,s=0,o=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(t=0;t<columns.length;t++)e=columns[t],n.push(e.width),s+=e.width,e.resizable&&(r+=e.width-Math.max(e.minWidth,absoluteColumnMinWidth));for(i=s;s>o&&r;){var a=(s-o)/r;for(t=0;t<columns.length&&s>o;t++){e=columns[t];var l=n[t];if(!(!e.resizable||l<=e.minWidth||absoluteColumnMinWidth>=l)){var u=Math.max(e.minWidth,absoluteColumnMinWidth),h=Math.floor(a*(l-u))||1;h=Math.min(h,l-u),s-=h,r-=h,n[t]-=h}}if(s>=i)break;i=s}for(i=s;o>s;){var c=o/s;for(t=0;t<columns.length&&o>s;t++){e=columns[t];var p,d=n[t];p=!e.resizable||e.maxWidth<=d?0:Math.min(Math.floor(c*d)-d,e.maxWidth-d||1e6)||1,s+=p,n[t]+=p}if(i>=s)break;i=s}var f=!1;for(t=0;t<columns.length;t++)columns[t].rerenderOnResize&&columns[t].width!=n[t]&&(f=!0),columns[t].width=n[t];applyColumnHeaderWidths(),updateCanvasWidth(!0),f&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var t,e=0,i=$headers.children(),n=i.length;n>e;e++)t=$(i[e]),t.width()!==columns[e].width-headerColumnWidthDiff&&t.width(columns[e].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var t,e,i=0,n=0;n<columns.length;n++)t=columns[n].width,e=getColumnCssRules(n),e.left.style.left=i+\"px\",e.right.style.right=canvasWidth-i-t+\"px\",i+=columns[n].width}function setSortColumn(t,e){setSortColumns([{columnId:t,sortAsc:e}])}function setSortColumns(t){sortColumns=t;var e=$headers.children();e.removeClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").removeClass(\"bk-slick-sort-indicator-asc bk-slick-sort-indicator-desc\"),$.each(sortColumns,function(t,i){null==i.sortAsc&&(i.sortAsc=!0);var n=getColumnIndex(i.columnId);null!=n&&e.eq(n).addClass(\"bk-slick-header-column-sorted\").find(\".bk-slick-sort-indicator\").addClass(i.sortAsc?\"bk-slick-sort-indicator-asc\":\"bk-slick-sort-indicator-desc\")})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(t,e){selectedRows=[];for(var i={},n=0;n<e.length;n++)for(var r=e[n].fromRow;r<=e[n].toRow;r++){i[r]||(selectedRows.push(r),i[r]={});for(var s=e[n].fromCell;s<=e[n].toCell;s++)canCellBeSelected(r,s)&&(i[r][columns[s].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,i),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},t)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var t=0,e=0,i=columns.length;i>e;e++)columnPosLeft[e]=t,columnPosRight[e]=t+columns[e].width,t+=columns[e].width}function setColumns(t){columns=t,columnsById={};for(var e=0;e<columns.length;e++){var i=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[i.id]=e,i.minWidth&&i.width<i.minWidth&&(i.width=i.minWidth),i.maxWidth&&i.width>i.maxWidth&&(i.width=i.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==t.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,t),validateAndEnforceOptions(),$viewport.css(\"overflow-y\",options.autoHeight?\"hidden\":\"auto\"),render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(t,e){data=t,invalidateAllRows(),updateRowCount(),e&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow?1:0)}function getDataItem(t){return data.getItem?data.getItem(t):data[t]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(t){options.showTopPanel!=t&&(options.showTopPanel=t,t?$topPanelScroller.slideDown(\"fast\",resizeCanvas):$topPanelScroller.slideUp(\"fast\",resizeCanvas))}function setHeaderRowVisibility(t){options.showHeaderRow!=t&&(options.showHeaderRow=t,t?$headerRowScroller.slideDown(\"fast\",resizeCanvas):$headerRowScroller.slideUp(\"fast\",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(t){return options.rowHeight*t-offset}function getRowFromPosition(t){return Math.floor((t+offset)/options.rowHeight)}function scrollTo(t){t=Math.max(t,0),t=Math.min(t,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var e=offset;page=Math.min(n-1,Math.floor(t/ph)),offset=Math.round(page*cj);var i=t-offset;if(offset!=e){var r=getVisibleRange(i);cleanupRows(r),updateRowPositions()}prevScrollTop!=i&&(vScrollDir=i+offset>prevScrollTop+e?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=i,trigger(self.onViewportChanged,{}))}function defaultFormatter(t,e,i,n,r){return null==i?\"\":(i+\"\").replace(/&/g,\"&amp;\").replace(/</g,\"&lt;\").replace(/>/g,\"&gt;\")}function getFormatter(t,e){function i(t,e,i,n,r){return o.format(t,e,i,n,r)}var n=data.getItemMetadata&&data.getItemMetadata(t),r=n&&n.columns&&(n.columns[e.id]||n.columns[getColumnIndex(e.id)]),s=r&&r.formatter||n&&n.formatter||e.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(e)||options.defaultFormatter;if(void 0!==s.format){var o=s;s=i}return s}function getEditor(t,e){var i,n=columns[e],r=data.getItemMetadata&&data.getItemMetadata(t),s=r&&r.columns;return i=s&&s[n.id]&&void 0!==s[n.id].editor?s[n.id].editor:s&&s[e]&&void 0!==s[e].editor?s[e].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n),void 0!==i.default_view&&(i=i.default_view),i}function getDataItemValueForColumn(t,e){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(t,e):t[e.field]}function appendRowHtml(t,e,i,n){var r=getDataItem(e),s=n>e&&!r,o=\"bk-slick-row\"+(s?\" loading\":\"\")+(e===activeRow?\" active\":\"\")+(e%2==1?\" odd\":\" even\");r||(o+=\" \"+options.addNewRowCssClass);var a=data.getItemMetadata&&data.getItemMetadata(e);a&&a.cssClasses&&(o+=\" \"+a.cssClasses),t.push(\"<div class='bk-ui-widget-content \"+o+\"' style='top:\"+getRowTop(e)+\"px'>\");for(var l,u,h=0,c=columns.length;c>h;h++){if(u=columns[h],l=1,a&&a.columns){var p=a.columns[u.id]||a.columns[h];l=p&&p.colspan||1,\"*\"===l&&(l=c-h)}if(columnPosRight[Math.min(c-1,h+l-1)]>i.leftPx){if(columnPosLeft[h]>i.rightPx)break;appendCellHtml(t,e,h,l,r)}l>1&&(h+=l-1)}t.push(\"</div>\")}function appendCellHtml(t,e,i,n,r){var s=columns[i],o=\"bk-slick-cell l\"+i+\" r\"+Math.min(columns.length-1,i+n-1)+(s.cssClass?\" \"+s.cssClass:\"\");e===activeRow&&i===activeCell&&(o+=\" active\");for(var a in cellCssClasses)cellCssClasses[a][e]&&cellCssClasses[a][e][s.id]&&(o+=\" \"+cellCssClasses[a][e][s.id]);if(t.push(\"<div class='\"+o+\"'>\"),r){var l=getDataItemValueForColumn(r,s);t.push(getFormatter(e,s)(e,i,l,s,r))}t.push(\"</div>\"),rowsCache[e].cellRenderQueue.push(i),rowsCache[e].cellColSpans[i]=n}function cleanupRows(t){for(var e in rowsCache)(e=parseInt(e,10))!==activeRow&&(e<t.top||e>t.bottom)&&removeRowFromCache(e)}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var t in rowsCache)removeRowFromCache(t)}function removeRowFromCache(t){var e=rowsCache[t];e&&(rowNodeFromLastMouseWheelEvent==e.rowNode?(e.rowNode.style.display=\"none\",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent):$canvas[0].removeChild(e.rowNode),delete rowsCache[t],delete postProcessedRows[t],renderedRows--,counter_rows_removed++)}function invalidateRows(t){var e,i;if(t&&t.length)for(vScrollDir=0,e=0,i=t.length;i>e;e++)currentEditor&&activeRow===t[e]&&makeActiveCellNormal(),rowsCache[t[e]]&&removeRowFromCache(t[e])}function invalidateRow(t){invalidateRows([t])}function updateCell(t,e){var i=getCellNode(t,e);if(i){var n=columns[e],r=getDataItem(t);currentEditor&&activeRow===t&&activeCell===e?currentEditor.loadValue(r):(i.innerHTML=r?getFormatter(t,n)(t,e,getDataItemValueForColumn(r,n),n,r):\"\",invalidatePostProcessingResults(t))}}function updateRow(t){var e=rowsCache[t];if(e){ensureCellNodesInRowsCache(t);var i=getDataItem(t);for(var n in e.cellNodesByColumnIdx)if(e.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n],s=e.cellNodesByColumnIdx[n];t===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(i):i?s.innerHTML=getFormatter(t,r)(t,n,getDataItemValueForColumn(i,r),r,i):s.innerHTML=\"\"}invalidatePostProcessingResults(t)}}function getViewportHeight(){return parseFloat($.css($container[0],\"height\",!0))-parseFloat($.css($container[0],\"paddingTop\",!0))-parseFloat($.css($container[0],\"paddingBottom\",!0))-parseFloat($.css($headerScroller[0],\"height\"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],\"width\",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updateRowCount(){if(initialized){var t=getDataLengthIncludingAddNew(),e=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),i=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&e*options.rowHeight>viewportH,makeActiveCellNormal();var r=t-1;for(var s in rowsCache)s>=r&&removeRowFromCache(s);activeCellNode&&activeRow>r&&resetActiveCell();var o=h;th=Math.max(options.rowHeight*e,viewportH-scrollbarDimensions.height),maxSupportedCssHeight>th?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==o&&($canvas.css(\"height\",h),scrollTop=$viewport[0].scrollTop);var a=th-viewportH>=scrollTop+offset;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=o&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(t,e){return null==t&&(t=scrollTop),null==e&&(e=scrollLeft),{top:getRowFromPosition(t),bottom:getRowFromPosition(t+viewportH)+1,leftPx:e,rightPx:e+viewportW}}function getRenderedRange(t,e){var i=getVisibleRange(t,e),n=Math.round(viewportH/options.rowHeight),r=3;return-1==vScrollDir?(i.top-=n,i.bottom+=r):1==vScrollDir?(i.top-=r,i.bottom+=n):(i.top-=r,i.bottom+=r),i.top=Math.max(0,i.top),i.bottom=Math.min(getDataLengthIncludingAddNew()-1,i.bottom),i.leftPx-=viewportW,i.rightPx+=viewportW,i.leftPx=Math.max(0,i.leftPx),i.rightPx=Math.min(canvasWidth,i.rightPx),i}function ensureCellNodesInRowsCache(t){var e=rowsCache[t];if(e&&e.cellRenderQueue.length)for(var i=e.rowNode.lastChild;e.cellRenderQueue.length;){var n=e.cellRenderQueue.pop();e.cellNodesByColumnIdx[n]=i,i=i.previousSibling}}function cleanUpCells(t,e){var i=0,n=rowsCache[e],r=[];for(var s in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(s)){s=0|s;var o=n.cellColSpans[s];(columnPosLeft[s]>t.rightPx||columnPosRight[Math.min(columns.length-1,s+o-1)]<t.leftPx)&&(e!=activeRow||s!=activeCell)&&r.push(s)}for(var a;null!=(a=r.pop());)n.rowNode.removeChild(n.cellNodesByColumnIdx[a]),delete n.cellColSpans[a],delete n.cellNodesByColumnIdx[a],postProcessedRows[e]&&delete postProcessedRows[e][a],i++}function cleanUpAndRenderCells(t){for(var e,i,n,r=[],s=[],o=0,a=t.top,l=t.bottom;l>=a;a++)if(e=rowsCache[a]){ensureCellNodesInRowsCache(a),cleanUpCells(t,a),i=0;var u=data.getItemMetadata&&data.getItemMetadata(a);u=u&&u.columns;for(var h=getDataItem(a),c=0,p=columns.length;p>c&&!(columnPosLeft[c]>t.rightPx);c++)if(null==(n=e.cellColSpans[c])){if(n=1,u){var d=u[columns[c].id]||u[c];n=d&&d.colspan||1,\"*\"===n&&(n=p-c)}columnPosRight[Math.min(p-1,c+n-1)]>t.leftPx&&(appendCellHtml(r,a,c,n,h),i++),c+=n>1?n-1:0}else c+=n>1?n-1:0;i&&(o+=i,s.push(a))}if(r.length){var f=document.createElement(\"div\");f.innerHTML=r.join(\"\");for(var g,m;null!=(g=s.pop());){e=rowsCache[g];for(var _;null!=(_=e.cellRenderQueue.pop());)m=f.lastChild,e.rowNode.appendChild(m),e.cellNodesByColumnIdx[_]=m}}}function renderRows(t){for(var e=$canvas[0],i=[],n=[],r=!1,s=getDataLength(),o=t.top,a=t.bottom;a>=o;o++)rowsCache[o]||(renderedRows++,n.push(o),rowsCache[o]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(i,o,t,s),activeCellNode&&activeRow===o&&(r=!0),counter_rows_rendered++);if(n.length){var l=document.createElement(\"div\");l.innerHTML=i.join(\"\");for(var o=0,a=n.length;a>o;o++)rowsCache[n[o]].rowNode=e.appendChild(l.firstChild);\n",
+       "        r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function invalidatePostProcessingResults(t){delete postProcessedRows[t],postProcessFromRow=Math.min(postProcessFromRow,t),postProcessToRow=Math.max(postProcessToRow,t),startPostProcessing()}function updateRowPositions(){for(var t in rowsCache)rowsCache[t].rowNode.style.top=getRowTop(t)+\"px\"}function render(){if(initialized){var t=getVisibleRange(),e=getRenderedRange();cleanupRows(e),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(e),renderRows(e),postProcessFromRow=t.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var t=$headerRowScroller[0].scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var t=Math.abs(scrollTop-prevScrollTop),e=Math.abs(scrollLeft-prevScrollLeft);if(e&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft),t)if(vScrollDir=scrollTop>prevScrollTop?1:-1,prevScrollTop=scrollTop,viewportH>t)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),i!=offset&&invalidateAllRows()}(e||t)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function asyncPostProcessRows(){for(var t=getDataLength();postProcessToRow>=postProcessFromRow;){var e=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,i=rowsCache[e];if(i&&!(e>=t)){postProcessedRows[e]||(postProcessedRows[e]={}),ensureCellNodesInRowsCache(e);for(var n in i.cellNodesByColumnIdx)if(i.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n];if(r.asyncPostRender&&!postProcessedRows[e][n]){var s=i.cellNodesByColumnIdx[n];s&&r.asyncPostRender(s,e,getDataItem(e),r),postProcessedRows[e][n]=!0}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function updateCellCssStylesOnRenderedRows(t,e){var i,n,r,s;for(var o in rowsCache){if(s=e&&e[o],r=t&&t[o],s)for(n in s)r&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).removeClass(s[n]));if(r)for(n in r)s&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).addClass(r[n]))}}function addCellCssStyles(t,e){if(cellCssClasses[t])throw\"addCellCssStyles: cell CSS hash with key '\"+t+\"' already exists.\";cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,null),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function removeCellCssStyles(t){cellCssClasses[t]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[t]),delete cellCssClasses[t],trigger(self.onCellCssStylesChanged,{key:t,hash:null}))}function setCellCssStyles(t,e){var i=cellCssClasses[t];cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,i),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function getCellCssStyles(t){return cellCssClasses[t]}function flashCell(t,e,i){function n(t){t&&setTimeout(function(){r.queue(function(){r.toggleClass(options.cellFlashingCssClass).dequeue(),n(t-1)})},i)}if(i=i||100,rowsCache[t]){var r=$(getCellNode(t,e));n(4)}}function handleMouseWheel(t){var e=$(t.target).closest(\".bk-slick-row\")[0];e!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=e&&($canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null),rowNodeFromLastMouseWheelEvent=e)}function handleDragInit(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragInit,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDragStart(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragStart,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDrag(t,e){return trigger(self.onDrag,e,t)}function handleDragEnd(t,e){trigger(self.onDragEnd,e,t)}function handleKeyDown(t){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},t);var e=t.isImmediatePropagationStopped();if(!e)if(t.shiftKey||t.altKey||t.ctrlKey)9!=t.which||!t.shiftKey||t.ctrlKey||t.altKey||(e=navigatePrev());else if(27==t.which){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else 34==t.which?(navigatePageDown(),e=!0):33==t.which?(navigatePageUp(),e=!0):37==t.which?e=navigateLeft():39==t.which?e=navigateRight():38==t.which?e=navigateUp():40==t.which?e=navigateDown():9==t.which?e=navigateNext():13==t.which&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),e=!0);if(e){t.stopPropagation(),t.preventDefault();try{t.originalEvent.keyCode=0}catch(i){}}}function handleClick(t){currentEditor||(t.target!=document.activeElement||$(t.target).hasClass(\"bk-slick-cell\"))&&setFocus();var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||activeCell==e.cell&&activeRow==e.row||!canCellBeActive(e.row,e.cell)||(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit())&&(scrollRowIntoView(e.row,!1),setActiveCellInternal(getCellNode(e.row,e.cell))))}function handleContextMenu(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);0!==e.length&&(activeCellNode!==e[0]||null===currentEditor)&&trigger(self.onContextMenu,{},t)}function handleDblClick(t){var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onDblClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||options.editable&&gotoCell(e.row,e.cell,!0))}function handleHeaderMouseEnter(t){trigger(self.onHeaderMouseEnter,{column:$(this).data(\"column\")},t)}function handleHeaderMouseLeave(t){trigger(self.onHeaderMouseLeave,{column:$(this).data(\"column\")},t)}function handleHeaderContextMenu(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");trigger(self.onHeaderContextMenu,{column:i},t)}function handleHeaderClick(t){var e=$(t.target).closest(\".bk-slick-header-column\",\".bk-slick-header-columns\"),i=e&&e.data(\"column\");i&&trigger(self.onHeaderClick,{column:i},t)}function handleMouseEnter(t){trigger(self.onMouseEnter,{},t)}function handleMouseLeave(t){trigger(self.onMouseLeave,{},t)}function cellExists(t,e){return!(0>t||t>=getDataLength()||0>e||e>=columns.length)}function getCellFromPoint(t,e){for(var i=getRowFromPosition(e),n=0,r=0,s=0;s<columns.length&&t>r;s++)r+=columns[s].width,n++;return 0>n&&(n=0),{row:i,cell:n-1}}function getCellFromNode(t){var e=/l\\d+/.exec(t.className);if(!e)throw\"getCellFromNode: cannot get cell - \"+t.className;return parseInt(e[0].substr(1,e[0].length-1),10)}function getRowFromNode(t){for(var e in rowsCache)if(rowsCache[e].rowNode===t)return 0|e;return null}function getCellFromEvent(t){var e=$(t.target).closest(\".bk-slick-cell\",$canvas);if(!e.length)return null;var i=getRowFromNode(e[0].parentNode),n=getCellFromNode(e[0]);return null==i||null==n?null:{row:i,cell:n}}function getCellNodeBox(t,e){if(!cellExists(t,e))return null;for(var i=getRowTop(t),n=i+options.rowHeight-1,r=0,s=0;e>s;s++)r+=columns[s].width;var o=r+columns[e].width;return{top:i,left:r,bottom:n,right:o}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(t,e,i){scrollRowIntoView(t,i);var n=getColspan(t,e),r=columnPosLeft[e],s=columnPosRight[e+(n>1?n-1:0)],o=scrollLeft+viewportW;scrollLeft>r?($viewport.scrollLeft(r),handleScroll(),render()):s>o&&($viewport.scrollLeft(Math.min(r,s-$viewport[0].clientWidth)),handleScroll(),render())}function setActiveCellInternal(t,e){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass(\"active\"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass(\"active\"));var i=activeCellNode!==t;activeCellNode=t,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==e&&(e=activeRow==getDataLength()||options.autoEdit),$(activeCellNode).addClass(\"active\"),$(rowsCache[activeRow].rowNode).addClass(\"active\"),options.editable&&e&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable()},options.asyncEditorLoadDelay):makeActiveCellEditable())):activeRow=activeCell=null,i&&trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(t){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(t,e){var i=getDataLength();return i>t&&!getDataItem(t)?!1:columns[e].cannotTriggerInsert&&t>=i?!1:getEditor(t,e)?!0:!1}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var t=getDataItem(activeRow);if($(activeCellNode).removeClass(\"editable invalid\"),t){var e=columns[activeCell],i=getFormatter(activeRow,e);activeCellNode.innerHTML=i(activeRow,activeCell,getDataItemValueForColumn(t,e),e,t),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(t){if(activeCellNode){if(!options.editable)throw\"Grid : makeActiveCellEditable : should never get called when options.editable is false\";if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var e=columns[activeCell],i=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:i,column:e})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass(\"editable\"),t||(activeCellNode.innerHTML=\"\"),currentEditor=new(t||getEditor(activeRow,activeCell))({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:e,item:i||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),i&&currentEditor.loadValue(i),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(t){var e={top:t.offsetTop,left:t.offsetLeft,bottom:0,right:0,width:$(t).outerWidth(),height:$(t).outerHeight(),visible:!0};e.bottom=e.top+e.height,e.right=e.left+e.width;for(var i=t.offsetParent;(t=t.parentNode)!=document.body;)e.visible&&t.scrollHeight!=t.offsetHeight&&\"visible\"!=$(t).css(\"overflowY\")&&(e.visible=e.bottom>t.scrollTop&&e.top<t.scrollTop+t.clientHeight),e.visible&&t.scrollWidth!=t.offsetWidth&&\"visible\"!=$(t).css(\"overflowX\")&&(e.visible=e.right>t.scrollLeft&&e.left<t.scrollLeft+t.clientWidth),e.left-=t.scrollLeft,e.top-=t.scrollTop,t===i&&(e.left+=t.offsetLeft,e.top+=t.offsetTop,i=t.offsetParent),e.bottom=e.top+e.height,e.right=e.left+e.width;return e}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var t=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(t.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(t)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(t,e){var i=t*options.rowHeight,n=(t+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(t+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(e?i:n),render()):t*options.rowHeight<scrollTop+offset&&(scrollTo(e?n:i),render())}function scrollRowToTop(t){scrollTo(t*options.rowHeight),render()}function scrollPage(t){var e=t*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+e)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var i=activeRow+e,n=getDataLengthIncludingAddNew();i>=n&&(i=n-1),0>i&&(i=0);for(var r=0,s=null,o=activePosX;activePosX>=r;)canCellBeActive(i,r)&&(s=r),r+=getColspan(i,r);null!==s?(setActiveCellInternal(getCellNode(i,s)),activePosX=o):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(t,e){var i=data.getItemMetadata&&data.getItemMetadata(t);if(!i||!i.columns)return 1;var n=i.columns[columns[e].id]||i.columns[e],r=n&&n.colspan;return r=\"*\"===r?columns.length-e:r||1}function findFirstFocusableCell(t){for(var e=0;e<columns.length;){if(canCellBeActive(t,e))return e;e+=getColspan(t,e)}return null}function findLastFocusableCell(t){for(var e=0,i=null;e<columns.length;)canCellBeActive(t,e)&&(i=e),e+=getColspan(t,e);return i}function gotoRight(t,e,i){if(e>=columns.length)return null;do e+=getColspan(t,e);while(e<columns.length&&!canCellBeActive(t,e));return e<columns.length?{row:t,cell:e,posX:e}:null}function gotoLeft(t,e,i){if(0>=e)return null;var n=findFirstFocusableCell(t);if(null===n||n>=e)return null;for(var r,s={row:t,cell:n,posX:n};;){if(r=gotoRight(s.row,s.cell,s.posX),!r)return null;if(r.cell>=e)return s;s=r}}function gotoDown(t,e,i){for(var n,r=getDataLengthIncludingAddNew();;){if(++t>=r)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoUp(t,e,i){for(var n;;){if(--t<0)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoNext(t,e,i){if(null==t&&null==e&&(t=e=i=0,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};var n=gotoRight(t,e,i);if(n)return n;for(var r=null,s=getDataLengthIncludingAddNew();++t<s;)if(r=findFirstFocusableCell(t),null!==r)return{row:t,cell:r,posX:r};return null}function gotoPrev(t,e,i){if(null==t&&null==e&&(t=getDataLengthIncludingAddNew()-1,e=i=columns.length-1,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};for(var n,r;!n&&!(n=gotoLeft(t,e,i));){if(--t<0)return null;e=0,r=findLastFocusableCell(t),null!==r&&(n={row:t,cell:r,posX:r})}return n}function navigateRight(){return navigate(\"right\")}function navigateLeft(){return navigate(\"left\")}function navigateDown(){return navigate(\"down\")}function navigateUp(){return navigate(\"up\")}function navigateNext(){return navigate(\"next\")}function navigatePrev(){return navigate(\"prev\")}function navigate(t){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&\"prev\"!=t&&\"next\"!=t)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var e={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=e[t];var i={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},n=i[t],r=n(activeRow,activeCell,activePosX);if(r){var s=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!s),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(t,e){return rowsCache[t]?(ensureCellNodesInRowsCache(t),rowsCache[t].cellNodesByColumnIdx[e]):null}function setActiveCell(t,e){initialized&&(t>getDataLength()||0>t||e>=columns.length||0>e||options.enableCellNavigation&&(scrollCellIntoView(t,e,!1),setActiveCellInternal(getCellNode(t,e),!1)))}function canCellBeActive(t,e){if(!options.enableCellNavigation||t>=getDataLengthIncludingAddNew()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.focusable)return i.focusable;var n=i&&i.columns;return n&&n[columns[e].id]&&\"boolean\"==typeof n[columns[e].id].focusable?n[columns[e].id].focusable:n&&n[e]&&\"boolean\"==typeof n[e].focusable?n[e].focusable:columns[e].focusable}function canCellBeSelected(t,e){if(t>=getDataLength()||0>t||e>=columns.length||0>e)return!1;var i=data.getItemMetadata&&data.getItemMetadata(t);if(i&&\"boolean\"==typeof i.selectable)return i.selectable;var n=i&&i.columns&&(i.columns[columns[e].id]||i.columns[e]);return n&&\"boolean\"==typeof n.selectable?n.selectable:columns[e].selectable}function gotoCell(t,e,i){if(initialized&&canCellBeActive(t,e)&&getEditorLock().commitCurrentEdit()){scrollCellIntoView(t,e,!1);var n=getCellNode(t,e);setActiveCellInternal(n,i||t===getDataLength()||options.autoEdit),currentEditor||setFocus()}}function commitCurrentEdit(){var t=getDataItem(activeRow),e=columns[activeCell];if(currentEditor){if(currentEditor.isValueChanged()){var i=currentEditor.validate();if(i.valid){if(activeRow<getDataLength()){var n={row:activeRow,cell:activeCell,editor:currentEditor,serializedValue:currentEditor.serializeValue(),prevSerializedValue:serializedEditorValue,execute:function(){this.editor.applyValue(t,this.serializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})},undo:function(){this.editor.applyValue(t,this.prevSerializedValue),updateRow(this.row),trigger(self.onCellChange,{row:activeRow,cell:activeCell,item:t})}};options.editCommandHandler?(makeActiveCellNormal(),options.editCommandHandler(t,e,n)):(n.execute(),makeActiveCellNormal())}else{var r={};currentEditor.applyValue(r,currentEditor.serializeValue()),makeActiveCellNormal(),trigger(self.onAddNewRow,{item:r,column:e})}return!getEditorLock().isActive()}return $(activeCellNode).removeClass(\"invalid\"),$(activeCellNode).width(),$(activeCellNode).addClass(\"invalid\"),trigger(self.onValidationError,{editor:currentEditor,cellNode:activeCellNode,validationResults:i,row:activeRow,cell:activeCell,column:e}),currentEditor.focus(),!1}makeActiveCellNormal()}return!0}function cancelCurrentEdit(){return makeActiveCellNormal(),!0}function rowsToRanges(t){for(var e=[],i=columns.length-1,n=0;n<t.length;n++)e.push(new Slick.Range(t[n],0,t[n],i));return e}function getSelectedRows(){if(!selectionModel)throw\"Selection model is not set\";return selectedRows}function setSelectedRows(t){if(!selectionModel)throw\"Selection model is not set\";selectionModel.setSelectedRanges(rowsToRanges(t))}var defaults={explicitInitialization:!1,rowHeight:25,defaultColumnWidth:80,enableAddRow:!1,leaveSpaceForNewRows:!1,editable:!1,autoEdit:!0,enableCellNavigation:!0,enableColumnReorder:!0,asyncEditorLoading:!1,asyncEditorLoadDelay:100,forceFitColumns:!1,enableAsyncPostRender:!1,asyncPostRenderDelay:50,autoHeight:!1,editorLock:Slick.GlobalEditorLock,showHeaderRow:!1,headerRowHeight:25,showTopPanel:!1,topPanelHeight:25,formatterFactory:null,editorFactory:null,cellFlashingCssClass:\"flashing\",selectedCellCssClass:\"selected\",multiSelect:!0,enableTextSelectionOnCells:!1,dataItemColumnValueExtractor:null,fullWidthRows:!1,multiColumnSort:!1,defaultFormatter:defaultFormatter,forceSyncScrolling:!1,addNewRowCssClass:\"new-row\"},columnDefaults={name:\"\",resizable:!0,sortable:!1,minWidth:30,rerenderOnResize:!1,headerCssClass:null,defaultSortAsc:!0,focusable:!0,selectable:!0},th,h,ph,n,cj,page=0,offset=0,vScrollDir=1,initialized=!1,$container,uid=\"slickgrid_\"+Math.round(1e6*Math.random()),self=this,$focusSink,$focusSink2,$headerScroller,$headers,$headerRow,$headerRowScroller,$headerRowSpacer,$topPanelScroller,$topPanel,$viewport,$canvas,$style,$boundAncestors,stylesheet,columnCssRulesL,columnCssRulesR,viewportH,viewportW,canvasWidth,viewportHasHScroll,viewportHasVScroll,headerColumnWidthDiff=0,headerColumnHeightDiff=0,cellWidthDiff=0,cellHeightDiff=0,absoluteColumnMinWidth,tabbingDirection=1,activePosX,activeRow,activeCell,activeCellNode=null,currentEditor=null,serializedEditorValue,editController,rowsCache={},renderedRows=0,numVisibleRows,prevScrollTop=0,scrollTop=0,lastRenderedScrollTop=0,lastRenderedScrollLeft=0,prevScrollLeft=0,scrollLeft=0,selectionModel,selectedRows=[],plugins=[],cellCssClasses={},columnsById={},sortColumns=[],columnPosLeft=[],columnPosRight=[],h_editorLoader=null,h_render=null,h_postrender=null,postProcessedRows={},postProcessToRow=null,postProcessFromRow=null,counter_rows_rendered=0,counter_rows_removed=0,rowNodeFromLastMouseWheelEvent,zombieRowNodeFromLastMouseWheelEvent;this.debug=function(){var t=\"\";t+=\"\\ncounter_rows_rendered:  \"+counter_rows_rendered,t+=\"\\ncounter_rows_removed:  \"+counter_rows_removed,t+=\"\\nrenderedRows:  \"+renderedRows,t+=\"\\nnumVisibleRows:  \"+numVisibleRows,t+=\"\\nmaxSupportedCssHeight:  \"+maxSupportedCssHeight,t+=\"\\nn(umber of pages):  \"+n,t+=\"\\n(current) page:  \"+page,t+=\"\\npage height (ph):  \"+ph,t+=\"\\nvScrollDir:  \"+vScrollDir,alert(t)},this.eval=function(expr){return eval(expr)},$.extend(this,{slickGridVersion:\"2.1\",onScroll:new Slick.Event,onSort:new Slick.Event,onHeaderMouseEnter:new Slick.Event,onHeaderMouseLeave:new Slick.Event,onHeaderContextMenu:new Slick.Event,onHeaderClick:new Slick.Event,onHeaderCellRendered:new Slick.Event,onBeforeHeaderCellDestroy:new Slick.Event,onHeaderRowCellRendered:new Slick.Event,onBeforeHeaderRowCellDestroy:new Slick.Event,onMouseEnter:new Slick.Event,onMouseLeave:new Slick.Event,onClick:new Slick.Event,onDblClick:new Slick.Event,onContextMenu:new Slick.Event,onKeyDown:new Slick.Event,onAddNewRow:new Slick.Event,onValidationError:new Slick.Event,onViewportChanged:new Slick.Event,onColumnsReordered:new Slick.Event,onColumnsResized:new Slick.Event,onCellChange:new Slick.Event,onBeforeEditCell:new Slick.Event,onBeforeCellEditorDestroy:new Slick.Event,onBeforeDestroy:new Slick.Event,onActiveCellChanged:new Slick.Event,onActiveCellPositionChanged:new Slick.Event,onDragInit:new Slick.Event,onDragStart:new Slick.Event,onDrag:new Slick.Event,onDragEnd:new Slick.Event,onSelectedRowsChanged:new Slick.Event,onCellCssStylesChanged:new 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+       "</script>\n",
+       "    \n",
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') 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fa-spin{0%{-webkit-transform:rotate(0);transform:rotate(0)}100%{-webkit-transform:rotate(359deg);transform:rotate(359deg)}}.bk-fa-rotate-90{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=1);-webkit-transform:rotate(90deg);-ms-transform:rotate(90deg);transform:rotate(90deg)}.bk-fa-rotate-180{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2);-webkit-transform:rotate(180deg);-ms-transform:rotate(180deg);transform:rotate(180deg)}.bk-fa-rotate-270{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=3);-webkit-transform:rotate(270deg);-ms-transform:rotate(270deg);transform:rotate(270deg)}.bk-fa-flip-horizontal{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=0,mirror=1);-webkit-transform:scale(-1,1);-ms-transform:scale(-1,1);transform:scale(-1,1)}.bk-fa-flip-vertical{filter:progid:DXImageTransform.Microsoft.BasicImage(rotation=2,mirror=1);-webkit-transform:scale(1,-1);-ms-transform:scale(1,-1);transform:scale(1,-1)}:root .bk-fa-rotate-90,:root .bk-fa-rotate-180,:root .bk-fa-rotate-270,:root .bk-fa-flip-horizontal,:root .bk-fa-flip-vertical{filter:none}.bk-fa-stack{position:relative;display:inline-block;width:2em;height:2em;line-height:2em;vertical-align:middle}.bk-fa-stack-1x,.bk-fa-stack-2x{position:absolute;left:0;width:100%;text-align:center}.bk-fa-stack-1x{line-height:inherit}.bk-fa-stack-2x{font-size:2em}.bk-fa-inverse{color:#fff}.bk-fa-glass:before{content:\"\\f000\"}.bk-fa-music:before{content:\"\\f001\"}.bk-fa-search:before{content:\"\\f002\"}.bk-fa-envelope-o:before{content:\"\\f003\"}.bk-fa-heart:before{content:\"\\f004\"}.bk-fa-star:before{content:\"\\f005\"}.bk-fa-star-o:before{content:\"\\f006\"}.bk-fa-user:before{content:\"\\f007\"}.bk-fa-film:before{content:\"\\f008\"}.bk-fa-th-large:before{content:\"\\f009\"}.bk-fa-th:before{content:\"\\f00a\"}.bk-fa-th-list:before{content:\"\\f00b\"}.bk-fa-check:before{content:\"\\f00c\"}.bk-fa-remove:before,.bk-fa-close:before,.bk-fa-times:before{content:\"\\f00d\"}.bk-fa-search-plus:before{content:\"\\f00e\"}.bk-fa-search-minus:before{content:\"\\f010\"}.bk-fa-power-off:before{content:\"\\f011\"}.bk-fa-signal:before{content:\"\\f012\"}.bk-fa-gear:before,.bk-fa-cog:before{content:\"\\f013\"}.bk-fa-trash-o:before{content:\"\\f014\"}.bk-fa-home:before{content:\"\\f015\"}.bk-fa-file-o:before{content:\"\\f016\"}.bk-fa-clock-o:before{content:\"\\f017\"}.bk-fa-road:before{content:\"\\f018\"}.bk-fa-download:before{content:\"\\f019\"}.bk-fa-arrow-circle-o-down:before{content:\"\\f01a\"}.bk-fa-arrow-circle-o-up:before{content:\"\\f01b\"}.bk-fa-inbox:before{content:\"\\f01c\"}.bk-fa-play-circle-o:before{content:\"\\f01d\"}.bk-fa-rotate-right:before,.bk-fa-repeat:before{content:\"\\f01e\"}.bk-fa-refresh:before{content:\"\\f021\"}.bk-fa-list-alt:before{content:\"\\f022\"}.bk-fa-lock:before{content:\"\\f023\"}.bk-fa-flag:before{content:\"\\f024\"}.bk-fa-headphones:before{content:\"\\f025\"}.bk-fa-volume-off:before{content:\"\\f026\"}.bk-fa-volume-down:before{content:\"\\f027\"}.bk-fa-volume-up:before{content:\"\\f028\"}.bk-fa-qrcode:before{content:\"\\f029\"}.bk-fa-barcode:before{content:\"\\f02a\"}.bk-fa-tag:before{content:\"\\f02b\"}.bk-fa-tags:before{content:\"\\f02c\"}.bk-fa-book:before{content:\"\\f02d\"}.bk-fa-bookmark:before{content:\"\\f02e\"}.bk-fa-print:before{content:\"\\f02f\"}.bk-fa-camera:before{content:\"\\f030\"}.bk-fa-font:before{content:\"\\f031\"}.bk-fa-bold:before{content:\"\\f032\"}.bk-fa-italic:before{content:\"\\f033\"}.bk-fa-text-height:before{content:\"\\f034\"}.bk-fa-text-width:before{content:\"\\f035\"}.bk-fa-align-left:before{content:\"\\f036\"}.bk-fa-align-center:before{content:\"\\f037\"}.bk-fa-align-right:before{content:\"\\f038\"}.bk-fa-align-justify:before{content:\"\\f039\"}.bk-fa-list:before{content:\"\\f03a\"}.bk-fa-dedent:before,.bk-fa-outdent:before{content:\"\\f03b\"}.bk-fa-indent:before{content:\"\\f03c\"}.bk-fa-video-camera:before{content:\"\\f03d\"}.bk-fa-photo:before,.bk-fa-image:before,.bk-fa-picture-o:before{content:\"\\f03e\"}.bk-fa-pencil:before{content:\"\\f040\"}.bk-fa-map-marker:before{content:\"\\f041\"}.bk-fa-adjust:before{content:\"\\f042\"}.bk-fa-tint:before{content:\"\\f043\"}.bk-fa-edit:before,.bk-fa-pencil-square-o:before{content:\"\\f044\"}.bk-fa-share-square-o:before{content:\"\\f045\"}.bk-fa-check-square-o:before{content:\"\\f046\"}.bk-fa-arrows:before{content:\"\\f047\"}.bk-fa-step-backward:before{content:\"\\f048\"}.bk-fa-fast-backward:before{content:\"\\f049\"}.bk-fa-backward:before{content:\"\\f04a\"}.bk-fa-play:before{content:\"\\f04b\"}.bk-fa-pause:before{content:\"\\f04c\"}.bk-fa-stop:before{content:\"\\f04d\"}.bk-fa-forward:before{content:\"\\f04e\"}.bk-fa-fast-forward:before{content:\"\\f050\"}.bk-fa-step-forward:before{content:\"\\f051\"}.bk-fa-eject:before{content:\"\\f052\"}.bk-fa-chevron-left:before{content:\"\\f053\"}.bk-fa-chevron-right:before{content:\"\\f054\"}.bk-fa-plus-circle:before{content:\"\\f055\"}.bk-fa-minus-circle:before{content:\"\\f056\"}.bk-fa-times-circle:before{content:\"\\f057\"}.bk-fa-check-circle:before{content:\"\\f058\"}.bk-fa-question-circle:before{content:\"\\f059\"}.bk-fa-info-circle:before{content:\"\\f05a\"}.bk-fa-crosshairs:before{content:\"\\f05b\"}.bk-fa-times-circle-o:before{content:\"\\f05c\"}.bk-fa-check-circle-o:before{content:\"\\f05d\"}.bk-fa-ban:before{content:\"\\f05e\"}.bk-fa-arrow-left:before{content:\"\\f060\"}.bk-fa-arrow-right:before{content:\"\\f061\"}.bk-fa-arrow-up:before{content:\"\\f062\"}.bk-fa-arrow-down:before{content:\"\\f063\"}.bk-fa-mail-forward:before,.bk-fa-share:before{content:\"\\f064\"}.bk-fa-expand:before{content:\"\\f065\"}.bk-fa-compress:before{content:\"\\f066\"}.bk-fa-plus:before{content:\"\\f067\"}.bk-fa-minus:before{content:\"\\f068\"}.bk-fa-asterisk:before{content:\"\\f069\"}.bk-fa-exclamation-circle:before{content:\"\\f06a\"}.bk-fa-gift:before{content:\"\\f06b\"}.bk-fa-leaf:before{content:\"\\f06c\"}.bk-fa-fire:before{content:\"\\f06d\"}.bk-fa-eye:before{content:\"\\f06e\"}.bk-fa-eye-slash:before{content:\"\\f070\"}.bk-fa-warning:before,.bk-fa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+       "         * jQuery UI CSS Framework 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/category/theming/\n",
+       "         */.bk-ui-helper-hidden{display:none}.bk-ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.bk-ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.bk-ui-helper-clearfix:before,.bk-ui-helper-clearfix:after{content:\"\";display:table;border-collapse:collapse}.bk-ui-helper-clearfix:after{clear:both}.bk-ui-helper-clearfix{min-height:0}.bk-ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.bk-ui-front{z-index:100}.bk-ui-state-disabled{cursor:default !important}.bk-ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.bk-ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}/*!\n",
+       "         * jQuery UI Accordion 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/accordion/#theming\n",
+       "         */.bk-ui-accordion .bk-ui-accordion-header{display:block;cursor:pointer;position:relative;margin:2px 0 0 0;padding:.5em .5em .5em .7em;min-height:0;font-size:100%}.bk-ui-accordion .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-icons .bk-ui-accordion-icons{padding-left:2.2em}.bk-ui-accordion .bk-ui-accordion-header .bk-ui-accordion-header-icon{position:absolute;left:.5em;top:50%;margin-top:-8px}.bk-ui-accordion .bk-ui-accordion-content{padding:1em 2.2em;border-top:0;overflow:auto}/*!\n",
+       "         * jQuery UI Autocomplete 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/autocomplete/#theming\n",
+       "         */.bk-ui-autocomplete{position:absolute;top:0;left:0;cursor:default}/*!\n",
+       "         * jQuery UI Button 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/button/#theming\n",
+       "         */.bk-ui-button{display:inline-block;position:relative;padding:0;line-height:normal;margin-right:.1em;cursor:pointer;vertical-align:middle;text-align:center;overflow:visible}.bk-ui-button,.bk-ui-button:link,.bk-ui-button:visited,.bk-ui-button:hover,.bk-ui-button:active{text-decoration:none}.bk-ui-button-icon-only{width:2.2em}button.bk-ui-button-icon-only{width:2.4em}.bk-ui-button-icons-only{width:3.4em}button.bk-ui-button-icons-only{width:3.7em}.bk-ui-button .bk-ui-button-text{display:block;line-height:normal}.bk-ui-button-text-only .bk-ui-button-text{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-button-text,.bk-ui-button-icons-only .bk-ui-button-text{padding:.4em;text-indent:-9999999px}.bk-ui-button-text-icon-primary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 1em .4em 2.1em}.bk-ui-button-text-icon-secondary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 2.1em .4em 1em}.bk-ui-button-text-icons .bk-ui-button-text{padding-left:2.1em;padding-right:2.1em}input.bk-ui-button{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-icon,.bk-ui-button-text-icon-primary .bk-ui-icon,.bk-ui-button-text-icon-secondary .bk-ui-icon,.bk-ui-button-text-icons .bk-ui-icon,.bk-ui-button-icons-only .bk-ui-icon{position:absolute;top:50%;margin-top:-8px}.bk-ui-button-icon-only .bk-ui-icon{left:50%;margin-left:-8px}.bk-ui-button-text-icon-primary .bk-ui-button-icon-primary,.bk-ui-button-text-icons .bk-ui-button-icon-primary,.bk-ui-button-icons-only .bk-ui-button-icon-primary{left:.5em}.bk-ui-button-text-icon-secondary .bk-ui-button-icon-secondary,.bk-ui-button-text-icons .bk-ui-button-icon-secondary,.bk-ui-button-icons-only .bk-ui-button-icon-secondary{right:.5em}.bk-ui-buttonset{margin-right:7px}.bk-ui-buttonset .bk-ui-button{margin-left:0;margin-right:-.3em}input.bk-ui-button::-moz-focus-inner,button.bk-ui-button::-moz-focus-inner{border:0;padding:0}/*!\n",
+       "         * jQuery UI Datepicker 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/datepicker/#theming\n",
+       "         */.bk-ui-datepicker{width:17em;padding:.2em .2em 0;display:none}.bk-ui-datepicker .bk-ui-datepicker-header{position:relative;padding:.2em 0}.bk-ui-datepicker .bk-ui-datepicker-prev,.bk-ui-datepicker .bk-ui-datepicker-next{position:absolute;top:2px;width:1.8em;height:1.8em}.bk-ui-datepicker .bk-ui-datepicker-prev-hover,.bk-ui-datepicker .bk-ui-datepicker-next-hover{top:1px}.bk-ui-datepicker .bk-ui-datepicker-prev{left:2px}.bk-ui-datepicker .bk-ui-datepicker-next{right:2px}.bk-ui-datepicker .bk-ui-datepicker-prev-hover{left:1px}.bk-ui-datepicker .bk-ui-datepicker-next-hover{right:1px}.bk-ui-datepicker .bk-ui-datepicker-prev span,.bk-ui-datepicker .bk-ui-datepicker-next span{display:block;position:absolute;left:50%;margin-left:-8px;top:50%;margin-top:-8px}.bk-ui-datepicker .bk-ui-datepicker-title{margin:0 2.3em;line-height:1.8em;text-align:center}.bk-ui-datepicker .bk-ui-datepicker-title select{font-size:1em;margin:1px 0}.bk-ui-datepicker select.bk-ui-datepicker-month,.bk-ui-datepicker select.bk-ui-datepicker-year{width:45%}.bk-ui-datepicker table{width:100%;font-size:.9em;border-collapse:collapse;margin:0 0 .4em}.bk-ui-datepicker th{padding:.7em .3em;text-align:center;font-weight:bold;border:0}.bk-ui-datepicker td{border:0;padding:1px}.bk-ui-datepicker td span,.bk-ui-datepicker td a{display:block;padding:.2em;text-align:right;text-decoration:none}.bk-ui-datepicker .bk-ui-datepicker-buttonpane{background-image:none;margin:.7em 0 0 0;padding:0 .2em;border-left:0;border-right:0;border-bottom:0}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button{float:right;margin:.5em .2em .4em;cursor:pointer;padding:.2em .6em .3em .6em;width:auto;overflow:visible}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current{float:left}.bk-ui-datepicker.bk-ui-datepicker-multi{width:auto}.bk-ui-datepicker-multi .bk-ui-datepicker-group{float:left}.bk-ui-datepicker-multi .bk-ui-datepicker-group table{width:95%;margin:0 auto .4em}.bk-ui-datepicker-multi-2 .bk-ui-datepicker-group{width:50%}.bk-ui-datepicker-multi-3 .bk-ui-datepicker-group{width:33.3%}.bk-ui-datepicker-multi-4 .bk-ui-datepicker-group{width:25%}.bk-ui-datepicker-multi .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-multi .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-left-width:0}.bk-ui-datepicker-multi .bk-ui-datepicker-buttonpane{clear:left}.bk-ui-datepicker-row-break{clear:both;width:100%;font-size:0}.bk-ui-datepicker-rtl{direction:rtl}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev{right:2px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next{left:2px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev:hover{right:1px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next:hover{left:1px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane{clear:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button{float:left}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current,.bk-ui-datepicker-rtl .bk-ui-datepicker-group{float:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-rtl .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-right-width:0;border-left-width:1px}/*!\n",
+       "         * jQuery UI Dialog 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/dialog/#theming\n",
+       "         */.bk-ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.bk-ui-dialog .bk-ui-dialog-titlebar{padding:.4em 1em;position:relative}.bk-ui-dialog .bk-ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.bk-ui-dialog .bk-ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.bk-ui-dialog .bk-ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:0;overflow:auto}.bk-ui-dialog .bk-ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 1em .5em .4em}.bk-ui-dialog .bk-ui-dialog-buttonpane .bk-ui-dialog-buttonset{float:right}.bk-ui-dialog .bk-ui-dialog-buttonpane button{margin:.5em .4em .5em 0;cursor:pointer}.bk-ui-dialog .bk-ui-resizable-se{width:12px;height:12px;right:-5px;bottom:-5px;background-position:16px 16px}.bk-ui-draggable .bk-ui-dialog-titlebar{cursor:move}/*!\n",
+       "         * jQuery UI Draggable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-draggable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
+       "         * jQuery UI Menu 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/menu/#theming\n",
+       "         */.bk-ui-menu{list-style:none;padding:0;margin:0;display:block;outline:0}.bk-ui-menu .bk-ui-menu{position:absolute}.bk-ui-menu .bk-ui-menu-item{position:relative;margin:0;padding:3px 1em 3px .4em;cursor:pointer;min-height:0;list-style-image:url(\"data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7\")}.bk-ui-menu .bk-ui-menu-divider{margin:5px 0;height:0;font-size:0;line-height:0;border-width:1px 0 0 0}.bk-ui-menu .bk-ui-state-focus,.bk-ui-menu .bk-ui-state-active{margin:-1px}.bk-ui-menu-icons{position:relative}.bk-ui-menu-icons .bk-ui-menu-item{padding-left:2em}.bk-ui-menu .bk-ui-icon{position:absolute;top:0;bottom:0;left:.2em;margin:auto 0}.bk-ui-menu .bk-ui-menu-icon{left:auto;right:0}/*!\n",
+       "         * jQuery UI Progressbar 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/progressbar/#theming\n",
+       "         */.bk-ui-progressbar{height:2em;text-align:left;overflow:hidden}.bk-ui-progressbar .bk-ui-progressbar-value{margin:-1px;height:100%}.bk-ui-progressbar .bk-ui-progressbar-overlay{background:url(\"data:image/gif;base64,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\");height:100%;filter:alpha(opacity=25);opacity:.25}.bk-ui-progressbar-indeterminate .bk-ui-progressbar-value{background-image:none}/*!\n",
+       "         * jQuery UI Resizable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-resizable{position:relative}.bk-ui-resizable-handle{position:absolute;font-size:.1px;display:block;-ms-touch-action:none;touch-action:none}.bk-ui-resizable-disabled .bk-ui-resizable-handle,.bk-ui-resizable-autohide .bk-ui-resizable-handle{display:none}.bk-ui-resizable-n{cursor:n-resize;height:7px;width:100%;top:-5px;left:0}.bk-ui-resizable-s{cursor:s-resize;height:7px;width:100%;bottom:-5px;left:0}.bk-ui-resizable-e{cursor:e-resize;width:7px;right:-5px;top:0;height:100%}.bk-ui-resizable-w{cursor:w-resize;width:7px;left:-5px;top:0;height:100%}.bk-ui-resizable-se{cursor:se-resize;width:12px;height:12px;right:1px;bottom:1px}.bk-ui-resizable-sw{cursor:sw-resize;width:9px;height:9px;left:-5px;bottom:-5px}.bk-ui-resizable-nw{cursor:nw-resize;width:9px;height:9px;left:-5px;top:-5px}.bk-ui-resizable-ne{cursor:ne-resize;width:9px;height:9px;right:-5px;top:-5px}/*!\n",
+       "         * jQuery UI Selectable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-selectable{-ms-touch-action:none;touch-action:none}.bk-ui-selectable-helper{position:absolute;z-index:100;border:1px dotted black}/*!\n",
+       "         * jQuery UI Selectmenu 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/selectmenu/#theming\n",
+       "         */.bk-ui-selectmenu-menu{padding:0;margin:0;position:absolute;top:0;left:0;display:none}.bk-ui-selectmenu-menu .bk-ui-menu{overflow:auto;overflow-x:hidden;padding-bottom:1px}.bk-ui-selectmenu-menu .bk-ui-menu .bk-ui-selectmenu-optgroup{font-size:1em;font-weight:bold;line-height:1.5;padding:2px .4em;margin:.5em 0 0 0;height:auto;border:0}.bk-ui-selectmenu-open{display:block}.bk-ui-selectmenu-button{display:inline-block;overflow:hidden;position:relative;text-decoration:none;cursor:pointer}.bk-ui-selectmenu-button span.bk-ui-icon{right:.5em;left:auto;margin-top:-8px;position:absolute;top:50%}.bk-ui-selectmenu-button span.bk-ui-selectmenu-text{text-align:left;padding:.4em 2.1em .4em 1em;display:block;line-height:1.4;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}/*!\n",
+       "         * jQuery UI Sortable 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         */.bk-ui-sortable-handle{-ms-touch-action:none;touch-action:none}/*!\n",
+       "         * jQuery UI Slider 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/slider/#theming\n",
+       "         */.bk-ui-slider{position:relative;text-align:left}.bk-ui-slider .bk-ui-slider-handle{position:absolute;z-index:2;width:1.2em;height:1.2em;cursor:default;-ms-touch-action:none;touch-action:none}.bk-ui-slider .bk-ui-slider-range{position:absolute;z-index:1;font-size:.7em;display:block;border:0;background-position:0 0}.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-handle,.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-range{filter:inherit}.bk-ui-slider-horizontal{height:.8em}.bk-ui-slider-horizontal .bk-ui-slider-handle{top:-.3em;margin-left:-.6em}.bk-ui-slider-horizontal .bk-ui-slider-range{top:0;height:100%}.bk-ui-slider-horizontal .bk-ui-slider-range-min{left:0}.bk-ui-slider-horizontal .bk-ui-slider-range-max{right:0}.bk-ui-slider-vertical{width:.8em;height:100px}.bk-ui-slider-vertical .bk-ui-slider-handle{left:-.3em;margin-left:0;margin-bottom:-.6em}.bk-ui-slider-vertical .bk-ui-slider-range{left:0;width:100%}.bk-ui-slider-vertical .bk-ui-slider-range-min{bottom:0}.bk-ui-slider-vertical .bk-ui-slider-range-max{top:0}/*!\n",
+       "         * jQuery UI Spinner 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/spinner/#theming\n",
+       "         */.bk-ui-spinner{position:relative;display:inline-block;overflow:hidden;padding:0;vertical-align:middle}.bk-ui-spinner-input{border:0;background:0;color:inherit;padding:0;margin:.2em 0;vertical-align:middle;margin-left:.4em;margin-right:22px}.bk-ui-spinner-button{width:16px;height:50%;font-size:.5em;padding:0;margin:0;text-align:center;position:absolute;cursor:default;display:block;overflow:hidden;right:0}.bk-ui-spinner a.bk-ui-spinner-button{border-top:0;border-bottom:0;border-right:0}.bk-ui-spinner .bk-ui-icon{position:absolute;margin-top:-8px;top:50%;left:0}.bk-ui-spinner-up{top:0}.bk-ui-spinner-down{bottom:0}.bk-ui-spinner .bk-ui-icon-triangle-1-s{background-position:-65px -16px}/*!\n",
+       "         * jQuery UI Tabs 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/tabs/#theming\n",
+       "         */.bk-ui-tabs{position:relative;padding:.2em}.bk-ui-tabs .bk-ui-tabs-nav{margin:0;padding:.2em .2em 0}.bk-ui-tabs .bk-ui-tabs-nav li{list-style:none;float:left;position:relative;top:0;margin:1px .2em 0 0;border-bottom-width:0;padding:0;white-space:nowrap}.bk-ui-tabs .bk-ui-tabs-nav .bk-ui-tabs-anchor{float:left;padding:.5em 1em;text-decoration:none}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active{margin-bottom:-1px;padding-bottom:1px}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-state-disabled .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-loading .bk-ui-tabs-anchor{cursor:text}.bk-ui-tabs-collapsible .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor{cursor:pointer}.bk-ui-tabs .bk-ui-tabs-panel{display:block;border-width:0;padding:1em 1.4em;background:0}/*!\n",
+       "         * jQuery UI Tooltip 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/tooltip/#theming\n",
+       "         */.bk-ui-tooltip{padding:8px;position:absolute;z-index:9999;max-width:300px;-webkit-box-shadow:0 0 5px #aaa;box-shadow:0 0 5px #aaa}body .bk-ui-tooltip{border-width:2px}/*!\n",
+       "         * jQuery UI CSS Framework 1.11.2\n",
+       "         * http://jqueryui.com\n",
+       "         *\n",
+       "         * Copyright 2014 jQuery Foundation and other contributors\n",
+       "         * Released under the MIT license.\n",
+       "         * http://jquery.org/license\n",
+       "         *\n",
+       "         * http://api.jqueryui.com/category/theming/\n",
+       "         *\n",
+       "         * To view and modify this theme, visit http://jqueryui.com/themeroller/\n",
+       "         */.bk-ui-widget{font-family:Verdana,Arial,sans-serif;font-size:1.1em}.bk-ui-widget .bk-ui-widget{font-size:1em}.bk-ui-widget input,.bk-ui-widget select,.bk-ui-widget textarea,.bk-ui-widget button{font-family:Verdana,Arial,sans-serif;font-size:1em}.bk-ui-widget-content{border:1px solid #aaa;background:#fff url(\"images/ui-bg_flat_75_ffffff_40x100.png\") 50% 50% repeat-x;color:#222}.bk-ui-widget-content a{color:#222}.bk-ui-widget-header{border:1px solid #aaa;background:#ccc url(\"images/ui-bg_highlight-soft_75_cccccc_1x100.png\") 50% 50% repeat-x;color:#222;font-weight:bold}.bk-ui-widget-header a{color:#222}.bk-ui-state-default,.bk-ui-widget-content .bk-ui-state-default,.bk-ui-widget-header .bk-ui-state-default{border:1px solid #d3d3d3;background:#e6e6e6 url(\"images/ui-bg_glass_75_e6e6e6_1x400.png\") 50% 50% repeat-x;font-weight:normal;color:#555}.bk-ui-state-default a,.bk-ui-state-default a:link,.bk-ui-state-default 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width}.bk-slick-header-column:hover>.bk-slick-header-button{width:15px}.bk-slick-header-menubutton{position:absolute;right:0;top:0;bottom:0;width:14px;background-repeat:no-repeat;background-position:left center;background-image:url(../images/down.gif);cursor:pointer;display:none;border-left:thin ridge silver}.bk-slick-header-column:hover>.bk-slick-header-menubutton,.bk-slick-header-column-active .bk-slick-header-menubutton{display:inline-block}.bk-slick-header-menu{position:absolute;display:inline-block;margin:0;padding:2px;cursor:default}.bk-slick-header-menuitem{list-style:none;margin:0;padding:0;cursor:pointer}.bk-slick-header-menuicon{display:inline-block;width:16px;height:16px;vertical-align:middle;margin-right:4px;background-repeat:no-repeat;background-position:center center}.bk-slick-header-menucontent{display:inline-block;vertical-align:middle}.bk-slick-header-menuitem-disabled{color:silver}.bk-slick-columnpicker{border:1px solid 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.bk-slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-ui-rangeSlider{height:22px}.bk-ui-rangeSlider .bk-ui-rangeSlider-innerBar{height:16px;margin:3px 6px;background:#DDD}.bk-ui-rangeSlider .bk-ui-rangeSlider-handle{width:6px;height:22px;background:#AAA;background:rgba(100,100,100,0.3);cursor:col-resize}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar{margin:1px 0;background:#CCC;background:rgba(100,100,150,0.2);height:20px;cursor:move;cursor:grab;cursor:-moz-grab}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar.bk-ui-draggable-dragging{cursor:-moz-grabbing;cursor:grabbing}.bk-ui-rangeSlider-arrow{height:16px;margin:2px 0;width:16px;background-repeat:no-repeat}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-leftArrow{background-image:url('icons-classic/resultset_previous.png');background-position:center left}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-rightArrow{background-image:url('icons-classic/resultset_next.png');background-position:center 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+       "        /*# sourceMappingURL=bokeh.min.css.map */\n",
+       "        /* END C:\\Users\\Bradlee Speice\\Anaconda3\\lib\\site-packages\\bokeh\\server\\static\\css/bokeh.min.css */\n",
+       "</style>\n",
+       "    <div>\n",
+       "        <a href=\"http://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
+       "        <span>BokehJS successfully loaded.</span>\n",
+       "    </div>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import pickle\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "from bokeh.plotting import output_notebook, figure, show\n",
+    "from bokeh.palettes import RdBu4 as Palette\n",
+    "from datetime import datetime\n",
+    "import warnings\n",
+    "\n",
+    "output_notebook()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "After taking some time to explore how the weather in North Carolina stacked up over the past years, I was interested in doing the same analysis for other cities. Growing up with family from Binghamton, NY I was always told it was very cloudy there. And Seattle has a nasty reputation for being very depressing and cloudy. All said, the cities I want to examine are:\n",
+    "- Binghamton, NY\n",
+    "- Cary, NC\n",
+    "- Seattle, WA\n",
+    "- New York City, NY\n",
+    "\n",
+    "I'd be interested to try this analysis worldwide at some point - comparing London and Seattle might be an interesting analysis. For now though, we'll stick with trying out the US data.\n",
+    "\n",
+    "There will be plenty of charts. I want to know: **How has average cloud cover and precipitation chance changed over the years for each city mentioned?** This will hopefully tell us whether Seattle has actually earned its reputation for being a depressing city."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))\n",
+    "forecasts_df = pd.DataFrame.from_dict(city_forecasts)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "cities = ['binghamton', 'cary', 'nyc', 'seattle']\n",
+    "city_colors = {cities[i]: Palette[i] for i in range(0, 4)}\n",
+    "\n",
+    "def safe_cover(frame):\n",
+    "    if frame and 'cloudCover' in frame:\n",
+    "        return frame['cloudCover']\n",
+    "    else:\n",
+    "        return np.NaN\n",
+    "\n",
+    "def monthly_avg_cloudcover(city, year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    cloud_cover_vals = list(map(lambda x: safe_cover(forecasts_df[city][x]['currently']), dates))\n",
+    "    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))\n",
+    "    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.\n",
+    "    with warnings.catch_warnings():\n",
+    "        warnings.simplefilter('ignore')\n",
+    "        return np.nanmean(cloud_cover_vals), cloud_cover_samples"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': 'd78f4f79-bae2-406b-84fa-31eef82b0790', 'modelid': 'a104c547-ab08-494b-96bf-e9ba30599c1b'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"d78f4f79-bae2-406b-84fa-31eef82b0790\"></div>\n",
+       "\n"
+      ]
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': 'f8ff6948-64af-4dba-b9b1-e921a9369fa6', 'modelid': 'b1957c21-6e06-4789-ba73-3c3bd181a307'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"f8ff6948-64af-4dba-b9b1-e921a9369fa6\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '9a405ee2-f650-4c4e-ac2b-b1b1b94d78d7', 'modelid': '59bce0b0-9352-47c4-b086-0d6cf947e66b'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"9a405ee2-f650-4c4e-ac2b-b1b1b94d78d7\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '8b963c2b-3eb1-4b73-baf5-51cc6b77adc9', 'modelid': 'd7f176e0-e632-41b4-8afd-2fa738e2632e'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"8b963c2b-3eb1-4b73-baf5-51cc6b77adc9\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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\"type\": \"GlyphRenderer\"}, {\"id\": \"3a47193b-63db-4f1c-afa9-9c92f910356c\", \"type\": \"GlyphRenderer\"}], \"x_range\": {\"id\": \"86f8a90b-5ee0-43fc-a5aa-0a4314627d7e\", \"type\": \"DataRange1d\"}, \"above\": [], \"y_range\": {\"id\": \"df309b20-9ce2-4e07-bb7c-94a654471da0\", \"type\": \"DataRange1d\"}}}, {\"id\": \"86f8a90b-5ee0-43fc-a5aa-0a4314627d7e\", \"type\": \"DataRange1d\", \"attributes\": {\"doc\": null, \"renderers\": [], \"callback\": null, \"id\": \"86f8a90b-5ee0-43fc-a5aa-0a4314627d7e\", \"tags\": [], \"names\": []}}];\n",
+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': 'd6cf7ff5-8ad9-4bb0-bfc0-cbf365fd43e0', 'modelid': '6e2229f4-5116-426d-b2dd-779a826fc4bd'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"d6cf7ff5-8ad9-4bb0-bfc0-cbf365fd43e0\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "years = range(1990, 2016)\n",
+    "def city_avg_cc(city, month):\n",
+    "    return [monthly_avg_cloudcover(city, y, month) for y in years]\n",
+    "\n",
+    "months = [\n",
+    "    ('July', 7),\n",
+    "    ('August', 8),\n",
+    "    ('September', 9),\n",
+    "    ('October', 10),\n",
+    "    ('November', 11)\n",
+    "]\n",
+    "\n",
+    "for month, month_id in months:\n",
+    "    month_averages = {city: city_avg_cc(city, month_id) for city in cities}\n",
+    "    f = figure(title=\"{} Average Cloud Cover\".format(month),\n",
+    "               x_axis_label='Year',\n",
+    "               y_axis_label='Cloud Cover Percentage')\n",
+    "    for city in cities:\n",
+    "        f.line(years, [x[0] for x in month_averages[city]],\n",
+    "               legend=city, color=city_colors[city])\n",
+    "    show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Well, as it so happens it looks like there are some data issues. July's data is a bit sporadic, and 2013 seems to be missing from most months as well. I think really only two things can really be confirmed here:\n",
+    "- Seattle, specifically for the months of October and November, is in fact significantly more cloudy on average than are other cities\n",
+    "- All cities surveyed have seen average cloud cover decline over the months studied. There are data issues, but the trend seems clear.\n",
+    "\n",
+    "Let's now move from cloud cover data to looking at average rainfall chance."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '56f11ba8-4658-474c-acdb-8d582f608ff9', 'modelid': '9fd9aa8a-20f6-4bb4-aaf7-aa750ad73c01'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"56f11ba8-4658-474c-acdb-8d582f608ff9\"></div>\n",
+       "\n"
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '3faf01ac-98d4-485c-b8fe-4eb2b75c6848', 'modelid': '25cba7f1-673b-4421-b96e-7f752c459bbf'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"3faf01ac-98d4-485c-b8fe-4eb2b75c6848\"></div>\n",
+       "\n"
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+       "<script type=\"text/javascript\">\n",
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '6bb8b584-4e31-4bd0-936e-1a5790e8966a', 'modelid': 'd3ce1d2d-8527-424d-a4ab-052b6312f2f1'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"6bb8b584-4e31-4bd0-936e-1a5790e8966a\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '52f77e18-7aa6-4f4b-af3b-df2ff741ed92', 'modelid': '310debb9-349e-4bb4-b2b9-06eff1d32eb6'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"52f77e18-7aa6-4f4b-af3b-df2ff741ed92\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<script type=\"text/javascript\">\n",
+       "        Bokeh.$(function() {\n",
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+       "        Bokeh.load_models(all_models);\n",
+       "        var plots = [{'modeltype': 'Plot', 'elementid': '6d6352a7-9777-48e6-92c9-7a14b898ad73', 'modelid': 'dde74936-c1de-4952-a961-c1da1ff10836'}];\n",
+       "        for (idx in plots) {\n",
+       "        \tvar plot = plots[idx];\n",
+       "        \tvar model = Bokeh.Collections(plot.modeltype).get(plot.modelid);\n",
+       "        \tBokeh.logger.info('Realizing plot:')\n",
+       "        \tBokeh.logger.info(' - modeltype: ' + plot.modeltype);\n",
+       "        \tBokeh.logger.info(' - modelid: ' + plot.modelid);\n",
+       "        \tBokeh.logger.info(' - elementid: ' + plot.elementid);\n",
+       "        \tvar view = new model.default_view({\n",
+       "        \t\tmodel: model,\n",
+       "        \t\tel: '#' + plot.elementid\n",
+       "        \t});\n",
+       "        \tBokeh.index[plot.modelid] = view;\n",
+       "        }\n",
+       "    });\n",
+       "    </script>\n",
+       "<div class=\"plotdiv\" id=\"6d6352a7-9777-48e6-92c9-7a14b898ad73\"></div>\n",
+       "\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def safe_precip(frame):\n",
+    "    if frame and 'precipProbability' in frame:\n",
+    "        return frame['precipProbability']\n",
+    "    else:\n",
+    "        return np.NaN\n",
+    "\n",
+    "def monthly_avg_precip(city, year, month):\n",
+    "    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),\n",
+    "                             end=datetime(year, month + 1, 1, 12),\n",
+    "                             freq='D', closed='left')\n",
+    "    precip_vals = list(map(lambda x: safe_precip(forecasts_df[city][x]['currently']), dates))\n",
+    "    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))\n",
+    "    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.\n",
+    "    with warnings.catch_warnings():\n",
+    "        warnings.simplefilter('ignore')\n",
+    "        return np.nanmean(precip_vals), precip_samples\n",
+    "\n",
+    "def city_avg_precip(city, month):\n",
+    "    return [monthly_avg_precip(city, y, month) for y in years]\n",
+    "\n",
+    "for month, month_id in months:\n",
+    "    month_averages = {city: city_avg_cc(city, month_id) for city in cities}\n",
+    "    f = figure(title=\"{} Average Precipitation Chance\".format(month),\n",
+    "               x_axis_label='Year',\n",
+    "               y_axis_label='Precipitation Chance Percentage')\n",
+    "    for city in cities:\n",
+    "        f.line(years, [x[0] for x in month_averages[city]],\n",
+    "               legend=city, color=city_colors[city])\n",
+    "    show(f)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The same data issue caveats apply here: 2013 seems to be missing some data, and July has some issues as well. However, this seems to confirm the trends we saw with cloud cover:\n",
+    "- Seattle, specifically for the months of August, October, and November has had a consistently higher chance of rain than other cities surveyed.\n",
+    "- Average precipitation chance, just like average cloud cover, has been trending down over time.\n",
+    "\n",
+    "# Conclusion\n",
+    "\n",
+    "I have to admit I was a bit surprised after doing this analysis. Seattle showed a higher average cloud cover and average precipitation chance than did the other cities surveyed. Maybe Seattle is actually an objectively more depressing city to live in.\n",
+    "\n",
+    "Well that's all for weather data at the moment. It's been a great experiment, but I think this is about as far as I'll be able to get with weather data without some domain knowledge. Talk again soon!"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-01-23-cloudy-in-seattle/_notebook.md b/blog/2016-01-23-cloudy-in-seattle/_notebook.md
new file mode 100644
index 0000000..c091dc2
--- /dev/null
+++ b/blog/2016-01-23-cloudy-in-seattle/_notebook.md
@@ -0,0 +1,601 @@
+```python
+import pickle
+import pandas as pd
+import numpy as np
+from bokeh.plotting import output_notebook, figure, show
+from bokeh.palettes import RdBu4 as Palette
+from datetime import datetime
+import warnings
+
+output_notebook()
+```
+
+
+
+<script type="text/javascript">
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t,vt=x(t,"PointerEvent")!==r,yt=_t&&mt.test(navigator.userAgent),bt="touch",wt="pen",xt="mouse",kt="kinect",Mt=25,Ct=1,Dt=2,Tt=4,St=8,At=1,Pt=2,Et=4,It=8,Nt=16,Rt=Pt|Et,zt=It|Nt,jt=Rt|zt,Ot=["x","y"],Ft=["clientX","clientY"];C.prototype={handler:function(){},init:function(){this.evEl&&f(this.element,this.evEl,this.domHandler),this.evTarget&&f(this.target,this.evTarget,this.domHandler),this.evWin&&f(M(this.element),this.evWin,this.domHandler)},destroy:function(){this.evEl&&g(this.element,this.evEl,this.domHandler),this.evTarget&&g(this.target,this.evTarget,this.domHandler),this.evWin&&g(M(this.element),this.evWin,this.domHandler)}};var Lt={mousedown:Ct,mousemove:Dt,mouseup:Tt},Ht="mousedown",Bt="mousemove mouseup";h(L,C,{handler:function(t){var e=Lt[t.type];e&Ct&&0===t.button&&(this.pressed=!0),e&Dt&&1!==t.which&&(e=Tt),this.pressed&&this.allow&&(e&Tt&&(this.pressed=!1),this.callback(this.manager,e,{pointers:[t],changedPointers:[t],pointerType:xt,srcEvent:t}))}});var Wt={pointerdown:Ct,pointermove:Dt,pointerup:Tt,pointercancel:St,pointerout:St},qt={2:bt,3:wt,4:xt,5:kt},Yt="pointerdown",Vt="pointermove pointerup pointercancel";t.MSPointerEvent&&(Yt="MSPointerDown",Vt="MSPointerMove MSPointerUp MSPointerCancel"),h(H,C,{handler:function(t){var e=this.store,i=!1,n=t.type.toLowerCase().replace("ms",""),r=Wt[n],s=qt[t.pointerType]||t.pointerType,o=s==bt,a=y(e,t.pointerId,"pointerId");r&Ct&&(0===t.button||o)?0>a&&(e.push(t),a=e.length-1):r&(Tt|St)&&(i=!0),0>a||(e[a]=t,this.callback(this.manager,r,{pointers:e,changedPointers:[t],pointerType:s,srcEvent:t}),i&&e.splice(a,1))}});var $t={touchstart:Ct,touchmove:Dt,touchend:Tt,touchcancel:St},Ut="touchstart",Gt="touchstart touchmove touchend touchcancel";h(B,C,{handler:function(t){var e=$t[t.type];if(e===Ct&&(this.started=!0),this.started){var i=W.call(this,t,e);e&(Tt|St)&&i[0].length-i[1].length===0&&(this.started=!1),this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:bt,srcEvent:t})}}});var Xt={touchstart:Ct,touchmove:Dt,touchend:Tt,touchcancel:St},Zt="touchstart touchmove touchend touchcancel";h(q,C,{handler:function(t){var e=Xt[t.type],i=Y.call(this,t,e);i&&this.callback(this.manager,e,{pointers:i[0],changedPointers:i[1],pointerType:bt,srcEvent:t})}}),h(V,C,{handler:function(t,e,i){var n=i.pointerType==bt,r=i.pointerType==xt;if(n)this.mouse.allow=!1;else if(r&&!this.mouse.allow)return;e&(Tt|St)&&(this.mouse.allow=!0),this.callback(t,e,i)},destroy:function(){this.touch.destroy(),this.mouse.destroy()}});var Jt=x(ht.style,"touchAction"),Qt=Jt!==r,Kt="compute",te="auto",ee="manipulation",ie="none",ne="pan-x",re="pan-y";$.prototype={set:function(t){t==Kt&&(t=this.compute()),Qt&&(this.manager.element.style[Jt]=t),this.actions=t.toLowerCase().trim()},update:function(){this.set(this.manager.options.touchAction)},compute:function(){var t=[];return a(this.manager.recognizers,function(e){p(e.options.enable,[e])&&(t=t.concat(e.getTouchAction()))}),U(t.join(" "))},preventDefaults:function(t){if(!Qt){var e=t.srcEvent,i=t.offsetDirection;if(this.manager.session.prevented)return void e.preventDefault();var n=this.actions,r=_(n,ie),s=_(n,re),o=_(n,ne);return r||s&&i&Rt||o&&i&zt?this.preventSrc(e):void 0}},preventSrc:function(t){this.manager.session.prevented=!0,t.preventDefault()}};var se=1,oe=2,ae=4,le=8,ue=le,he=16,ce=32;G.prototype={defaults:{},set:function(t){return l(this.options,t),this.manager&&this.manager.touchAction.update(),this},recognizeWith:function(t){if(o(t,"recognizeWith",this))return this;var e=this.simultaneous;return t=J(t,this),e[t.id]||(e[t.id]=t,t.recognizeWith(this)),this},dropRecognizeWith:function(t){return o(t,"dropRecognizeWith",this)?this:(t=J(t,this),delete this.simultaneous[t.id],this)},requireFailure:function(t){if(o(t,"requireFailure",this))return this;var e=this.requireFail;return t=J(t,this),-1===y(e,t)&&(e.push(t),t.requireFailure(this)),this},dropRequireFailure:function(t){if(o(t,"dropRequireFailure",this))return this;t=J(t,this);var e=y(this.requireFail,t);return e>-1&&this.requireFail.splice(e,1),this},hasRequireFailures:function(){return this.requireFail.length>0},canRecognizeWith:function(t){return!!this.simultaneous[t.id]},emit:function(t){function e(e){i.manager.emit(i.options.event+(e?X(n):""),t)}var i=this,n=this.state;le>n&&e(!0),e(),n>=le&&e(!0)},tryEmit:function(t){return this.canEmit()?this.emit(t):void(this.state=ce)},canEmit:function(){for(var t=0;t<this.requireFail.length;){if(!(this.requireFail[t].state&(ce|se)))return!1;t++}return!0},recognize:function(t){var e=l({},t);return p(this.options.enable,[this,e])?(this.state&(ue|he|ce)&&(this.state=se),this.state=this.process(e),void(this.state&(oe|ae|le|he)&&this.tryEmit(e))):(this.reset(),void(this.state=ce))},process:function(t){},getTouchAction:function(){},reset:function(){}},h(Q,G,{defaults:{pointers:1},attrTest:function(t){var e=this.options.pointers;return 0===e||t.pointers.length===e},process:function(t){var e=this.state,i=t.eventType,n=e&(oe|ae),r=this.attrTest(t);return n&&(i&St||!r)?e|he:n||r?i&Tt?e|le:e&oe?e|ae:oe:ce}}),h(K,Q,{defaults:{event:"pan",threshold:10,pointers:1,direction:jt},getTouchAction:function(){var t=this.options.direction,e=[];return t&Rt&&e.push(re),t&zt&&e.push(ne),e},directionTest:function(t){var e=this.options,i=!0,n=t.distance,r=t.direction,s=t.deltaX,o=t.deltaY;return r&e.direction||(e.direction&Rt?(r=0===s?At:0>s?Pt:Et,i=s!=this.pX,n=Math.abs(t.deltaX)):(r=0===o?At:0>o?It:Nt,i=o!=this.pY,n=Math.abs(t.deltaY))),t.direction=r,i&&n>e.threshold&&r&e.direction},attrTest:function(t){return Q.prototype.attrTest.call(this,t)&&(this.state&oe||!(this.state&oe)&&this.directionTest(t))},emit:function(t){this.pX=t.deltaX,this.pY=t.deltaY;var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this._super.emit.call(this,t)}}),h(tt,Q,{defaults:{event:"pinch",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.scale-1)>this.options.threshold||this.state&oe)},emit:function(t){if(this._super.emit.call(this,t),1!==t.scale){var e=t.scale<1?"in":"out";this.manager.emit(this.options.event+e,t)}}}),h(et,G,{defaults:{event:"press",pointers:1,time:500,threshold:5},getTouchAction:function(){return[te]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime>e.time;if(this._input=t,!n||!i||t.eventType&(Tt|St)&&!r)this.reset();else if(t.eventType&Ct)this.reset(),this._timer=s(function(){this.state=ue,this.tryEmit()},e.time,this);else if(t.eventType&Tt)return ue;return ce},reset:function(){clearTimeout(this._timer)},emit:function(t){this.state===ue&&(t&&t.eventType&Tt?this.manager.emit(this.options.event+"up",t):(this._input.timeStamp=ft(),this.manager.emit(this.options.event,this._input)))}}),h(it,Q,{defaults:{event:"rotate",threshold:0,pointers:2},getTouchAction:function(){return[ie]},attrTest:function(t){return this._super.attrTest.call(this,t)&&(Math.abs(t.rotation)>this.options.threshold||this.state&oe)}}),h(nt,Q,{defaults:{event:"swipe",threshold:10,velocity:.65,direction:Rt|zt,pointers:1},getTouchAction:function(){return K.prototype.getTouchAction.call(this)},attrTest:function(t){var e,i=this.options.direction;return i&(Rt|zt)?e=t.velocity:i&Rt?e=t.velocityX:i&zt&&(e=t.velocityY),this._super.attrTest.call(this,t)&&i&t.direction&&t.distance>this.options.threshold&&dt(e)>this.options.velocity&&t.eventType&Tt},emit:function(t){var e=Z(t.direction);e&&this.manager.emit(this.options.event+e,t),this.manager.emit(this.options.event,t)}}),h(rt,G,{defaults:{event:"tap",pointers:1,taps:1,interval:300,time:250,threshold:2,posThreshold:10},getTouchAction:function(){return[ee]},process:function(t){var e=this.options,i=t.pointers.length===e.pointers,n=t.distance<e.threshold,r=t.deltaTime<e.time;if(this.reset(),t.eventType&Ct&&0===this.count)return this.failTimeout();if(n&&r&&i){if(t.eventType!=Tt)return this.failTimeout();var o=this.pTime?t.timeStamp-this.pTime<e.interval:!0,a=!this.pCenter||z(this.pCenter,t.center)<e.posThreshold;this.pTime=t.timeStamp,this.pCenter=t.center,a&&o?this.count+=1:this.count=1,this._input=t;var l=this.count%e.taps;if(0===l)return this.hasRequireFailures()?(this._timer=s(function(){this.state=ue,this.tryEmit()},e.interval,this),oe):ue}return ce},failTimeout:function(){return this._timer=s(function(){this.state=ce},this.options.interval,this),ce},reset:function(){clearTimeout(this._timer)},emit:function(){this.state==ue&&(this._input.tapCount=this.count,this.manager.emit(this.options.event,this._input))}}),st.VERSION="2.0.4",st.defaults={domEvents:!1,touchAction:Kt,enable:!0,inputTarget:null,inputClass:null,preset:[[it,{enable:!1}],[tt,{enable:!1},["rotate"]],[nt,{direction:Rt}],[K,{direction:Rt},["swipe"]],[rt],[rt,{event:"doubletap",taps:2},["tap"]],[et]],cssProps:{userSelect:"none",touchSelect:"none",touchCallout:"none",contentZooming:"none",userDrag:"none",tapHighlightColor:"rgba(0,0,0,0)"}};var pe=1,de=2;ot.prototype={set:function(t){return l(this.options,t),t.touchAction&&this.touchAction.update(),t.inputTarget&&(this.input.destroy(),this.input.target=t.inputTarget,this.input.init()),this},stop:function(t){this.session.stopped=t?de:pe},recognize:function(t){var e=this.session;if(!e.stopped){this.touchAction.preventDefaults(t);var i,n=this.recognizers,r=e.curRecognizer;(!r||r&&r.state&ue)&&(r=e.curRecognizer=null);for(var s=0;s<n.length;)i=n[s],e.stopped===de||r&&i!=r&&!i.canRecognizeWith(r)?i.reset():i.recognize(t),!r&&i.state&(oe|ae|le)&&(r=e.curRecognizer=i),s++}},get:function(t){if(t instanceof G)return t;for(var e=this.recognizers,i=0;i<e.length;i++)if(e[i].options.event==t)return e[i];return null},add:function(t){if(o(t,"add",this))return this;var e=this.get(t.options.event);return e&&this.remove(e),this.recognizers.push(t),t.manager=this,this.touchAction.update(),t},remove:function(t){if(o(t,"remove",this))return this;var e=this.recognizers;return t=this.get(t),e.splice(y(e,t),1),this.touchAction.update(),this},on:function(t,e){var i=this.handlers;return a(v(t),function(t){i[t]=i[t]||[],i[t].push(e)}),this},off:function(t,e){var i=this.handlers;return a(v(t),function(t){e?i[t].splice(y(i[t],e),1):delete i[t]}),this},emit:function(t,e){this.options.domEvents&&lt(t,e);var i=this.handlers[t]&&this.handlers[t].slice();if(i&&i.length){e.type=t,e.preventDefault=function(){e.srcEvent.preventDefault()};for(var n=0;n<i.length;)i[n](e),n++}},destroy:function(){this.element&&at(this,!1),this.handlers={},this.session={},this.input.destroy(),this.element=null}},l(st,{INPUT_START:Ct,INPUT_MOVE:Dt,INPUT_END:Tt,INPUT_CANCEL:St,STATE_POSSIBLE:se,STATE_BEGAN:oe,STATE_CHANGED:ae,STATE_ENDED:le,STATE_RECOGNIZED:ue,STATE_CANCELLED:he,STATE_FAILED:ce,DIRECTION_NONE:At,DIRECTION_LEFT:Pt,DIRECTION_RIGHT:Et,DIRECTION_UP:It,DIRECTION_DOWN:Nt,DIRECTION_HORIZONTAL:Rt,DIRECTION_VERTICAL:zt,DIRECTION_ALL:jt,Manager:ot,Input:C,TouchAction:$,TouchInput:q,MouseInput:L,PointerEventInput:H,TouchMouseInput:V,SingleTouchInput:B,Recognizer:G,AttrRecognizer:Q,Tap:rt,Pan:K,Swipe:nt,Pinch:tt,Rotate:it,Press:et,on:f,off:g,each:a,merge:u,extend:l,inherit:h,bindFn:c,prefixed:x}),typeof define==ct&&define.amd?define(function(){return st}):"undefined"!=typeof e&&e.exports?e.exports=st:t[n]=st}(window,document,"Hammer")},{}],4:[function(t,e,i){!function(t){"function"==typeof define&&define.amd?define(["jquery"],t):"object"==typeof i?e.exports=t:t(jQuery)}(function(t){function e(e){var o=e||window.event,a=l.call(arguments,1),u=0,c=0,p=0,d=0,f=0,g=0;if(e=t.event.fix(o),e.type="mousewheel","detail"in o&&(p=-1*o.detail),"wheelDelta"in o&&(p=o.wheelDelta),"wheelDeltaY"in o&&(p=o.wheelDeltaY),"wheelDeltaX"in o&&(c=-1*o.wheelDeltaX),"axis"in o&&o.axis===o.HORIZONTAL_AXIS&&(c=-1*p,p=0),u=0===p?c:p,"deltaY"in o&&(p=-1*o.deltaY,u=p),"deltaX"in o&&(c=o.deltaX,0===p&&(u=-1*c)),0!==p||0!==c){if(1===o.deltaMode){var m=t.data(this,"mousewheel-line-height");u*=m,p*=m,c*=m}else if(2===o.deltaMode){var _=t.data(this,"mousewheel-page-height");u*=_,p*=_,c*=_}if(d=Math.max(Math.abs(p),Math.abs(c)),(!s||s>d)&&(s=d,n(o,d)&&(s/=40)),n(o,d)&&(u/=40,c/=40,p/=40),u=Math[u>=1?"floor":"ceil"](u/s),c=Math[c>=1?"floor":"ceil"](c/s),p=Math[p>=1?"floor":"ceil"](p/s),h.settings.normalizeOffset&&this.getBoundingClientRect){var v=this.getBoundingClientRect();f=e.clientX-v.left,g=e.clientY-v.top}return e.deltaX=c,e.deltaY=p,e.deltaFactor=s,e.offsetX=f,e.offsetY=g,e.deltaMode=0,a.unshift(e,u,c,p),r&&clearTimeout(r),r=setTimeout(i,200),(t.event.dispatch||t.event.handle).apply(this,a)}}function i(){s=null}function n(t,e){return h.settings.adjustOldDeltas&&"mousewheel"===t.type&&e%120===0}var r,s,o=["wheel","mousewheel","DOMMouseScroll","MozMousePixelScroll"],a="onwheel"in document||document.documentMode>=9?["wheel"]:["mousewheel","DomMouseScroll","MozMousePixelScroll"],l=Array.prototype.slice;if(t.event.fixHooks)for(var u=o.length;u;)t.event.fixHooks[o[--u]]=t.event.mouseHooks;var h=t.event.special.mousewheel={version:"3.1.12",setup:function(){if(this.addEventListener)for(var i=a.length;i;)this.addEventListener(a[--i],e,!1);else this.onmousewheel=e;t.data(this,"mousewheel-line-height",h.getLineHeight(this)),t.data(this,"mousewheel-page-height",h.getPageHeight(this))},teardown:function(){if(this.removeEventListener)for(var i=a.length;i;)this.removeEventListener(a[--i],e,!1);else this.onmousewheel=null;t.removeData(this,"mousewheel-line-height"),t.removeData(this,"mousewheel-page-height")},getLineHeight:function(e){var i=t(e),n=i["offsetParent"in t.fn?"offsetParent":"parent"]();return n.length||(n=t("body")),parseInt(n.css("fontSize"),10)||parseInt(i.css("fontSize"),10)||16},getPageHeight:function(e){return t(e).height()},settings:{adjustOldDeltas:!0,normalizeOffset:!0}};t.fn.extend({mousewheel:function(t){return t?this.bind("mousewheel",t):this.trigger("mousewheel")},unmousewheel:function(t){return this.unbind("mousewheel",t)}})})},{}],5:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./position"),t("./menu"),function(t,e){t.widget("ui.autocomplete",{version:"1.10.4",defaultElement:"<input>",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:"left top",at:"left bottom",collision:"none"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s="textarea"===r,o="input"===r;this.isMultiLine=s?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[s||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(r){if(this.element.prop("readOnly"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move("previousPage",r);break;case s.PAGE_DOWN:e=!0,this._move("nextPage",r);break;case s.UP:e=!0,this._keyEvent("previous",r);break;case s.DOWN:e=!0,this._keyEvent("next",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(":visible")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(":visible"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move("previousPage",n);break;case r.PAGE_DOWN:this._move("nextPage",n);break;case r.UP:this._keyEvent("previous",n);break;case r.DOWN:this._keyEvent("next",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().data("ui-menu"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(".ui-menu-item").length||this._delay(function(){var e=this;this.document.one("mousedown",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one("mousemove",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data("ui-autocomplete-item");!1!==this._trigger("focus",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data("ui-autocomplete-item"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger("select",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t("<span>",{role:"status","aria-live":"polite"}).addClass("ui-helper-hidden-accessible").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),"source"===t&&this._initSource(),"appendTo"===t&&this.menu.element.appendTo(this._appendTo()),"disabled"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(".ui-front")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:"json",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger("search",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var e=++this.requestIndex;return t.proxy(function(t){e===this.requestIndex&&this.__response(t),this.pending--,this.pending||this.element.removeClass("ui-autocomplete-loading")},this)},__response:function(t){t&&(t=this._normalize(t)),this._trigger("response",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger("open")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",t))},_change:function(t){this.previous!==this._value()&&this._trigger("change",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return"string"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data("ui-autocomplete-item",e)},_renderItem:function(e,i){return t("<li>").append(t("<a>").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),"i");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget("ui.autocomplete",t.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(t){return t+(t>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n)},{"./core":7,"./menu":12,"./position":14,"./widget":17,jquery:18}],6:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),function(t,e){var i,n="ui-button ui-widget ui-state-default ui-corner-all",r="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",s=function(){var e=t(this);setTimeout(function(){e.find(":ui-button").button("refresh")},1)},o=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,"\\'"),r=n?t(n).find("[name='"+i+"']"):t("[name='"+i+"']",e.ownerDocument).filter(function(){return!this.form})),r};t.widget("ui.button",{version:"1.10.4",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,s),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var e=this,r=this.options,a="checkbox"===this.type||"radio"===this.type,l=a?"":"ui-state-active";null===r.label&&(r.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(n).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){r.disabled||this===i&&t(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){r.disabled||t(this).removeClass(l)}).bind("click"+this.eventNamespace,function(t){r.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass("ui-state-focus")},blur:function(){this.buttonElement.removeClass("ui-state-focus")}}),a&&this.element.bind("change"+this.eventNamespace,function(){e.refresh()}),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return r.disabled?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(r.disabled)return!1;t(this).addClass("ui-state-active"),e.buttonElement.attr("aria-pressed","true");var i=e.element[0];o(i).not(i).map(function(){return t(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return r.disabled?!1:(t(this).addClass("ui-state-active"),i=this,void e.document.one("mouseup",function(){i=null}))}).bind("mouseup"+this.eventNamespace,function(){return r.disabled?!1:void t(this).removeClass("ui-state-active")}).bind("keydown"+this.eventNamespace,function(e){return r.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass("ui-state-active"))}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){t(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption("disabled",r.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is("[type=checkbox]")?this.type="checkbox":this.element.is("[type=radio]")?this.type="radio":this.element.is("input")?this.type="input":this.type="button","checkbox"===this.type||"radio"===this.type?(t=this.element.parents().last(),e="label[for='"+this.element.attr("id")+"']",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(n+" ui-state-active "+r).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(t,e){return this._super(t,e),"disabled"===t?(this.element.prop("disabled",!!e),void(e&&this.buttonElement.removeClass("ui-state-focus"))):void this._resetButton()},refresh:function(){var e=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");e!==this.options.disabled&&this._setOption("disabled",e),"radio"===this.type?o(this.element[0]).each(function(){t(this).is(":checked")?t(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):t(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(r),i=t("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,s=n.primary&&n.secondary,o=[];n.primary||n.secondary?(this.options.text&&o.push("ui-button-text-icon"+(s?"s":n.primary?"-primary":"-secondary")),n.primary&&e.prepend("<span class='ui-button-icon-primary ui-icon "+n.primary+"'></span>"),n.secondary&&e.append("<span class='ui-button-icon-secondary ui-icon "+n.secondary+"'></span>"),this.options.text||(o.push(s?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||e.attr("title",t.trim(i)))):o.push("ui-button-text-only"),e.addClass(o.join(" "))}}),t.widget("ui.buttonset",{version:"1.10.4",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(t,e){"disabled"===t&&this.buttons.button("option",t,e),this._super(t,e)},refresh:function(){var e="rtl"===this.element.css("direction");this.buttons=this.element.find(this.options.items).filter(":ui-button").button("refresh").end().not(":ui-button").button().end().map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(e?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(e?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}})}(n)},{"./core":7,"./widget":17,jquery:18}],7:[function(t,e,i){var n=t("jquery");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return"area"===a?(r=e.parentNode,s=r.name,e.href&&s&&"map"===r.nodeName.toLowerCase()?(o=t("img[usemap=#"+s+"]")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:"a"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return"hidden"===t.css(this,"visibility")}).length}var r=0,s=/^ui-id-\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:"1.10.4",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return"number"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css("position"))||/absolute/.test(this.css("position"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,"position"))&&/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0),/fixed/.test(this.css("position"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css("zIndex",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css("position"),("absolute"===n||"relative"===n||"fixed"===n)&&(r=parseInt(s.css("zIndex"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr("id")})}}),t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,"tabindex")))},tabbable:function(e){var n=t.attr(e,"tabindex"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t("<a>").outerWidth(1).jquery||t.each(["Width","Height"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,"padding"+this))||0,n&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),r&&(i-=parseFloat(t.css(e,"margin"+this))||0);
+        }),i}var s="Width"===n?["Left","Right"]:["Top","Bottom"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+n]=function(i){return i===e?a["inner"+n].call(this):this.each(function(){t(this).css(o,r(this,i)+"px")})},t.fn["outer"+n]=function(e,i){return"number"!=typeof e?a["outer"+n].call(this,e):this.each(function(){t(this).css(o,r(this,e,!0,i)+"px")})}}),t.fn.addBack||(t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t("<a>").data("a-b","a").removeData("a-b").data("a-b")&&(t.fn.removeData=function(e){return function(i){return arguments.length?e.call(this,t.camelCase(i)):e.call(this)}}(t.fn.removeData)),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase()),t.support.selectstart="onselectstart"in document.createElement("div"),t.fn.extend({disableSelection:function(){return this.bind((t.support.selectstart?"selectstart":"mousedown")+".ui-disableSelection",function(t){t.preventDefault()})},enableSelection:function(){return this.unbind(".ui-disableSelection")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var n=i&&"left"===i?"scrollLeft":"scrollTop",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n)},{jquery:18}],8:[function(t,e,i){var n=t("jquery");t("./core"),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId="ui-datepicker-div",this._inlineClass="ui-datepicker-inline",this._appendClass="ui-datepicker-append",this._triggerClass="ui-datepicker-trigger",this._dialogClass="ui-datepicker-dialog",this._disableClass="ui-datepicker-disabled",this._unselectableClass="ui-datepicker-unselectable",this._currentClass="ui-datepicker-current-day",this._dayOverClass="ui-datepicker-days-cell-over",this.regional=[],this.regional[""]={closeText:"Done",prevText:"Prev",nextText:"Next",currentText:"Today",monthNames:["January","February","March","April","May","June","July","August","September","October","November","December"],monthNamesShort:["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"],dayNames:["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],dayNamesShort:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],dayNamesMin:["Su","Mo","Tu","We","Th","Fr","Sa"],weekHeader:"Wk",dateFormat:"mm/dd/yy",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:""},this._defaults={showOn:"focus",showAnim:"fadeIn",showOptions:{},defaultDate:null,appendText:"",buttonText:"...",buttonImage:"",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:"c-10:c+10",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:"+10",minDate:null,maxDate:null,duration:"fast",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:"",altFormat:"",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[""]),this.dpDiv=n(t("<div id='"+this._mainDivId+"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>"))}function n(e){var i="button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a";return e.delegate(i,"mouseout",function(){t(this).removeClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).removeClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).removeClass("ui-datepicker-next-hover")}).delegate(i,"mouseover",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(".ui-datepicker-calendar").find("a").removeClass("ui-state-hover"),t(this).addClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).addClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).addClass("ui-datepicker-next-hover"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:"1.10.4"}});var s,o="datepicker";t.extend(i.prototype,{markerClassName:"hasDatepicker",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r="div"===n||"span"===n,e.id||(this.uuid+=1,e.id="dp"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),"input"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\-])/g,"\\\\$1");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t("<div class='"+this._inlineClass+" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,"appendText"),a=this._get(i,"isRTL");i.append&&i.append.remove(),o&&(i.append=t("<span class='"+this._appendClass+"'>"+o+"</span>"),e[a?"before":"after"](i.append)),e.unbind("focus",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,"showOn"),("focus"===n||"both"===n)&&e.focus(this._showDatepicker),("button"===n||"both"===n)&&(r=this._get(i,"buttonText"),s=this._get(i,"buttonImage"),i.trigger=t(this._get(i,"buttonImageOnly")?t("<img/>").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t("<button type='button'></button>").addClass(this._triggerClass).html(s?t("<img/>").attr({src:s,alt:r,title:r}):r)),e[a?"before":"after"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,"autoSize")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,"dateFormat");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?"monthNames":"monthNamesShort"))),s.setDate(e(this._get(t,o.match(/DD/)?"dayNames":"dayNamesShort"))+20-s.getDay())),t.input.attr("size",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css("display","block"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l="dp"+this.uuid,this._dialogInput=t("<input type='text' id='"+l+"' style='position: absolute; top: -100px; width: 0px;'/>"),this._dialogInput.keydown(this._doKeyDown),t("body").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css("left",this._pos[0]+20+"px").css("top",this._pos[1]+"px"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),"input"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind("focus",this._showDatepicker).unbind("keydown",this._doKeyDown).unbind("keypress",this._doKeyPress).unbind("keyup",this._doKeyUp)):("div"===i||"span"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!1,s.trigger.filter("button").each(function(){this.disabled=!1}).end().filter("img").css({opacity:"1.0",cursor:""})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().removeClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!0,s.trigger.filter("button").each(function(){this.disabled=!0}).end().filter("img").css({opacity:"0.5",cursor:"default"})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().addClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw"Missing instance data for this datepicker"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&"string"==typeof n?"defaults"===n?t.extend({},t.datepicker._defaults):h?"all"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},"string"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,"min"),u=this._getMinMaxDate(h,"max"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),"disabled"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(".ui-datepicker-rtl");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t("td."+t.datepicker._dayOverClass+":not(."+t.datepicker._currentClass+")",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,"onSelect"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,"D"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,"D"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,"constrainInput")?(i=t.datepicker._possibleChars(t.datepicker._get(r,"dateFormat")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||" ">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,"dateFormat"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,"input"!==e.nodeName.toLowerCase()&&(e=t("input",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,"beforeShow"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=""),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|="fixed"===t(this).css("position"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:"absolute",display:"block",top:"-1000px"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?"static":o?"fixed":"absolute",display:"none",left:a.left+"px",top:a.top+"px"}),i.inline||(l=t.datepicker._get(i,"showAnim"),u=t.datepicker._get(i,"duration"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,"showOptions"),u):i.dpDiv[l||"show"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find("."+this._dayOverClass+" a").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass("ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4").width(""),r>1&&e.dpDiv.addClass("ui-datepicker-multi-"+r).css("width",o*r+"em"),e.dpDiv[(1!==n[0]||1!==n[1]?"add":"remove")+"Class"]("ui-datepicker-multi"),e.dpDiv[(this._get(e,"isRTL")?"add":"remove")+"Class"]("ui-datepicker-rtl"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find("select.ui-datepicker-year:first").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(":visible")&&!t.input.is(":disabled")&&!t.input.is(":focus")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,"isRTL")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,"isRTL");e&&("hidden"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?"previousSibling":"nextSibling"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,"showAnim"),n=this._get(a,"duration"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,"showOptions"),n,r):a.dpDiv["slideDown"===i?"slideUp":"fadeIn"===i?"fadeOut":"hide"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,"onClose"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():"",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:"absolute",left:"0",top:"-100px"}),t.blockUI&&(t.unblockUI(),t("body").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(".ui-datepicker-calendar")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents("#"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest("."+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+("M"===n?this._get(s,"showCurrentAtPos"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,"gotoCurrent")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s["selected"+("M"===n?"Month":"Year")]=s["draw"+("M"===n?"Month":"Year")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t("a",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,"")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,"onSelect"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger("change"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],"object"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,"altField");s&&(i=this._get(e,"altFormat")||this._get(e,"dateFormat"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,""]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw"Invalid arguments";if(i="object"==typeof i?i.toString():i+"",""===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h="string"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n="@"===t?14:"!"===t?20:"y"===t&&e?4:"o"===t?3:2,r=new RegExp("^\\d{1,"+n+"}"),s=i.substring(l).match(r);if(!s)throw"Missing number at position "+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw"Unknown name at position "+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw"Unexpected literal at position "+l;l++};for(r=0;r<e.length;r++)if(y)"'"!==e.charAt(r)||b("'")?k():y=!1;else switch(e.charAt(r)){case"d":_=w("d");break;case"D":x("D",c,p);break;case"o":v=w("o");break;case"m":m=w("m");break;case"M":m=x("M",d,f);break;case"y":g=w("y");break;case"@":a=new Date(w("@")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"!":a=new Date((w("!")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"'":b("'")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\s+/.test(o)))throw"Extra/unparsed characters found in date: "+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw"Invalid date";return a},ATOM:"yy-mm-dd",COOKIE:"D, dd M yy",ISO_8601:"yy-mm-dd",RFC_822:"D, d M y",RFC_850:"DD, dd-M-y",RFC_1036:"D, d M y",RFC_1123:"D, d M yy",RFC_2822:"D, d M yy",RSS:"D, d M y",TICKS:"!",TIMESTAMP:"@",W3C:"yy-mm-dd",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return"";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=""+e;if(l(t))for(;n.length<i;)n="0"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c="",p=!1;if(e)for(n=0;n<t.length;n++)if(p)"'"!==t.charAt(n)||l("'")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case"d":c+=u("d",e.getDate(),2);break;case"D":c+=h("D",e.getDay(),r,s);break;case"o":c+=u("o",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case"m":c+=u("m",e.getMonth()+1,2);break;case"M":c+=h("M",e.getMonth(),o,a);break;case"y":c+=l("y")?e.getFullYear():(e.getYear()%100<10?"0":"")+e.getYear()%100;break;case"@":c+=e.getTime();break;case"!":c+=1e4*e.getTime()+this._ticksTo1970;break;case"'":l("'")?c+="'":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i="",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)"'"!==t.charAt(e)||r("'")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case"d":case"m":case"y":case"@":i+="0123456789";break;case"D":case"M":return null;case"'":r("'")?i+="'":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,"dateFormat"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?"":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,"defaultDate"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,"dateFormat"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\-]?[0-9]+)\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||"d"){case"d":case"D":a+=parseInt(u[1],10);break;case"w":case"W":a+=7*parseInt(u[1],10);break;case"m":case"M":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case"y":case"Y":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||""===i?n:"string"==typeof i?s(i):"number"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&"Invalid Date"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?"":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&""===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,"stepMonths"),n="#"+e.id.replace(/\\\\/g,"\\");e.dpDiv.find("[data-handler]").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,"M")},next:function(){t.datepicker._adjustDate(n,+i,"M")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute("data-month"),+this.getAttribute("data-year"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,"M"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,"Y"),!1}};t(this).bind(this.getAttribute("data-event"),e[this.getAttribute("data-handler")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,"isRTL"),q=this._get(t,"showButtonPanel"),Y=this._get(t,"hideIfNoPrevNext"),V=this._get(t,"navigationAsDateFormat"),$=this._getNumberOfMonths(t),U=this._get(t,"showCurrentAtPos"),G=this._get(t,"stepMonths"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,"min"),Q=this._getMinMaxDate(t,"max"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,"prevText"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>":Y?"":"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>",r=this._get(t,"nextText"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>":Y?"":"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>",o=this._get(t,"currentText"),a=this._get(t,"gotoCurrent")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?"":"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>"+this._get(t,"closeText")+"</button>",u=q?"<div class='ui-datepicker-buttonpane ui-widget-content'>"+(W?l:"")+(this._isInRange(t,a)?"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>"+o+"</button>":"")+(W?"":l)+"</div>":"",h=parseInt(this._get(t,"firstDay"),10),h=isNaN(h)?0:h,c=this._get(t,"showWeek"),p=this._get(t,"dayNames"),d=this._get(t,"dayNamesMin"),f=this._get(t,"monthNames"),g=this._get(t,"monthNamesShort"),m=this._get(t,"beforeShowDay"),_=this._get(t,"showOtherMonths"),v=this._get(t,"selectOtherMonths"),y=this._getDefaultDate(t),b="",x=0;x<$[0];x++){for(k="",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=" ui-corner-all",T="",X){if(T+="<div class='ui-datepicker-group",$[1]>1)switch(M){case 0:T+=" ui-datepicker-group-first",D=" ui-corner-"+(W?"right":"left");break;case $[1]-1:T+=" ui-datepicker-group-last",D=" ui-corner-"+(W?"left":"right");break;default:T+=" ui-datepicker-group-middle",D=""}T+="'>"}for(T+="<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix"+D+"'>"+(/all|left/.test(D)&&0===x?W?s:n:"")+(/all|right/.test(D)&&0===x?W?n:s:"")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+"</div><table class='ui-datepicker-calendar'><thead><tr>",S=c?"<th class='ui-datepicker-week-col'>"+this._get(t,"weekHeader")+"</th>":"",w=0;7>w;w++)A=(w+h)%7,S+="<th"+((w+h+6)%7>=5?" class='ui-datepicker-week-end'":"")+"><span title='"+p[A]+"'>"+d[A]+"</span></th>";for(T+=S+"</tr></thead><tbody>",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+="<tr>",j=c?"<td class='ui-datepicker-week-col'>"+this._get(t,"calculateWeek")(R)+"</td>":"",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,""],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+="<td class='"+((w+h+6)%7>=5?" ui-datepicker-week-end":"")+(F?" ui-datepicker-other-month":"")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?" "+this._dayOverClass:"")+(L?" "+this._unselectableClass+" ui-state-disabled":"")+(F&&!_?"":" "+O[1]+(R.getTime()===Z.getTime()?" "+this._currentClass:"")+(R.getTime()===B.getTime()?" ui-datepicker-today":""))+"'"+(F&&!_||!O[2]?"":" title='"+O[2].replace(/'/g,"&#39;")+"'")+(L?"":" data-handler='selectDay' data-event='click' data-month='"+R.getMonth()+"' data-year='"+R.getFullYear()+"'")+">"+(F&&!_?"&#xa0;":L?"<span class='ui-state-default'>"+R.getDate()+"</span>":"<a class='ui-state-default"+(R.getTime()===B.getTime()?" ui-state-highlight":"")+(R.getTime()===Z.getTime()?" ui-state-active":"")+(F?" ui-priority-secondary":"")+"' href='#'>"+R.getDate()+"</a>")+"</td>",
+        R.setDate(R.getDate()+1),R=this._daylightSavingAdjust(R);T+=j+"</tr>"}K++,K>11&&(K=0,tt++),T+="</tbody></table>"+(X?"</div>"+($[0]>0&&M===$[1]-1?"<div class='ui-datepicker-row-break'></div>":""):""),k+=T}b+=k}return b+=u,t._keyEvent=!1,b},_generateMonthYearHeader:function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m=this._get(t,"changeMonth"),_=this._get(t,"changeYear"),v=this._get(t,"showMonthAfterYear"),y="<div class='ui-datepicker-title'>",b="";if(s||!m)b+="<span class='ui-datepicker-month'>"+o[e]+"</span>";else{for(l=n&&n.getFullYear()===i,u=r&&r.getFullYear()===i,b+="<select class='ui-datepicker-month' data-handler='selectMonth' data-event='change'>",h=0;12>h;h++)(!l||h>=n.getMonth())&&(!u||h<=r.getMonth())&&(b+="<option value='"+h+"'"+(h===e?" selected='selected'":"")+">"+a[h]+"</option>");b+="</select>"}if(v||(y+=b+(!s&&m&&_?"":"&#xa0;")),!t.yearshtml)if(t.yearshtml="",s||!_)y+="<span class='ui-datepicker-year'>"+i+"</span>";else{for(c=this._get(t,"yearRange").split(":"),p=(new Date).getFullYear(),d=function(t){var e=t.match(/c[+\-].*/)?i+parseInt(t.substring(1),10):t.match(/[+\-].*/)?p+parseInt(t,10):parseInt(t,10);return isNaN(e)?p:e},f=d(c[0]),g=Math.max(f,d(c[1]||"")),f=n?Math.max(f,n.getFullYear()):f,g=r?Math.min(g,r.getFullYear()):g,t.yearshtml+="<select class='ui-datepicker-year' data-handler='selectYear' data-event='change'>";g>=f;f++)t.yearshtml+="<option value='"+f+"'"+(f===i?" selected='selected'":"")+">"+f+"</option>";t.yearshtml+="</select>",y+=t.yearshtml,t.yearshtml=null}return y+=this._get(t,"yearSuffix"),v&&(y+=(!s&&m&&_?"":"&#xa0;")+b),y+="</div>"},_adjustInstDate:function(t,e,i){var n=t.drawYear+("Y"===i?e:0),r=t.drawMonth+("M"===i?e:0),s=Math.min(t.selectedDay,this._getDaysInMonth(n,r))+("D"===i?e:0),o=this._restrictMinMax(t,this._daylightSavingAdjust(new Date(n,r,s)));t.selectedDay=o.getDate(),t.drawMonth=t.selectedMonth=o.getMonth(),t.drawYear=t.selectedYear=o.getFullYear(),("M"===i||"Y"===i)&&this._notifyChange(t)},_restrictMinMax:function(t,e){var i=this._getMinMaxDate(t,"min"),n=this._getMinMaxDate(t,"max"),r=i&&i>e?i:e;return n&&r>n?n:r},_notifyChange:function(t){var e=this._get(t,"onChangeMonthYear");e&&e.apply(t.input?t.input[0]:null,[t.selectedYear,t.selectedMonth+1,t])},_getNumberOfMonths:function(t){var e=this._get(t,"numberOfMonths");return null==e?[1,1]:"number"==typeof e?[1,e]:e},_getMinMaxDate:function(t,e){return this._determineDate(t,this._get(t,e+"Date"),null)},_getDaysInMonth:function(t,e){return 32-this._daylightSavingAdjust(new Date(t,e,32)).getDate()},_getFirstDayOfMonth:function(t,e){return new Date(t,e,1).getDay()},_canAdjustMonth:function(t,e,i,n){var r=this._getNumberOfMonths(t),s=this._daylightSavingAdjust(new Date(i,n+(0>e?e:r[0]*r[1]),1));return 0>e&&s.setDate(this._getDaysInMonth(s.getFullYear(),s.getMonth())),this._isInRange(t,s)},_isInRange:function(t,e){var i,n,r=this._getMinMaxDate(t,"min"),s=this._getMinMaxDate(t,"max"),o=null,a=null,l=this._get(t,"yearRange");return l&&(i=l.split(":"),n=(new Date).getFullYear(),o=parseInt(i[0],10),a=parseInt(i[1],10),i[0].match(/[+\-].*/)&&(o+=n),i[1].match(/[+\-].*/)&&(a+=n)),(!r||e.getTime()>=r.getTime())&&(!s||e.getTime()<=s.getTime())&&(!o||e.getFullYear()>=o)&&(!a||e.getFullYear()<=a)},_getFormatConfig:function(t){var e=this._get(t,"shortYearCutoff");return e="string"!=typeof e?e:(new Date).getFullYear()%100+parseInt(e,10),{shortYearCutoff:e,dayNamesShort:this._get(t,"dayNamesShort"),dayNames:this._get(t,"dayNames"),monthNamesShort:this._get(t,"monthNamesShort"),monthNames:this._get(t,"monthNames")}},_formatDate:function(t,e,i,n){e||(t.currentDay=t.selectedDay,t.currentMonth=t.selectedMonth,t.currentYear=t.selectedYear);var r=e?"object"==typeof e?e:this._daylightSavingAdjust(new Date(n,i,e)):this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return this.formatDate(this._get(t,"dateFormat"),r,this._getFormatConfig(t))}}),t.fn.datepicker=function(e){if(!this.length)return this;t.datepicker.initialized||(t(document).mousedown(t.datepicker._checkExternalClick),t.datepicker.initialized=!0),0===t("#"+t.datepicker._mainDivId).length&&t("body").append(t.datepicker.dpDiv);var i=Array.prototype.slice.call(arguments,1);return"string"!=typeof e||"isDisabled"!==e&&"getDate"!==e&&"widget"!==e?"option"===e&&2===arguments.length&&"string"==typeof arguments[1]?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i)):this.each(function(){"string"==typeof e?t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this].concat(i)):t.datepicker._attachDatepicker(this,e)}):t.datepicker["_"+e+"Datepicker"].apply(t.datepicker,[this[0]].concat(i))},t.datepicker=new i,t.datepicker.initialized=!1,t.datepicker.uuid=(new Date).getTime(),t.datepicker.version="1.10.4"}(n)},{"./core":7,jquery:18}],9:[function(t,e,i){var n=t("jquery");t("./core"),t("./mouse"),t("./widget"),function(t,e){t.widget("ui.draggable",t.ui.mouse,{version:"1.10.4",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative"),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._mouseInit()},_destroy:function(){this.element.removeClass("ui-draggable ui-draggable-dragging 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this.helper=this._createHelper(e),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css("position"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if("fixed"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),!i){var n=this._uiHash();if(this._trigger("drag",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),"original"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?("invalid"===this.options.revert&&!n||"valid"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t("div.ui-draggable-iframeFix").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?"window"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):"document"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):("parent"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e="hidden"!==i.css("overflow"),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),"drag"===e&&(this.positionAbs=this._convertPositionTo("absolute")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i){var n=t(this).data("ui-draggable"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,"ui-sortable");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger("activate",e,s))})},stop:function(e,i){var n=t(this).data("ui-draggable"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,"original"===n.options.helper&&this.instance.currentItem.css({top:"auto",left:"auto"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger("deactivate",e,r))})},drag:function(e,i){var n=t(this).data("ui-draggable"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr("id").appendTo(this.instance.element).data("ui-sortable-item",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger("toSortable",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger("out",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger("fromSortable",e),n.dropped=!1)})}}),t.ui.plugin.add("draggable","cursor",{start:function(){var e=t("body"),i=t(this).data("ui-draggable").options;e.css("cursor")&&(i._cursor=e.css("cursor")),e.css("cursor",i.cursor)},stop:function(){var e=t(this).data("ui-draggable").options;e._cursor&&t("body").css("cursor",e._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("opacity")&&(r._opacity=n.css("opacity")),n.css("opacity",r.opacity)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(){var e=t(this).data("ui-draggable");e.scrollParent[0]!==document&&"HTML"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data("ui-draggable"),n=i.options,r=!1;i.scrollParent[0]!==document&&"HTML"!==i.scrollParent[0].tagName?(n.axis&&"x"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add("draggable","snap",{start:function(){var e=t(this).data("ui-draggable"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||":data(ui-draggable)":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data("ui-draggable"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,"outer"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add("draggable","stack",{start:function(){var e,i=this.data("ui-draggable").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});n.length&&(e=parseInt(t(n[0]).css("zIndex"),10)||0,t(n).each(function(i){t(this).css("zIndex",e+i)}),this.css("zIndex",e+n.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("zIndex")&&(r._zIndex=n.css("zIndex")),n.css("zIndex",r.zIndex)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}})}(n)},{"./core":7,"./mouse":13,"./widget":17,jquery:18}],10:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./mouse"),t("./draggable"),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget("ui.droppable",{version:"1.10.4",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e,i=this.options,n=i.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(n)?n:function(t){return t.is(n)},this.proportions=function(){return arguments.length?void(e=arguments[0]):e?e:e={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},t.ui.ddmanager.droppables[i.scope]=t.ui.ddmanager.droppables[i.scope]||[],t.ui.ddmanager.droppables[i.scope].push(this),i.addClasses&&this.element.addClass("ui-droppable")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(e,i){"accept"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var e=t.data(this,"ui-droppable");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=(t.positionAbs||t.position.absolute).top,l=o+t.helperProportions.width,u=a+t.helperProportions.height,h=e.offset.left,c=e.offset.top,p=h+e.proportions().width,d=c+e.proportions().height;switch(n){case"fit":return o>=h&&p>=l&&a>=c&&d>=u;case"intersect":return h<o+t.helperProportions.width/2&&l-t.helperProportions.width/2<p&&c<a+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case"pointer":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,c,e.proportions().height)&&i(r,h,e.proportions().width);case"touch":return(a>=c&&d>=a||u>=c&&d>=u||c>a&&u>d)&&(o>=h&&p>=o||l>=h&&p>=l||h>o&&l>p);default:return!1}},t.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(":data(ui-droppable)").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions().height=0;continue t}s[n].visible="none"!==s[n].element.css("display"),s[n].visible&&("mousedown"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions({width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight}))}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil("body").bind("scroll.droppable",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?"isout":o&&!this.isover?"isover":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(":data(ui-droppable)").filter(function(){return t.data(this,"ui-droppable").options.scope===r}),s.length&&(n=t.data(s[0],"ui-droppable"),n.greedyChild="isover"===a)),n&&"isover"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this["isout"===a?"isover":"isout"]=!1,this["isover"===a?"_over":"_out"].call(this,i),n&&"isout"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil("body").unbind("scroll.droppable"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n)},{"./core":7,"./draggable":9,"./mouse":13,"./widget":17,jquery:18}],11:[function(t,e,i){var n=t("jquery");!function(t,e){function i(e,i){var r,s,o,a=e.nodeName.toLowerCase();return"area"===a?(r=e.parentNode,s=r.name,e.href&&s&&"map"===r.nodeName.toLowerCase()?(o=t("img[usemap=#"+s+"]")[0],!!o&&n(o)):!1):(/input|select|textarea|button|object/.test(a)?!e.disabled:"a"===a?e.href||i:i)&&n(e)}function n(e){return t.expr.filters.visible(e)&&!t(e).parents().addBack().filter(function(){return"hidden"===t.css(this,"visibility")}).length}var r=0,s=/^ui-id-\d+$/;t.ui=t.ui||{},t.extend(t.ui,{version:"1.10.3",keyCode:{BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,NUMPAD_ADD:107,NUMPAD_DECIMAL:110,NUMPAD_DIVIDE:111,NUMPAD_ENTER:108,NUMPAD_MULTIPLY:106,NUMPAD_SUBTRACT:109,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38}}),t.fn.extend({focus:function(e){return function(i,n){return"number"==typeof i?this.each(function(){var e=this;setTimeout(function(){t(e).focus(),n&&n.call(e)},i)}):e.apply(this,arguments)}}(t.fn.focus),scrollParent:function(){var e;return e=t.ui.ie&&/(static|relative)/.test(this.css("position"))||/absolute/.test(this.css("position"))?this.parents().filter(function(){return/(relative|absolute|fixed)/.test(t.css(this,"position"))&&/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0):this.parents().filter(function(){return/(auto|scroll)/.test(t.css(this,"overflow")+t.css(this,"overflow-y")+t.css(this,"overflow-x"))}).eq(0),/fixed/.test(this.css("position"))||!e.length?t(document):e},zIndex:function(i){if(i!==e)return this.css("zIndex",i);if(this.length)for(var n,r,s=t(this[0]);s.length&&s[0]!==document;){if(n=s.css("position"),("absolute"===n||"relative"===n||"fixed"===n)&&(r=parseInt(s.css("zIndex"),10),!isNaN(r)&&0!==r))return r;s=s.parent()}return 0},uniqueId:function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++r)})},removeUniqueId:function(){return this.each(function(){s.test(this.id)&&t(this).removeAttr("id")})}}),t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,n){return!!t.data(e,n[3])},focusable:function(e){return i(e,!isNaN(t.attr(e,"tabindex")))},tabbable:function(e){var n=t.attr(e,"tabindex"),r=isNaN(n);return(r||n>=0)&&i(e,!r)}}),t("<a>").outerWidth(1).jquery||t.each(["Width","Height"],function(i,n){function r(e,i,n,r){return t.each(s,function(){i-=parseFloat(t.css(e,"padding"+this))||0,n&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),r&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var s="Width"===n?["Left","Right"]:["Top","Bottom"],o=n.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,
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this.unbind(".ui-disableSelection")}}),t.extend(t.ui,{plugin:{add:function(e,i,n){var r,s=t.ui[e].prototype;for(r in n)s.plugins[r]=s.plugins[r]||[],s.plugins[r].push([i,n[r]])},call:function(t,e,i){var n,r=t.plugins[e];if(r&&t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType)for(n=0;n<r.length;n++)t.options[r[n][0]]&&r[n][1].apply(t.element,i)}},hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var n=i&&"left"===i?"scrollLeft":"scrollTop",r=!1;return e[n]>0?!0:(e[n]=1,r=e[n]>0,e[n]=0,r)}})}(n),function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler("remove")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(".")[0];e=e.split(".")[1],r=u+"-"+e,n||(n=i,i=t.Widget),t.expr[":"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+"."+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a="string"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&"_"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error("no such method '"+o+"' for "+i+" widget instance"):t.error("cannot call methods on "+i+" prior to initialization; attempted to call method '"+o+"'")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new r(o,this))}),u}},t.Widget=function(){},t.Widget._childConstructors=[],t.Widget.prototype={widgetName:"widget",widgetEventPrefix:"",defaultElement:"<div>",options:{disabled:!1,create:null},_createWidget:function(e,n){n=t(n||this.defaultElement||this)[0],this.element=t(n),this.uuid=i++,this.eventNamespace="."+this.widgetName+this.uuid,this.options=t.widget.extend({},this.options,this._getCreateOptions(),e),this.bindings=t(),this.hoverable=t(),this.focusable=t(),n!==this&&(t.data(n,this.widgetFullName,this),this._on(!0,this.element,{remove:function(t){t.target===n&&this.destroy()}}),this.document=t(n.style?n.ownerDocument:n.document||n),this.window=t(this.document[0].defaultView||this.document[0].parentWindow)),this._create(),this._trigger("create",null,this._getCreateEventData()),this._init()},_getCreateOptions:t.noop,_getCreateEventData:t.noop,_create:t.noop,_init:t.noop,destroy:function(){this._destroy(),this.element.unbind(this.eventNamespace).removeData(this.widgetName).removeData(this.widgetFullName).removeData(t.camelCase(this.widgetFullName)),this.widget().unbind(this.eventNamespace).removeAttr("aria-disabled").removeClass(this.widgetFullName+"-disabled 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this._setOption("disabled",!1)},disable:function(){return this._setOption("disabled",!0)},_on:function(e,i,n){var r,s=this;"boolean"!=typeof e&&(n=i,i=e,e=!1),n?(i=r=t(i),this.bindings=this.bindings.add(i)):(n=i,i=this.element,r=this.widget()),t.each(n,function(n,o){function a(){return e||s.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof o?s[o]:o).apply(s,arguments):void 0}"string"!=typeof o&&(a.guid=o.guid=o.guid||a.guid||t.guid++);var l=n.match(/^(\w+)\s*(.*)$/),u=l[1]+s.eventNamespace,h=l[2];h?r.delegate(h,u,a):i.bind(u,a)})},_off:function(t,e){e=(e||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,t.unbind(e).undelegate(e)},_delay:function(t,e){function i(){return("string"==typeof t?n[t]:t).apply(n,arguments)}var n=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){t(e.currentTarget).addClass("ui-state-hover")},mouseleave:function(e){t(e.currentTarget).removeClass("ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){t(e.currentTarget).addClass("ui-state-focus")},focusout:function(e){t(e.currentTarget).removeClass("ui-state-focus")}})},_trigger:function(e,i,n){var r,s,o=this.options[e];if(n=n||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],s=i.originalEvent)for(r in s)r in i||(i[r]=s[r]);return this.element.trigger(i,n),!(t.isFunction(o)&&o.apply(this.element[0],[i].concat(n))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(n,r,s){"string"==typeof r&&(r={effect:r});var o,a=r?r===!0||"number"==typeof r?i:r.effect||i:e;r=r||{},"number"==typeof r&&(r={duration:r}),o=!t.isEmptyObject(r),r.complete=s,r.delay&&n.delay(r.delay),o&&t.effects&&t.effects.effect[a]?n[e](r):a!==e&&n[a]?n[a](r.duration,r.easing,s):n.queue(function(i){t(this)[e](),s&&s.call(n[0]),i()})}})}(n),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget("ui.mouse",{version:"1.10.3",options:{cancel:"input,textarea,button,select,option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).bind("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind("."+this.widgetName),this._mouseMoveDelegate&&t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind("mousemove."+this.widgetName,this._mouseMoveDelegate).bind("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n),function(t,e){t.widget("ui.draggable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"!==this.options.helper||/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative"),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._mouseInit()},_destroy:function(){this.element.removeClass("ui-draggable ui-draggable-dragging 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this.helper=this._createHelper(e),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(),this.offsetParent=this.helper.offsetParent(),this.offsetParentCssPosition=this.offsetParent.css("position"),this.offset=this.positionAbs=this.element.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},this.offset.scroll=!1,t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.originalPosition=this.position=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_mouseDrag:function(e,i){if("fixed"===this.offsetParentCssPosition&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),!i){var n=this._uiHash();if(this._trigger("drag",e,n)===!1)return this._mouseUp({}),!1;this.position=n.position}return this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,n=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(n=t.ui.ddmanager.drop(this,e)),this.dropped&&(n=this.dropped,this.dropped=!1),"original"!==this.options.helper||t.contains(this.element[0].ownerDocument,this.element[0])?("invalid"===this.options.revert&&!n||"valid"===this.options.revert&&n||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,n)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1):!1},_mouseUp:function(e){return t("div.ui-draggable-iframeFix").each(function(){this.parentNode.removeChild(this)}),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.element.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;return r.containment?"window"===r.containment?void(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):"document"===r.containment?void(this.containment=[0,0,t(document).width()-this.helperProportions.width-this.margins.left,(t(document).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]):r.containment.constructor===Array?void(this.containment=r.containment):("parent"===r.containment&&(r.containment=this.helper[0].parentNode),i=t(r.containment),n=i[0],void(n&&(e="hidden"!==i.css("overflow"),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(n.scrollWidth,n.offsetWidth):n.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(n.scrollHeight,n.offsetHeight):n.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relative_container=i))):void(this.containment=null)},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent;return this.offset.scroll||(this.offset.scroll={top:r.scrollTop(),left:r.scrollLeft()}),{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top)*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)*n}},_generatePosition:function(e){var i,n,r,s,o=this.options,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=e.pageX,u=e.pageY;return this.offset.scroll||(this.offset.scroll={top:a.scrollTop(),left:a.scrollLeft()}),this.originalPosition&&(this.containment&&(this.relative_container?(n=this.relative_container.offset(),i=[this.containment[0]+n.left,this.containment[1]+n.top,this.containment[2]+n.left,this.containment[3]+n.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(u=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(u=i[3]+this.offset.click.top)),o.grid&&(r=o.grid[1]?this.originalPageY+Math.round((u-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,u=i?r-this.offset.click.top>=i[1]||r-this.offset.click.top>i[3]?r:r-this.offset.click.top>=i[1]?r-o.grid[1]:r+o.grid[1]:r,s=o.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,l=i?s-this.offset.click.left>=i[0]||s-this.offset.click.left>i[2]?s:s-this.offset.click.left>=i[0]?s-o.grid[0]:s+o.grid[0]:s)),{top:u-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1},_trigger:function(e,i,n){return n=n||this._uiHash(),t.ui.plugin.call(this,e,[i,n]),"drag"===e&&(this.positionAbs=this._convertPositionTo("absolute")),t.Widget.prototype._trigger.call(this,e,i,n)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i){var n=t(this).data("ui-draggable"),r=n.options,s=t.extend({},i,{item:n.element});n.sortables=[],t(r.connectToSortable).each(function(){var i=t.data(this,"ui-sortable");i&&!i.options.disabled&&(n.sortables.push({instance:i,shouldRevert:i.options.revert}),i.refreshPositions(),i._trigger("activate",e,s))})},stop:function(e,i){var n=t(this).data("ui-draggable"),r=t.extend({},i,{item:n.element});t.each(n.sortables,function(){this.instance.isOver?(this.instance.isOver=0,n.cancelHelperRemoval=!0,this.instance.cancelHelperRemoval=!1,this.shouldRevert&&(this.instance.options.revert=this.shouldRevert),this.instance._mouseStop(e),this.instance.options.helper=this.instance.options._helper,"original"===n.options.helper&&this.instance.currentItem.css({top:"auto",left:"auto"})):(this.instance.cancelHelperRemoval=!1,this.instance._trigger("deactivate",e,r))})},drag:function(e,i){var n=t(this).data("ui-draggable"),r=this;t.each(n.sortables,function(){var s=!1,o=this;this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this.instance._intersectsWith(this.instance.containerCache)&&(s=!0,t.each(n.sortables,function(){return this.instance.positionAbs=n.positionAbs,this.instance.helperProportions=n.helperProportions,this.instance.offset.click=n.offset.click,this!==o&&this.instance._intersectsWith(this.instance.containerCache)&&t.contains(o.instance.element[0],this.instance.element[0])&&(s=!1),s})),s?(this.instance.isOver||(this.instance.isOver=1,this.instance.currentItem=t(r).clone().removeAttr("id").appendTo(this.instance.element).data("ui-sortable-item",!0),this.instance.options._helper=this.instance.options.helper,this.instance.options.helper=function(){return i.helper[0]},e.target=this.instance.currentItem[0],this.instance._mouseCapture(e,!0),this.instance._mouseStart(e,!0,!0),this.instance.offset.click.top=n.offset.click.top,this.instance.offset.click.left=n.offset.click.left,this.instance.offset.parent.left-=n.offset.parent.left-this.instance.offset.parent.left,this.instance.offset.parent.top-=n.offset.parent.top-this.instance.offset.parent.top,n._trigger("toSortable",e),n.dropped=this.instance.element,n.currentItem=n.element,this.instance.fromOutside=n),this.instance.currentItem&&this.instance._mouseDrag(e)):this.instance.isOver&&(this.instance.isOver=0,this.instance.cancelHelperRemoval=!0,this.instance.options.revert=!1,this.instance._trigger("out",e,this.instance._uiHash(this.instance)),this.instance._mouseStop(e,!0),this.instance.options.helper=this.instance.options._helper,this.instance.currentItem.remove(),this.instance.placeholder&&this.instance.placeholder.remove(),n._trigger("fromSortable",e),n.dropped=!1)})}}),t.ui.plugin.add("draggable","cursor",{start:function(){var e=t("body"),i=t(this).data("ui-draggable").options;e.css("cursor")&&(i._cursor=e.css("cursor")),e.css("cursor",i.cursor)},stop:function(){var e=t(this).data("ui-draggable").options;e._cursor&&t("body").css("cursor",e._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("opacity")&&(r._opacity=n.css("opacity")),n.css("opacity",r.opacity)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(){var e=t(this).data("ui-draggable");e.scrollParent[0]!==document&&"HTML"!==e.scrollParent[0].tagName&&(e.overflowOffset=e.scrollParent.offset())},drag:function(e){var i=t(this).data("ui-draggable"),n=i.options,r=!1;i.scrollParent[0]!==document&&"HTML"!==i.scrollParent[0].tagName?(n.axis&&"x"===n.axis||(i.overflowOffset.top+i.scrollParent[0].offsetHeight-e.pageY<n.scrollSensitivity?i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop+n.scrollSpeed:e.pageY-i.overflowOffset.top<n.scrollSensitivity&&(i.scrollParent[0].scrollTop=r=i.scrollParent[0].scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(i.overflowOffset.left+i.scrollParent[0].offsetWidth-e.pageX<n.scrollSensitivity?i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft+n.scrollSpeed:e.pageX-i.overflowOffset.left<n.scrollSensitivity&&(i.scrollParent[0].scrollLeft=r=i.scrollParent[0].scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(document).scrollTop()<n.scrollSensitivity?r=t(document).scrollTop(t(document).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<n.scrollSensitivity&&(r=t(document).scrollTop(t(document).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(document).scrollLeft()<n.scrollSensitivity?r=t(document).scrollLeft(t(document).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<n.scrollSensitivity&&(r=t(document).scrollLeft(t(document).scrollLeft()+n.scrollSpeed)))),r!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(i,e)}}),t.ui.plugin.add("draggable","snap",{start:function(){var e=t(this).data("ui-draggable"),i=e.options;e.snapElements=[],t(i.snap.constructor!==String?i.snap.items||":data(ui-draggable)":i.snap).each(function(){var i=t(this),n=i.offset();this!==e.element[0]&&e.snapElements.push({item:this,width:i.outerWidth(),height:i.outerHeight(),top:n.top,left:n.left})})},drag:function(e,i){var n,r,s,o,a,l,u,h,c,p,d=t(this).data("ui-draggable"),f=d.options,g=f.snapTolerance,m=i.offset.left,_=m+d.helperProportions.width,v=i.offset.top,y=v+d.helperProportions.height;for(c=d.snapElements.length-1;c>=0;c--)a=d.snapElements[c].left,l=a+d.snapElements[c].width,u=d.snapElements[c].top,h=u+d.snapElements[c].height,a-g>_||m>l+g||u-g>y||v>h+g||!t.contains(d.snapElements[c].item.ownerDocument,d.snapElements[c].item)?(d.snapElements[c].snapping&&d.options.snap.release&&d.options.snap.release.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=Math.abs(u-y)<=g,r=Math.abs(h-v)<=g,s=Math.abs(a-_)<=g,o=Math.abs(l-m)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u-d.helperProportions.height,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a-d.helperProportions.width}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l}).left-d.margins.left)),p=n||r||s||o,"outer"!==f.snapMode&&(n=Math.abs(u-v)<=g,r=Math.abs(h-y)<=g,s=Math.abs(a-m)<=g,o=Math.abs(l-_)<=g,n&&(i.position.top=d._convertPositionTo("relative",{top:u,left:0}).top-d.margins.top),r&&(i.position.top=d._convertPositionTo("relative",{top:h-d.helperProportions.height,left:0}).top-d.margins.top),s&&(i.position.left=d._convertPositionTo("relative",{top:0,left:a}).left-d.margins.left),o&&(i.position.left=d._convertPositionTo("relative",{top:0,left:l-d.helperProportions.width}).left-d.margins.left)),!d.snapElements[c].snapping&&(n||r||s||o||p)&&d.options.snap.snap&&d.options.snap.snap.call(d.element,e,t.extend(d._uiHash(),{snapItem:d.snapElements[c].item})),d.snapElements[c].snapping=n||r||s||o||p)}}),t.ui.plugin.add("draggable","stack",{start:function(){var e,i=this.data("ui-draggable").options,n=t.makeArray(t(i.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});n.length&&(e=parseInt(t(n[0]).css("zIndex"),10)||0,t(n).each(function(i){t(this).css("zIndex",e+i)}),this.css("zIndex",e+n.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i){var n=t(i.helper),r=t(this).data("ui-draggable").options;n.css("zIndex")&&(r._zIndex=n.css("zIndex")),n.css("zIndex",r.zIndex)},stop:function(e,i){var n=t(this).data("ui-draggable").options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}t.widget("ui.droppable",{version:"1.10.3",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var e=this.options,i=e.accept;this.isover=!1,this.isout=!0,this.accept=t.isFunction(i)?i:function(t){return t.is(i)},this.proportions={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight},t.ui.ddmanager.droppables[e.scope]=t.ui.ddmanager.droppables[e.scope]||[],t.ui.ddmanager.droppables[e.scope].push(this),e.addClasses&&this.element.addClass("ui-droppable")},_destroy:function(){for(var e=0,i=t.ui.ddmanager.droppables[this.options.scope];e<i.length;e++)i[e]===this&&i.splice(e,1);this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(e,i){"accept"===e&&(this.accept=t.isFunction(i)?i:function(t){return t.is(i)}),t.Widget.prototype._setOption.apply(this,arguments)},_activate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",e,this.ui(i))},_deactivate:function(e){var i=t.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",e,this.ui(i))},_over:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",e,this.ui(i)))},_out:function(e){var i=t.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",e,this.ui(i)))},_drop:function(e,i){var n=i||t.ui.ddmanager.current,r=!1;return n&&(n.currentItem||n.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var e=t.data(this,"ui-droppable");return e.options.greedy&&!e.options.disabled&&e.options.scope===n.options.scope&&e.accept.call(e.element[0],n.currentItem||n.element)&&t.ui.intersect(n,t.extend(e,{offset:e.element.offset()}),e.options.tolerance)?(r=!0,!1):void 0}),r?!1:this.accept.call(this.element[0],n.currentItem||n.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",e,this.ui(n)),this.element):!1):!1},ui:function(t){return{draggable:t.currentItem||t.element,helper:t.helper,position:t.position,offset:t.positionAbs}}}),t.ui.intersect=function(t,e,n){if(!e.offset)return!1;var r,s,o=(t.positionAbs||t.position.absolute).left,a=o+t.helperProportions.width,l=(t.positionAbs||t.position.absolute).top,u=l+t.helperProportions.height,h=e.offset.left,c=h+e.proportions.width,p=e.offset.top,d=p+e.proportions.height;switch(n){case"fit":
+        return o>=h&&c>=a&&l>=p&&d>=u;case"intersect":return h<o+t.helperProportions.width/2&&a-t.helperProportions.width/2<c&&p<l+t.helperProportions.height/2&&u-t.helperProportions.height/2<d;case"pointer":return r=(t.positionAbs||t.position.absolute).left+(t.clickOffset||t.offset.click).left,s=(t.positionAbs||t.position.absolute).top+(t.clickOffset||t.offset.click).top,i(s,p,e.proportions.height)&&i(r,h,e.proportions.width);case"touch":return(l>=p&&d>=l||u>=p&&d>=u||p>l&&u>d)&&(o>=h&&c>=o||a>=h&&c>=a||h>o&&a>c);default:return!1}},t.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(e,i){var n,r,s=t.ui.ddmanager.droppables[e.options.scope]||[],o=i?i.type:null,a=(e.currentItem||e.element).find(":data(ui-droppable)").addBack();t:for(n=0;n<s.length;n++)if(!(s[n].options.disabled||e&&!s[n].accept.call(s[n].element[0],e.currentItem||e.element))){for(r=0;r<a.length;r++)if(a[r]===s[n].element[0]){s[n].proportions.height=0;continue t}s[n].visible="none"!==s[n].element.css("display"),s[n].visible&&("mousedown"===o&&s[n]._activate.call(s[n],i),s[n].offset=s[n].element.offset(),s[n].proportions={width:s[n].element[0].offsetWidth,height:s[n].element[0].offsetHeight})}},drop:function(e,i){var n=!1;return t.each((t.ui.ddmanager.droppables[e.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&t.ui.intersect(e,this,this.options.tolerance)&&(n=this._drop.call(this,i)||n),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],e.currentItem||e.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),n},dragStart:function(e,i){e.element.parentsUntil("body").bind("scroll.droppable",function(){e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)})},drag:function(e,i){e.options.refreshPositions&&t.ui.ddmanager.prepareOffsets(e,i),t.each(t.ui.ddmanager.droppables[e.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var n,r,s,o=t.ui.intersect(e,this,this.options.tolerance),a=!o&&this.isover?"isout":o&&!this.isover?"isover":null;a&&(this.options.greedy&&(r=this.options.scope,s=this.element.parents(":data(ui-droppable)").filter(function(){return t.data(this,"ui-droppable").options.scope===r}),s.length&&(n=t.data(s[0],"ui-droppable"),n.greedyChild="isover"===a)),n&&"isover"===a&&(n.isover=!1,n.isout=!0,n._out.call(n,i)),this[a]=!0,this["isout"===a?"isover":"isout"]=!1,this["isover"===a?"_over":"_out"].call(this,i),n&&"isout"===a&&(n.isout=!1,n.isover=!0,n._over.call(n,i)))}})},dragStop:function(e,i){e.element.parentsUntil("body").unbind("scroll.droppable"),e.options.refreshPositions||t.ui.ddmanager.prepareOffsets(e,i)}}}(n),function(t,e){function i(t){return parseInt(t,10)||0}function n(t){return!isNaN(parseInt(t,10))}t.widget("ui.resizable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_create:function(){var e,i,n,r,s,o=this,a=this.options;if(this.element.addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!a.aspectRatio,aspectRatio:a.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:a.helper||a.ghost||a.animate?a.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/canvas|textarea|input|select|button|img/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.data("ui-resizable")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css("marginLeft"),marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css({margin:this.originalElement.css("margin")}),this._proportionallyResize()),this.handles=a.handles||(t(".ui-resizable-handle",this.element).length?{n:".ui-resizable-n",e:".ui-resizable-e",s:".ui-resizable-s",w:".ui-resizable-w",se:".ui-resizable-se",sw:".ui-resizable-sw",ne:".ui-resizable-ne",nw:".ui-resizable-nw"}:"e,s,se"),this.handles.constructor===String)for("all"===this.handles&&(this.handles="n,e,s,w,se,sw,ne,nw"),e=this.handles.split(","),this.handles={},i=0;i<e.length;i++)n=t.trim(e[i]),s="ui-resizable-"+n,r=t("<div class='ui-resizable-handle "+s+"'></div>"),r.css({zIndex:a.zIndex}),"se"===n&&r.addClass("ui-icon ui-icon-gripsmall-diagonal-se"),this.handles[n]=".ui-resizable-"+n,this.element.append(r);this._renderAxis=function(e){var i,n,r,s;e=e||this.element;for(i in this.handles)this.handles[i].constructor===String&&(this.handles[i]=t(this.handles[i],this.element).show()),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/textarea|input|select|button/i)&&(n=t(this.handles[i],this.element),s=/sw|ne|nw|se|n|s/.test(i)?n.outerHeight():n.outerWidth(),r=["padding",/ne|nw|n/.test(i)?"Top":/se|sw|s/.test(i)?"Bottom":/^e$/.test(i)?"Right":"Left"].join(""),e.css(r,s),this._proportionallyResize()),t(this.handles[i]).length},this._renderAxis(this.element),this._handles=t(".ui-resizable-handle",this.element).disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(r=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=r&&r[1]?r[1]:"se")}),a.autoHide&&(this._handles.hide(),t(this.element).addClass("ui-resizable-autohide").mouseenter(function(){a.disabled||(t(this).removeClass("ui-resizable-autohide"),o._handles.show())}).mouseleave(function(){a.disabled||o.resizing||(t(this).addClass("ui-resizable-autohide"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeClass("ui-resizable ui-resizable-disabled ui-resizable-resizing").removeData("resizable").removeData("ui-resizable").unbind(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(e){var i,n,r=!1;for(i in this.handles)n=t(this.handles[i])[0],(n===e.target||t.contains(n,e.target))&&(r=!0);return!this.options.disabled&&r},_mouseStart:function(e){var n,r,s,o=this.options,a=this.element.position(),l=this.element;return this.resizing=!0,/absolute/.test(l.css("position"))?l.css({position:"absolute",top:l.css("top"),left:l.css("left")}):l.is(".ui-draggable")&&l.css({position:"absolute",top:a.top,left:a.left}),this._renderProxy(),n=i(this.helper.css("left")),r=i(this.helper.css("top")),o.containment&&(n+=t(o.containment).scrollLeft()||0,r+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:n,top:r},this.size=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalSize=this._helper?{width:l.outerWidth(),height:l.outerHeight()}:{width:l.width(),height:l.height()},this.originalPosition={left:n,top:r},this.sizeDiff={width:l.outerWidth()-l.width(),height:l.outerHeight()-l.height()},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof o.aspectRatio?o.aspectRatio:this.originalSize.width/this.originalSize.height||1,s=t(".ui-resizable-"+this.axis).css("cursor"),t("body").css("cursor","auto"===s?this.axis+"-resize":s),l.addClass("ui-resizable-resizing"),this._propagate("start",e),!0},_mouseDrag:function(e){var i,n=this.helper,r={},s=this.originalMousePosition,o=this.axis,a=this.position.top,l=this.position.left,u=this.size.width,h=this.size.height,c=e.pageX-s.left||0,p=e.pageY-s.top||0,d=this._change[o];return d?(i=d.apply(this,[e,c,p]),this._updateVirtualBoundaries(e.shiftKey),(this._aspectRatio||e.shiftKey)&&(i=this._updateRatio(i,e)),i=this._respectSize(i,e),this._updateCache(i),this._propagate("resize",e),this.position.top!==a&&(r.top=this.position.top+"px"),this.position.left!==l&&(r.left=this.position.left+"px"),this.size.width!==u&&(r.width=this.size.width+"px"),this.size.height!==h&&(r.height=this.size.height+"px"),n.css(r),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),t.isEmptyObject(r)||this._trigger("resize",e,this.ui()),!1):!1},_mouseStop:function(e){this.resizing=!1;var i,n,r,s,o,a,l,u=this.options,h=this;return this._helper&&(i=this._proportionallyResizeElements,n=i.length&&/textarea/i.test(i[0].nodeName),r=n&&t.ui.hasScroll(i[0],"left")?0:h.sizeDiff.height,s=n?0:h.sizeDiff.width,o={width:h.helper.width()-s,height:h.helper.height()-r},a=parseInt(h.element.css("left"),10)+(h.position.left-h.originalPosition.left)||null,l=parseInt(h.element.css("top"),10)+(h.position.top-h.originalPosition.top)||null,u.animate||this.element.css(t.extend(o,{top:l,left:a})),h.helper.height(h.size.height),h.helper.width(h.size.width),this._helper&&!u.animate&&this._proportionallyResize()),t("body").css("cursor","auto"),this.element.removeClass("ui-resizable-resizing"),this._propagate("stop",e),this._helper&&this.helper.remove(),!1},_updateVirtualBoundaries:function(t){var e,i,r,s,o,a=this.options;o={minWidth:n(a.minWidth)?a.minWidth:0,maxWidth:n(a.maxWidth)?a.maxWidth:1/0,minHeight:n(a.minHeight)?a.minHeight:0,maxHeight:n(a.maxHeight)?a.maxHeight:1/0},(this._aspectRatio||t)&&(e=o.minHeight*this.aspectRatio,r=o.minWidth/this.aspectRatio,i=o.maxHeight*this.aspectRatio,s=o.maxWidth/this.aspectRatio,e>o.minWidth&&(o.minWidth=e),r>o.minHeight&&(o.minHeight=r),i<o.maxWidth&&(o.maxWidth=i),s<o.maxHeight&&(o.maxHeight=s)),this._vBoundaries=o},_updateCache:function(t){this.offset=this.helper.offset(),n(t.left)&&(this.position.left=t.left),n(t.top)&&(this.position.top=t.top),n(t.height)&&(this.size.height=t.height),n(t.width)&&(this.size.width=t.width)},_updateRatio:function(t){var e=this.position,i=this.size,r=this.axis;return n(t.height)?t.width=t.height*this.aspectRatio:n(t.width)&&(t.height=t.width/this.aspectRatio),"sw"===r&&(t.left=e.left+(i.width-t.width),t.top=null),"nw"===r&&(t.top=e.top+(i.height-t.height),t.left=e.left+(i.width-t.width)),t},_respectSize:function(t){var e=this._vBoundaries,i=this.axis,r=n(t.width)&&e.maxWidth&&e.maxWidth<t.width,s=n(t.height)&&e.maxHeight&&e.maxHeight<t.height,o=n(t.width)&&e.minWidth&&e.minWidth>t.width,a=n(t.height)&&e.minHeight&&e.minHeight>t.height,l=this.originalPosition.left+this.originalSize.width,u=this.position.top+this.size.height,h=/sw|nw|w/.test(i),c=/nw|ne|n/.test(i);return o&&(t.width=e.minWidth),a&&(t.height=e.minHeight),r&&(t.width=e.maxWidth),s&&(t.height=e.maxHeight),o&&h&&(t.left=l-e.minWidth),r&&h&&(t.left=l-e.maxWidth),a&&c&&(t.top=u-e.minHeight),s&&c&&(t.top=u-e.maxHeight),t.width||t.height||t.left||!t.top?t.width||t.height||t.top||!t.left||(t.left=null):t.top=null,t},_proportionallyResize:function(){if(this._proportionallyResizeElements.length){var t,e,i,n,r,s=this.helper||this.element;for(t=0;t<this._proportionallyResizeElements.length;t++){if(r=this._proportionallyResizeElements[t],!this.borderDif)for(this.borderDif=[],i=[r.css("borderTopWidth"),r.css("borderRightWidth"),r.css("borderBottomWidth"),r.css("borderLeftWidth")],n=[r.css("paddingTop"),r.css("paddingRight"),r.css("paddingBottom"),r.css("paddingLeft")],e=0;e<i.length;e++)this.borderDif[e]=(parseInt(i[e],10)||0)+(parseInt(n[e],10)||0);r.css({height:s.height()-this.borderDif[0]-this.borderDif[2]||0,width:s.width()-this.borderDif[1]-this.borderDif[3]||0})}}},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,n=this.originalPosition;return{left:n.left+e,width:i.width-e}},n:function(t,e,i){var n=this.originalSize,r=this.originalPosition;return{top:r.top+i,height:n.height-i}},s:function(t,e,i){return{height:this.originalSize.height+i}},se:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},sw:function(e,i,n){return t.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[e,i,n]))},ne:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[e,i,n]))},nw:function(e,i,n){return t.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[e,i,n]))}},_propagate:function(e,i){t.ui.plugin.call(this,e,[i,this.ui()]),"resize"!==e&&this._trigger(e,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),t.ui.plugin.add("resizable","animate",{stop:function(e){var i=t(this).data("ui-resizable"),n=i.options,r=i._proportionallyResizeElements,s=r.length&&/textarea/i.test(r[0].nodeName),o=s&&t.ui.hasScroll(r[0],"left")?0:i.sizeDiff.height,a=s?0:i.sizeDiff.width,l={width:i.size.width-a,height:i.size.height-o},u=parseInt(i.element.css("left"),10)+(i.position.left-i.originalPosition.left)||null,h=parseInt(i.element.css("top"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,h&&u?{top:h,left:u}:{}),{duration:n.animateDuration,easing:n.animateEasing,step:function(){var n={width:parseInt(i.element.css("width"),10),height:parseInt(i.element.css("height"),10),top:parseInt(i.element.css("top"),10),left:parseInt(i.element.css("left"),10)};r&&r.length&&t(r[0]).css({width:n.width,height:n.height}),i._updateCache(n),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,n,r,s,o,a,l,u=t(this).data("ui-resizable"),h=u.options,c=u.element,p=h.containment,d=p instanceof t?p.get(0):/parent/.test(p)?c.parent().get(0):p;d&&(u.containerElement=t(d),/document/.test(p)||p===document?(u.containerOffset={left:0,top:0},u.containerPosition={left:0,top:0},u.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),n=[],t(["Top","Right","Left","Bottom"]).each(function(t,r){n[t]=i(e.css("padding"+r))}),u.containerOffset=e.offset(),u.containerPosition=e.position(),u.containerSize={height:e.innerHeight()-n[3],width:e.innerWidth()-n[1]},r=u.containerOffset,s=u.containerSize.height,o=u.containerSize.width,a=t.ui.hasScroll(d,"left")?d.scrollWidth:o,l=t.ui.hasScroll(d)?d.scrollHeight:s,u.parentData={element:d,left:r.left,top:r.top,width:a,height:l}))},resize:function(e){var i,n,r,s,o=t(this).data("ui-resizable"),a=o.options,l=o.containerOffset,u=o.position,h=o._aspectRatio||e.shiftKey,c={top:0,left:0},p=o.containerElement;p[0]!==document&&/static/.test(p.css("position"))&&(c=l),u.left<(o._helper?l.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-l.left:o.position.left-c.left),h&&(o.size.height=o.size.width/o.aspectRatio),o.position.left=a.helper?l.left:0),u.top<(o._helper?l.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-l.top:o.position.top),h&&(o.size.width=o.size.height*o.aspectRatio),o.position.top=o._helper?l.top:0),o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top,i=Math.abs((o._helper?o.offset.left-c.left:o.offset.left-c.left)+o.sizeDiff.width),n=Math.abs((o._helper?o.offset.top-c.top:o.offset.top-l.top)+o.sizeDiff.height),r=o.containerElement.get(0)===o.element.parent().get(0),s=/relative|absolute/.test(o.containerElement.css("position")),r&&s&&(i-=o.parentData.left),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,h&&(o.size.height=o.size.width/o.aspectRatio)),n+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-n,h&&(o.size.width=o.size.height*o.aspectRatio))},stop:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.containerOffset,r=e.containerPosition,s=e.containerElement,o=t(e.helper),a=o.offset(),l=o.outerWidth()-e.sizeDiff.width,u=o.outerHeight()-e.sizeDiff.height;e._helper&&!i.animate&&/relative/.test(s.css("position"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u}),e._helper&&!i.animate&&/static/.test(s.css("position"))&&t(this).css({left:a.left-r.left-n.left,width:l,height:u})}}),t.ui.plugin.add("resizable","alsoResize",{start:function(){var e=t(this).data("ui-resizable"),i=e.options,n=function(e){t(e).each(function(){var e=t(this);e.data("ui-resizable-alsoresize",{width:parseInt(e.width(),10),height:parseInt(e.height(),10),left:parseInt(e.css("left"),10),top:parseInt(e.css("top"),10)})})};"object"!=typeof i.alsoResize||i.alsoResize.parentNode?n(i.alsoResize):i.alsoResize.length?(i.alsoResize=i.alsoResize[0],n(i.alsoResize)):t.each(i.alsoResize,function(t){n(t)})},resize:function(e,i){var n=t(this).data("ui-resizable"),r=n.options,s=n.originalSize,o=n.originalPosition,a={height:n.size.height-s.height||0,width:n.size.width-s.width||0,top:n.position.top-o.top||0,left:n.position.left-o.left||0},l=function(e,n){t(e).each(function(){var e=t(this),r=t(this).data("ui-resizable-alsoresize"),s={},o=n&&n.length?n:e.parents(i.originalElement[0]).length?["width","height"]:["width","height","top","left"];t.each(o,function(t,e){var i=(r[e]||0)+(a[e]||0);i&&i>=0&&(s[e]=i||null)}),e.css(s)})};"object"!=typeof r.alsoResize||r.alsoResize.nodeType?l(r.alsoResize):t.each(r.alsoResize,function(t,e){l(t,e)})},stop:function(){t(this).removeData("resizable-alsoresize")}}),t.ui.plugin.add("resizable","ghost",{start:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.size;e.ghost=e.originalElement.clone(),e.ghost.css({opacity:.25,display:"block",position:"relative",height:n.height,width:n.width,margin:0,left:0,top:0}).addClass("ui-resizable-ghost").addClass("string"==typeof i.ghost?i.ghost:""),e.ghost.appendTo(e.helper)},resize:function(){var e=t(this).data("ui-resizable");e.ghost&&e.ghost.css({position:"relative",height:e.size.height,width:e.size.width})},stop:function(){var e=t(this).data("ui-resizable");e.ghost&&e.helper&&e.helper.get(0).removeChild(e.ghost.get(0))}}),t.ui.plugin.add("resizable","grid",{resize:function(){var e=t(this).data("ui-resizable"),i=e.options,n=e.size,r=e.originalSize,s=e.originalPosition,o=e.axis,a="number"==typeof i.grid?[i.grid,i.grid]:i.grid,l=a[0]||1,u=a[1]||1,h=Math.round((n.width-r.width)/l)*l,c=Math.round((n.height-r.height)/u)*u,p=r.width+h,d=r.height+c,f=i.maxWidth&&i.maxWidth<p,g=i.maxHeight&&i.maxHeight<d,m=i.minWidth&&i.minWidth>p,_=i.minHeight&&i.minHeight>d;i.grid=a,m&&(p+=l),_&&(d+=u),f&&(p-=l),g&&(d-=u),/^(se|s|e)$/.test(o)?(e.size.width=p,e.size.height=d):/^(ne)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.top=s.top-c):/^(sw)$/.test(o)?(e.size.width=p,e.size.height=d,e.position.left=s.left-h):(e.size.width=p,e.size.height=d,e.position.top=s.top-c,e.position.left=s.left-h)}})}(n),function(t,e){t.widget("ui.selectable",t.ui.mouse,{version:"1.10.3",options:{appendTo:"body",autoRefresh:!0,distance:0,filter:"*",tolerance:"touch",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var e,i=this;this.element.addClass("ui-selectable"),this.dragged=!1,this.refresh=function(){e=t(i.options.filter,i.element[0]),e.addClass("ui-selectee"),e.each(function(){var e=t(this),i=e.offset();t.data(this,"selectable-item",{element:this,$element:e,left:i.left,top:i.top,right:i.left+e.outerWidth(),bottom:i.top+e.outerHeight(),startselected:!1,selected:e.hasClass("ui-selected"),selecting:e.hasClass("ui-selecting"),unselecting:e.hasClass("ui-unselecting")})})},this.refresh(),this.selectees=e.addClass("ui-selectee"),this._mouseInit(),this.helper=t("<div class='ui-selectable-helper'></div>")},_destroy:function(){this.selectees.removeClass("ui-selectee").removeData("selectable-item"),this.element.removeClass("ui-selectable ui-selectable-disabled"),this._mouseDestroy()},_mouseStart:function(e){var i=this,n=this.options;this.opos=[e.pageX,e.pageY],this.options.disabled||(this.selectees=t(n.filter,this.element[0]),this._trigger("start",e),t(n.appendTo).append(this.helper),this.helper.css({left:e.pageX,top:e.pageY,width:0,height:0}),n.autoRefresh&&this.refresh(),this.selectees.filter(".ui-selected").each(function(){var n=t.data(this,"selectable-item");n.startselected=!0,e.metaKey||e.ctrlKey||(n.$element.removeClass("ui-selected"),n.selected=!1,n.$element.addClass("ui-unselecting"),n.unselecting=!0,i._trigger("unselecting",e,{unselecting:n.element}))}),t(e.target).parents().addBack().each(function(){var n,r=t.data(this,"selectable-item");return r?(n=!e.metaKey&&!e.ctrlKey||!r.$element.hasClass("ui-selected"),r.$element.removeClass(n?"ui-unselecting":"ui-selected").addClass(n?"ui-selecting":"ui-unselecting"),r.unselecting=!n,r.selecting=n,r.selected=n,n?i._trigger("selecting",e,{selecting:r.element}):i._trigger("unselecting",e,{unselecting:r.element}),!1):void 0}))},_mouseDrag:function(e){if(this.dragged=!0,!this.options.disabled){var i,n=this,r=this.options,s=this.opos[0],o=this.opos[1],a=e.pageX,l=e.pageY;return s>a&&(i=a,a=s,s=i),o>l&&(i=l,l=o,o=i),this.helper.css({left:s,top:o,width:a-s,height:l-o}),this.selectees.each(function(){var i=t.data(this,"selectable-item"),u=!1;i&&i.element!==n.element[0]&&("touch"===r.tolerance?u=!(i.left>a||i.right<s||i.top>l||i.bottom<o):"fit"===r.tolerance&&(u=i.left>s&&i.right<a&&i.top>o&&i.bottom<l),u?(i.selected&&(i.$element.removeClass("ui-selected"),i.selected=!1),i.unselecting&&(i.$element.removeClass("ui-unselecting"),i.unselecting=!1),i.selecting||(i.$element.addClass("ui-selecting"),i.selecting=!0,n._trigger("selecting",e,{selecting:i.element}))):(i.selecting&&((e.metaKey||e.ctrlKey)&&i.startselected?(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.$element.addClass("ui-selected"),i.selected=!0):(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.startselected&&(i.$element.addClass("ui-unselecting"),i.unselecting=!0),n._trigger("unselecting",e,{unselecting:i.element}))),i.selected&&(e.metaKey||e.ctrlKey||i.startselected||(i.$element.removeClass("ui-selected"),i.selected=!1,i.$element.addClass("ui-unselecting"),i.unselecting=!0,n._trigger("unselecting",e,{unselecting:i.element})))))}),!1}},_mouseStop:function(e){var i=this;return this.dragged=!1,t(".ui-unselecting",this.element[0]).each(function(){var n=t.data(this,"selectable-item");n.$element.removeClass("ui-unselecting"),n.unselecting=!1,n.startselected=!1,i._trigger("unselected",e,{unselected:n.element})}),t(".ui-selecting",this.element[0]).each(function(){var n=t.data(this,"selectable-item");n.$element.removeClass("ui-selecting").addClass("ui-selected"),n.selecting=!1,n.selected=!0,n.startselected=!0,i._trigger("selected",e,{selected:n.element})}),this._trigger("stop",e),this.helper.remove(),!1}})}(n),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css("float"))||/inline|table-cell/.test(t.css("display"))}t.widget("ui.sortable",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.floating=this.items.length?"x"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+"-item");return this},_setOption:function(e,i){"disabled"===e?(this.options[e]=i,this.widget().toggleClass("ui-sortable-disabled",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+"-item")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+"-item")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find("*").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(s=this.document.find("body"),this.storedCursor=s.css("cursor"),s.css("cursor",o.cursor),this.storedStylesheet=t("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(s)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger("activate",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?"next":"prev"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&("semi-dynamic"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger("change",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger("sort",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&"x"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&"y"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger("deactivate",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger("out",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||"id")||"").match(e.expression||/(.+)[\-=_](.+)/);i&&n.push((e.key||i[1]+"[]")+"="+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+"="),n.join("&")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||"id")||"")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c="x"===this.options.axis||n+u>a&&l>n+u,p="y"===this.options.axis||e+h>s&&o>e+h,d=c&&p;
+        return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>t[this.floating?"width":"height"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e="x"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n="y"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&"right"===o||"down"===s?2:1:s&&("down"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?"right"===s&&n||"left"===s&&!n:r&&("down"===r&&e||"up"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?"down":"up")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?"right":"left")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){var i,n,r,s,o=[],a=[],l=this._connectWith();if(l&&e)for(i=l.length-1;i>=0;i--)for(r=t(l[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&a.push([t.isFunction(s.options.items)?s.options.items.call(s.element):t(s.options.items,s.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),s]);for(a.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),i=a.length-1;i>=0;i--)a[i][0].each(function(){o.push(this)});return t(o)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+"-item",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t("<"+n+">",e.document[0]).addClass(i||e.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tr"===n?e.currentItem.children().each(function(){t("<td>&#160;</td>",e.document[0]).attr("colspan",t(this).attr("colspan")||1).appendTo(r)}):"img"===n&&r.attr("src",e.currentItem.attr("src")),i||r.css("visibility","hidden"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css("paddingTop")||0,10)-parseInt(e.currentItem.css("paddingBottom")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css("paddingLeft")||0,10)-parseInt(e.currentItem.css("paddingRight")||0,10)))}}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger("out",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?"left":"top",u=d?"width":"height",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger("change",e,this._uiHash()),this.containers[g]._trigger("change",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return n.parents("body").length||t("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;"parent"===r.containment&&(r.containment=this.helper[0].parentNode),("document"===r.containment||"window"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t("document"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t("document"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n="hidden"!==t(e).css("overflow"),this.containment=[i.left+(parseInt(t(e).css("borderLeftWidth"),10)||0)+(parseInt(t(e).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css("borderTopWidth"),10)||0)+(parseInt(t(e).css("paddingTop"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css("borderLeftWidth"),10)||0)-(parseInt(t(e).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css("borderTopWidth"),10)||0)-(parseInt(t(e).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var 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r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){this.reverting=!1;var i,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(i in this._storedCSS)("auto"===this._storedCSS[i]||"static"===this._storedCSS[i])&&(this._storedCSS[i]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!e&&n.push(function(t){this._trigger("receive",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||n.push(function(t){this._trigger("update",t,this._uiHash())}),this!==this.currentContainer&&(e||(n.push(function(t){this._trigger("remove",t,this._uiHash())}),n.push(function(t){return function(e){t._trigger("receive",e,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(t){return function(e){t._trigger("update",e,this._uiHash(this))}}.call(this,this.currentContainer)))),i=this.containers.length-1;i>=0;i--)e||n.push(function(t){return function(e){t._trigger("deactivate",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over&&(n.push(function(t){return function(e){t._trigger("out",e,this._uiHash(this))}}.call(this,this.containers[i])),this.containers[i].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger("beforeStop",t,this._uiHash()),i=0;i<n.length;i++)n[i].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger("beforeStop",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(i=0;i<n.length;i++)n[i].call(this,t);this._trigger("stop",t,this._uiHash())}return 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e.wrap(n),(e[0]===s||t.contains(e[0],s))&&t(s).focus(),n=e.parent(),"static"===e.css("position")?(n.css({position:"relative"}),e.css({position:"relative"})):(t.extend(i,{position:e.css("position"),zIndex:e.css("z-index")}),t.each(["top","left","bottom","right"],function(t,n){i[n]=e.css(n),isNaN(parseInt(i[n],10))&&(i[n]="auto")}),e.css({position:"relative",top:0,left:0,right:"auto",bottom:"auto"})),e.css(r),n.css(i).show()},removeWrapper:function(e){var i=document.activeElement;return e.parent().is(".ui-effects-wrapper")&&(e.parent().replaceWith(e),(e[0]===i||t.contains(e[0],i))&&t(i).focus()),e},setTransition:function(e,i,n,r){return r=r||{},t.each(i,function(t,i){var s=e.cssUnit(i);s[0]>0&&(r[i]=s[0]*n+s[1])}),r}}),t.fn.extend({effect:function(){function e(e){function n(){t.isFunction(s)&&s.call(r[0]),t.isFunction(e)&&e()}var r=t(this),s=i.complete,a=i.mode;(r.is(":hidden")?"hide"===a:"show"===a)?(r[a](),n()):o.call(r[0],i,n)}var 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i=t(this),n=i.attr("id"),r=i.next(),s=r.attr("id");n||(n=o+"-header-"+e,i.attr("id",n)),s||(s=o+"-panel-"+e,r.attr("id",s)),i.attr("aria-controls",s),r.attr("aria-labelledby",n)}).next().attr("role","tabpanel"),this.headers.not(this.active).attr({"aria-selected":"false",tabIndex:-1}).next().attr({"aria-expanded":"false","aria-hidden":"true"}).hide(),this.active.length?this.active.attr({"aria-selected":"true",tabIndex:0}).next().attr({"aria-expanded":"true","aria-hidden":"false"}):this.headers.eq(0).attr("tabIndex",0),this._createIcons(),this._setupEvents(n.event),"fill"===r?(e=s.height(),this.element.siblings(":visible").each(function(){var 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i=e.newPanel,n=this.prevShow.length?this.prevShow:e.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=n,this.options.animate?this._animate(i,n,e):(n.hide(),i.show(),this._toggleComplete(e)),n.attr({"aria-expanded":"false","aria-hidden":"true"}),n.prev().attr("aria-selected","false"),i.length&&n.length?n.prev().attr("tabIndex",-1):i.length&&this.headers.filter(function(){return 0===t(this).attr("tabIndex")}).attr("tabIndex",-1),i.attr({"aria-expanded":"true","aria-hidden":"false"}).prev().attr({"aria-selected":"true",tabIndex:0})},_animate:function(t,e,i){var s,o,a,l=this,u=0,h=t.length&&(!e.length||t.index()<e.index()),c=this.options.animate||{},p=h&&c.down||c,d=function(){l._toggleComplete(i)};return"number"==typeof p&&(a=p),"string"==typeof p&&(o=p),o=o||p.easing||c.easing,a=a||p.duration||c.duration,e.length?t.length?(s=t.show().outerHeight(),e.animate(n,{duration:a,easing:o,step:function(t,e){e.now=Math.round(t)}}),void t.hide().animate(r,{duration:a,easing:o,complete:d,step:function(t,i){i.now=Math.round(t),"height"!==i.prop?u+=i.now:"content"!==l.options.heightStyle&&(i.now=Math.round(s-e.outerHeight()-u),u=0)}})):e.animate(n,a,o,d):t.animate(r,a,o,d)},_toggleComplete:function(t){var e=t.oldPanel;e.removeClass("ui-accordion-content-active").prev().removeClass("ui-corner-top").addClass("ui-corner-all"),e.length&&(e.parent()[0].className=e.parent()[0].className),this._trigger("activate",null,t)}})}(n),function(t,e){var i=0;t.widget("ui.autocomplete",{version:"1.10.3",defaultElement:"<input>",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:"left top",at:"left bottom",collision:"none"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},pending:0,_create:function(){var e,i,n,r=this.element[0].nodeName.toLowerCase(),s="textarea"===r,o="input"===r;this.isMultiLine=s?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[s||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(r){if(this.element.prop("readOnly"))return e=!0,n=!0,void(i=!0);e=!1,n=!1,i=!1;var s=t.ui.keyCode;switch(r.keyCode){case s.PAGE_UP:e=!0,this._move("previousPage",r);break;case s.PAGE_DOWN:e=!0,this._move("nextPage",r);break;case s.UP:e=!0,this._keyEvent("previous",r);break;case s.DOWN:e=!0,this._keyEvent("next",r);break;case s.ENTER:case s.NUMPAD_ENTER:this.menu.active&&(e=!0,r.preventDefault(),this.menu.select(r));break;case s.TAB:this.menu.active&&this.menu.select(r);break;case s.ESCAPE:this.menu.element.is(":visible")&&(this._value(this.term),this.close(r),r.preventDefault());break;default:i=!0,this._searchTimeout(r)}},keypress:function(n){if(e)return e=!1,void((!this.isMultiLine||this.menu.element.is(":visible"))&&n.preventDefault());if(!i){var r=t.ui.keyCode;switch(n.keyCode){case r.PAGE_UP:this._move("previousPage",n);break;case r.PAGE_DOWN:this._move("nextPage",n);break;case r.UP:this._keyEvent("previous",n);break;case r.DOWN:this._keyEvent("next",n)}}},input:function(t){return n?(n=!1,void t.preventDefault()):void this._searchTimeout(t)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(clearTimeout(this.searching),this.close(t),void this._change(t))}}),this._initSource(),this.menu=t("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().data("ui-menu"),this._on(this.menu.element,{mousedown:function(e){e.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];t(e.target).closest(".ui-menu-item").length||this._delay(function(){var e=this;this.document.one("mousedown",function(n){n.target===e.element[0]||n.target===i||t.contains(i,n.target)||e.close()})})},menufocus:function(e,i){if(this.isNewMenu&&(this.isNewMenu=!1,e.originalEvent&&/^mouse/.test(e.originalEvent.type)))return this.menu.blur(),void this.document.one("mousemove",function(){t(e.target).trigger(e.originalEvent)});var n=i.item.data("ui-autocomplete-item");!1!==this._trigger("focus",e,{item:n})?e.originalEvent&&/^key/.test(e.originalEvent.type)&&this._value(n.value):this.liveRegion.text(n.value)},menuselect:function(t,e){var i=e.item.data("ui-autocomplete-item"),n=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n,this.selectedItem=i})),!1!==this._trigger("select",t,{item:i})&&this._value(i.value),this.term=this._value(),this.close(t),this.selectedItem=i}}),this.liveRegion=t("<span>",{role:"status","aria-live":"polite"}).addClass("ui-helper-hidden-accessible").insertBefore(this.element),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(t,e){this._super(t,e),"source"===t&&this._initSource(),"appendTo"===t&&this.menu.element.appendTo(this._appendTo()),"disabled"===t&&e&&this.xhr&&this.xhr.abort()},_appendTo:function(){var e=this.options.appendTo;return e&&(e=e.jquery||e.nodeType?t(e):this.document.find(e).eq(0)),e||(e=this.element.closest(".ui-front")),e.length||(e=this.document[0].body),e},_initSource:function(){var e,i,n=this;t.isArray(this.options.source)?(e=this.options.source,this.source=function(i,n){n(t.ui.autocomplete.filter(e,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(e,r){n.xhr&&n.xhr.abort(),n.xhr=t.ajax({url:i,data:e,dataType:"json",success:function(t){r(t)},error:function(){r([])}})}):this.source=this.options.source},_searchTimeout:function(t){clearTimeout(this.searching),this.searching=this._delay(function(){this.term!==this._value()&&(this.selectedItem=null,this.search(null,t))},this.options.delay)},search:function(t,e){return t=null!=t?t:this._value(),this.term=this._value(),t.length<this.options.minLength?this.close(e):this._trigger("search",e)!==!1?this._search(t):void 0},_search:function(t){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:t},this._response())},_response:function(){var t=this,e=++i;return function(n){e===i&&t.__response(n),t.pending--,t.pending||t.element.removeClass("ui-autocomplete-loading")}},__response:function(t){t&&(t=this._normalize(t)),this._trigger("response",null,{content:t}),!this.options.disabled&&t&&t.length&&!this.cancelSearch?(this._suggest(t),this._trigger("open")):this._close()},close:function(t){this.cancelSearch=!0,this._close(t)},_close:function(t){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",t))},_change:function(t){this.previous!==this._value()&&this._trigger("change",t,{item:this.selectedItem})},_normalize:function(e){return e.length&&e[0].label&&e[0].value?e:t.map(e,function(e){return"string"==typeof e?{label:e,value:e}:t.extend({label:e.label||e.value,value:e.value||e.label},e)})},_suggest:function(e){var i=this.menu.element.empty();this._renderMenu(i,e),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(t.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var t=this.menu.element;t.outerWidth(Math.max(t.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(e,i){var n=this;t.each(i,function(t,i){n._renderItemData(e,i)})},_renderItemData:function(t,e){return this._renderItem(t,e).data("ui-autocomplete-item",e)},_renderItem:function(e,i){return t("<li>").append(t("<a>").text(i.label)).appendTo(e)},_move:function(t,e){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(t)||this.menu.isLastItem()&&/^next/.test(t)?(this._value(this.term),void this.menu.blur()):void this.menu[t](e):void this.search(null,e)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(t,e){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(t,e),e.preventDefault())}}),t.extend(t.ui.autocomplete,{escapeRegex:function(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(e,i){var n=new RegExp(t.ui.autocomplete.escapeRegex(i),"i");return t.grep(e,function(t){return n.test(t.label||t.value||t)})}}),t.widget("ui.autocomplete",t.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(t){return t+(t>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var e;this._superApply(arguments),this.options.disabled||this.cancelSearch||(e=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.text(e))}})}(n),function(t,e){var i,n,r,s,o="ui-button ui-widget ui-state-default ui-corner-all",a="ui-state-hover ui-state-active ",l="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",u=function(){var e=t(this);setTimeout(function(){e.find(":ui-button").button("refresh")},1)},h=function(e){var i=e.name,n=e.form,r=t([]);return i&&(i=i.replace(/'/g,"\\'"),r=n?t(n).find("[name='"+i+"']"):t("[name='"+i+"']",e.ownerDocument).filter(function(){return!this.form})),r};t.widget("ui.button",{version:"1.10.3",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,u),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var e=this,a=this.options,l="checkbox"===this.type||"radio"===this.type,c=l?"":"ui-state-active",p="ui-state-focus";null===a.label&&(a.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(o).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){a.disabled||this===i&&t(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){a.disabled||t(this).removeClass(c)}).bind("click"+this.eventNamespace,function(t){a.disabled&&(t.preventDefault(),t.stopImmediatePropagation())}),this.element.bind("focus"+this.eventNamespace,function(){e.buttonElement.addClass(p)}).bind("blur"+this.eventNamespace,function(){e.buttonElement.removeClass(p)}),l&&(this.element.bind("change"+this.eventNamespace,function(){s||e.refresh()}),this.buttonElement.bind("mousedown"+this.eventNamespace,function(t){a.disabled||(s=!1,n=t.pageX,r=t.pageY)}).bind("mouseup"+this.eventNamespace,function(t){a.disabled||(n!==t.pageX||r!==t.pageY)&&(s=!0)})),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return a.disabled||s?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(a.disabled||s)return!1;t(this).addClass("ui-state-active"),e.buttonElement.attr("aria-pressed","true");var i=e.element[0];h(i).not(i).map(function(){return t(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return a.disabled?!1:(t(this).addClass("ui-state-active"),i=this,void e.document.one("mouseup",function(){i=null}))}).bind("mouseup"+this.eventNamespace,function(){return a.disabled?!1:void t(this).removeClass("ui-state-active")}).bind("keydown"+this.eventNamespace,function(e){return a.disabled?!1:void((e.keyCode===t.ui.keyCode.SPACE||e.keyCode===t.ui.keyCode.ENTER)&&t(this).addClass("ui-state-active"))}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){t(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(e){e.keyCode===t.ui.keyCode.SPACE&&t(this).click()})),this._setOption("disabled",a.disabled),this._resetButton()},_determineButtonType:function(){var t,e,i;this.element.is("[type=checkbox]")?this.type="checkbox":this.element.is("[type=radio]")?this.type="radio":this.element.is("input")?this.type="input":this.type="button","checkbox"===this.type||"radio"===this.type?(t=this.element.parents().last(),e="label[for='"+this.element.attr("id")+"']",this.buttonElement=t.find(e),this.buttonElement.length||(t=t.length?t.siblings():this.element.siblings(),this.buttonElement=t.filter(e),this.buttonElement.length||(this.buttonElement=t.find(e))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(o+" "+a+" "+l).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(t,e){return this._super(t,e),"disabled"===t?void(e?this.element.prop("disabled",!0):this.element.prop("disabled",!1)):void this._resetButton()},refresh:function(){var e=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");e!==this.options.disabled&&this._setOption("disabled",e),"radio"===this.type?h(this.element[0]).each(function(){t(this).is(":checked")?t(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):t(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return void(this.options.label&&this.element.val(this.options.label));var e=this.buttonElement.removeClass(l),i=t("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(e.empty()).text(),n=this.options.icons,r=n.primary&&n.secondary,s=[];n.primary||n.secondary?(this.options.text&&s.push("ui-button-text-icon"+(r?"s":n.primary?"-primary":"-secondary")),n.primary&&e.prepend("<span class='ui-button-icon-primary ui-icon "+n.primary+"'></span>"),n.secondary&&e.append("<span class='ui-button-icon-secondary ui-icon "+n.secondary+"'></span>"),this.options.text||(s.push(r?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||e.attr("title",t.trim(i)))):s.push("ui-button-text-only"),e.addClass(s.join(" "))}}),t.widget("ui.buttonset",{version:"1.10.3",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(t,e){"disabled"===t&&this.buttons.button("option",t,e),this._super(t,e)},refresh:function(){var e="rtl"===this.element.css("direction");this.buttons=this.element.find(this.options.items).filter(":ui-button").button("refresh").end().not(":ui-button").button().end().map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(e?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(e?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return t(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}})}(n),function(t,e){function i(){this._curInst=null,this._keyEvent=!1,this._disabledInputs=[],this._datepickerShowing=!1,this._inDialog=!1,this._mainDivId="ui-datepicker-div",this._inlineClass="ui-datepicker-inline",this._appendClass="ui-datepicker-append",this._triggerClass="ui-datepicker-trigger",this._dialogClass="ui-datepicker-dialog",this._disableClass="ui-datepicker-disabled",this._unselectableClass="ui-datepicker-unselectable",this._currentClass="ui-datepicker-current-day",this._dayOverClass="ui-datepicker-days-cell-over",this.regional=[],this.regional[""]={closeText:"Done",prevText:"Prev",nextText:"Next",currentText:"Today",monthNames:["January","February","March","April","May","June","July","August","September","October","November","December"],monthNamesShort:["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"],dayNames:["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],dayNamesShort:["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],dayNamesMin:["Su","Mo","Tu","We","Th","Fr","Sa"],weekHeader:"Wk",dateFormat:"mm/dd/yy",firstDay:0,isRTL:!1,showMonthAfterYear:!1,yearSuffix:""},this._defaults={showOn:"focus",showAnim:"fadeIn",showOptions:{},defaultDate:null,appendText:"",buttonText:"...",buttonImage:"",buttonImageOnly:!1,hideIfNoPrevNext:!1,navigationAsDateFormat:!1,gotoCurrent:!1,changeMonth:!1,changeYear:!1,yearRange:"c-10:c+10",showOtherMonths:!1,selectOtherMonths:!1,showWeek:!1,calculateWeek:this.iso8601Week,shortYearCutoff:"+10",minDate:null,maxDate:null,duration:"fast",beforeShowDay:null,beforeShow:null,onSelect:null,onChangeMonthYear:null,onClose:null,numberOfMonths:1,showCurrentAtPos:0,stepMonths:1,stepBigMonths:12,altField:"",altFormat:"",constrainInput:!0,showButtonPanel:!1,autoSize:!1,disabled:!1},t.extend(this._defaults,this.regional[""]),this.dpDiv=n(t("<div id='"+this._mainDivId+"' class='ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>"))}function n(e){var i="button, .ui-datepicker-prev, .ui-datepicker-next, .ui-datepicker-calendar td a";return e.delegate(i,"mouseout",function(){t(this).removeClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).removeClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).removeClass("ui-datepicker-next-hover")}).delegate(i,"mouseover",function(){t.datepicker._isDisabledDatepicker(s.inline?e.parent()[0]:s.input[0])||(t(this).parents(".ui-datepicker-calendar").find("a").removeClass("ui-state-hover"),t(this).addClass("ui-state-hover"),-1!==this.className.indexOf("ui-datepicker-prev")&&t(this).addClass("ui-datepicker-prev-hover"),-1!==this.className.indexOf("ui-datepicker-next")&&t(this).addClass("ui-datepicker-next-hover"))})}function r(e,i){t.extend(e,i);for(var n in i)null==i[n]&&(e[n]=i[n]);return e}t.extend(t.ui,{datepicker:{version:"1.10.3"}});var s,o="datepicker";t.extend(i.prototype,{markerClassName:"hasDatepicker",maxRows:4,_widgetDatepicker:function(){return this.dpDiv},setDefaults:function(t){return r(this._defaults,t||{}),this},_attachDatepicker:function(e,i){var n,r,s;n=e.nodeName.toLowerCase(),r="div"===n||"span"===n,e.id||(this.uuid+=1,e.id="dp"+this.uuid),s=this._newInst(t(e),r),s.settings=t.extend({},i||{}),"input"===n?this._connectDatepicker(e,s):r&&this._inlineDatepicker(e,s)},_newInst:function(e,i){var r=e[0].id.replace(/([^A-Za-z0-9_\-])/g,"\\\\$1");return{id:r,input:e,selectedDay:0,selectedMonth:0,selectedYear:0,drawMonth:0,drawYear:0,inline:i,dpDiv:i?n(t("<div class='"+this._inlineClass+" ui-datepicker ui-widget ui-widget-content ui-helper-clearfix ui-corner-all'></div>")):this.dpDiv}},_connectDatepicker:function(e,i){var n=t(e);i.append=t([]),i.trigger=t([]),n.hasClass(this.markerClassName)||(this._attachments(n,i),n.addClass(this.markerClassName).keydown(this._doKeyDown).keypress(this._doKeyPress).keyup(this._doKeyUp),this._autoSize(i),t.data(e,o,i),i.settings.disabled&&this._disableDatepicker(e))},_attachments:function(e,i){var n,r,s,o=this._get(i,"appendText"),a=this._get(i,"isRTL");i.append&&i.append.remove(),o&&(i.append=t("<span class='"+this._appendClass+"'>"+o+"</span>"),e[a?"before":"after"](i.append)),e.unbind("focus",this._showDatepicker),i.trigger&&i.trigger.remove(),n=this._get(i,"showOn"),("focus"===n||"both"===n)&&e.focus(this._showDatepicker),("button"===n||"both"===n)&&(r=this._get(i,"buttonText"),s=this._get(i,"buttonImage"),i.trigger=t(this._get(i,"buttonImageOnly")?t("<img/>").addClass(this._triggerClass).attr({src:s,alt:r,title:r}):t("<button type='button'></button>").addClass(this._triggerClass).html(s?t("<img/>").attr({src:s,alt:r,title:r}):r)),e[a?"before":"after"](i.trigger),i.trigger.click(function(){return t.datepicker._datepickerShowing&&t.datepicker._lastInput===e[0]?t.datepicker._hideDatepicker():t.datepicker._datepickerShowing&&t.datepicker._lastInput!==e[0]?(t.datepicker._hideDatepicker(),t.datepicker._showDatepicker(e[0])):t.datepicker._showDatepicker(e[0]),!1}))},_autoSize:function(t){if(this._get(t,"autoSize")&&!t.inline){var e,i,n,r,s=new Date(2009,11,20),o=this._get(t,"dateFormat");o.match(/[DM]/)&&(e=function(t){for(i=0,n=0,r=0;r<t.length;r++)t[r].length>i&&(i=t[r].length,n=r);return n},s.setMonth(e(this._get(t,o.match(/MM/)?"monthNames":"monthNamesShort"))),s.setDate(e(this._get(t,o.match(/DD/)?"dayNames":"dayNamesShort"))+20-s.getDay())),t.input.attr("size",this._formatDate(t,s).length)}},_inlineDatepicker:function(e,i){var n=t(e);n.hasClass(this.markerClassName)||(n.addClass(this.markerClassName).append(i.dpDiv),t.data(e,o,i),this._setDate(i,this._getDefaultDate(i),!0),this._updateDatepicker(i),this._updateAlternate(i),i.settings.disabled&&this._disableDatepicker(e),i.dpDiv.css("display","block"))},_dialogDatepicker:function(e,i,n,s,a){var l,u,h,c,p,d=this._dialogInst;return d||(this.uuid+=1,l="dp"+this.uuid,this._dialogInput=t("<input type='text' id='"+l+"' style='position: absolute; top: -100px; width: 0px;'/>"),this._dialogInput.keydown(this._doKeyDown),t("body").append(this._dialogInput),d=this._dialogInst=this._newInst(this._dialogInput,!1),d.settings={},t.data(this._dialogInput[0],o,d)),r(d.settings,s||{}),i=i&&i.constructor===Date?this._formatDate(d,i):i,this._dialogInput.val(i),this._pos=a?a.length?a:[a.pageX,a.pageY]:null,this._pos||(u=document.documentElement.clientWidth,h=document.documentElement.clientHeight,c=document.documentElement.scrollLeft||document.body.scrollLeft,p=document.documentElement.scrollTop||document.body.scrollTop,this._pos=[u/2-100+c,h/2-150+p]),this._dialogInput.css("left",this._pos[0]+20+"px").css("top",this._pos[1]+"px"),d.settings.onSelect=n,this._inDialog=!0,this.dpDiv.addClass(this._dialogClass),this._showDatepicker(this._dialogInput[0]),t.blockUI&&t.blockUI(this.dpDiv),t.data(this._dialogInput[0],o,d),this},_destroyDatepicker:function(e){var i,n=t(e),r=t.data(e,o);n.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),t.removeData(e,o),"input"===i?(r.append.remove(),r.trigger.remove(),n.removeClass(this.markerClassName).unbind("focus",this._showDatepicker).unbind("keydown",this._doKeyDown).unbind("keypress",this._doKeyPress).unbind("keyup",this._doKeyUp)):("div"===i||"span"===i)&&n.removeClass(this.markerClassName).empty())},_enableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!1,s.trigger.filter("button").each(function(){this.disabled=!1}).end().filter("img").css({opacity:"1.0",cursor:""})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().removeClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!1)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}))},_disableDatepicker:function(e){var i,n,r=t(e),s=t.data(e,o);r.hasClass(this.markerClassName)&&(i=e.nodeName.toLowerCase(),"input"===i?(e.disabled=!0,s.trigger.filter("button").each(function(){this.disabled=!0}).end().filter("img").css({opacity:"0.5",cursor:"default"})):("div"===i||"span"===i)&&(n=r.children("."+this._inlineClass),n.children().addClass("ui-state-disabled"),n.find("select.ui-datepicker-month, select.ui-datepicker-year").prop("disabled",!0)),this._disabledInputs=t.map(this._disabledInputs,function(t){return t===e?null:t}),this._disabledInputs[this._disabledInputs.length]=e)},_isDisabledDatepicker:function(t){if(!t)return!1;for(var e=0;e<this._disabledInputs.length;e++)if(this._disabledInputs[e]===t)return!0;return!1},_getInst:function(e){try{return t.data(e,o)}catch(i){throw"Missing instance data for this datepicker"}},_optionDatepicker:function(i,n,s){var o,a,l,u,h=this._getInst(i);return 2===arguments.length&&"string"==typeof n?"defaults"===n?t.extend({},t.datepicker._defaults):h?"all"===n?t.extend({},h.settings):this._get(h,n):null:(o=n||{},"string"==typeof n&&(o={},o[n]=s),void(h&&(this._curInst===h&&this._hideDatepicker(),a=this._getDateDatepicker(i,!0),l=this._getMinMaxDate(h,"min"),u=this._getMinMaxDate(h,"max"),r(h.settings,o),null!==l&&o.dateFormat!==e&&o.minDate===e&&(h.settings.minDate=this._formatDate(h,l)),null!==u&&o.dateFormat!==e&&o.maxDate===e&&(h.settings.maxDate=this._formatDate(h,u)),"disabled"in o&&(o.disabled?this._disableDatepicker(i):this._enableDatepicker(i)),this._attachments(t(i),h),this._autoSize(h),this._setDate(h,a),this._updateAlternate(h),this._updateDatepicker(h))))},_changeDatepicker:function(t,e,i){this._optionDatepicker(t,e,i)},_refreshDatepicker:function(t){var e=this._getInst(t);e&&this._updateDatepicker(e)},_setDateDatepicker:function(t,e){var i=this._getInst(t);i&&(this._setDate(i,e),this._updateDatepicker(i),this._updateAlternate(i))},_getDateDatepicker:function(t,e){var i=this._getInst(t);return i&&!i.inline&&this._setDateFromField(i,e),i?this._getDate(i):null},_doKeyDown:function(e){var i,n,r,s=t.datepicker._getInst(e.target),o=!0,a=s.dpDiv.is(".ui-datepicker-rtl");if(s._keyEvent=!0,t.datepicker._datepickerShowing)switch(e.keyCode){case 9:t.datepicker._hideDatepicker(),o=!1;break;case 13:return r=t("td."+t.datepicker._dayOverClass+":not(."+t.datepicker._currentClass+")",s.dpDiv),r[0]&&t.datepicker._selectDay(e.target,s.selectedMonth,s.selectedYear,r[0]),i=t.datepicker._get(s,"onSelect"),i?(n=t.datepicker._formatDate(s),i.apply(s.input?s.input[0]:null,[n,s])):t.datepicker._hideDatepicker(),!1;case 27:t.datepicker._hideDatepicker();break;case 33:t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 34:t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 35:(e.ctrlKey||e.metaKey)&&t.datepicker._clearDate(e.target),o=e.ctrlKey||e.metaKey;break;case 36:(e.ctrlKey||e.metaKey)&&t.datepicker._gotoToday(e.target),o=e.ctrlKey||e.metaKey;break;case 37:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?1:-1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?-t.datepicker._get(s,"stepBigMonths"):-t.datepicker._get(s,"stepMonths"),"M");break;case 38:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,-7,"D"),o=e.ctrlKey||e.metaKey;break;case 39:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,a?-1:1,"D"),o=e.ctrlKey||e.metaKey,e.originalEvent.altKey&&t.datepicker._adjustDate(e.target,e.ctrlKey?+t.datepicker._get(s,"stepBigMonths"):+t.datepicker._get(s,"stepMonths"),"M");break;case 40:(e.ctrlKey||e.metaKey)&&t.datepicker._adjustDate(e.target,7,"D"),o=e.ctrlKey||e.metaKey;break;default:o=!1}else 36===e.keyCode&&e.ctrlKey?t.datepicker._showDatepicker(this):o=!1;o&&(e.preventDefault(),e.stopPropagation())},_doKeyPress:function(e){var i,n,r=t.datepicker._getInst(e.target);return t.datepicker._get(r,"constrainInput")?(i=t.datepicker._possibleChars(t.datepicker._get(r,"dateFormat")),n=String.fromCharCode(null==e.charCode?e.keyCode:e.charCode),e.ctrlKey||e.metaKey||" ">n||!i||i.indexOf(n)>-1):void 0},_doKeyUp:function(e){var i,n=t.datepicker._getInst(e.target);if(n.input.val()!==n.lastVal)try{i=t.datepicker.parseDate(t.datepicker._get(n,"dateFormat"),n.input?n.input.val():null,t.datepicker._getFormatConfig(n)),i&&(t.datepicker._setDateFromField(n),t.datepicker._updateAlternate(n),t.datepicker._updateDatepicker(n))}catch(r){}return!0},_showDatepicker:function(e){if(e=e.target||e,"input"!==e.nodeName.toLowerCase()&&(e=t("input",e.parentNode)[0]),!t.datepicker._isDisabledDatepicker(e)&&t.datepicker._lastInput!==e){var i,n,s,o,a,l,u;i=t.datepicker._getInst(e),t.datepicker._curInst&&t.datepicker._curInst!==i&&(t.datepicker._curInst.dpDiv.stop(!0,!0),i&&t.datepicker._datepickerShowing&&t.datepicker._hideDatepicker(t.datepicker._curInst.input[0])),n=t.datepicker._get(i,"beforeShow"),s=n?n.apply(e,[e,i]):{},s!==!1&&(r(i.settings,s),i.lastVal=null,
+        t.datepicker._lastInput=e,t.datepicker._setDateFromField(i),t.datepicker._inDialog&&(e.value=""),t.datepicker._pos||(t.datepicker._pos=t.datepicker._findPos(e),t.datepicker._pos[1]+=e.offsetHeight),o=!1,t(e).parents().each(function(){return o|="fixed"===t(this).css("position"),!o}),a={left:t.datepicker._pos[0],top:t.datepicker._pos[1]},t.datepicker._pos=null,i.dpDiv.empty(),i.dpDiv.css({position:"absolute",display:"block",top:"-1000px"}),t.datepicker._updateDatepicker(i),a=t.datepicker._checkOffset(i,a,o),i.dpDiv.css({position:t.datepicker._inDialog&&t.blockUI?"static":o?"fixed":"absolute",display:"none",left:a.left+"px",top:a.top+"px"}),i.inline||(l=t.datepicker._get(i,"showAnim"),u=t.datepicker._get(i,"duration"),i.dpDiv.zIndex(t(e).zIndex()+1),t.datepicker._datepickerShowing=!0,t.effects&&t.effects.effect[l]?i.dpDiv.show(l,t.datepicker._get(i,"showOptions"),u):i.dpDiv[l||"show"](l?u:null),t.datepicker._shouldFocusInput(i)&&i.input.focus(),t.datepicker._curInst=i))}},_updateDatepicker:function(e){this.maxRows=4,s=e,e.dpDiv.empty().append(this._generateHTML(e)),this._attachHandlers(e),e.dpDiv.find("."+this._dayOverClass+" a").mouseover();var i,n=this._getNumberOfMonths(e),r=n[1],o=17;e.dpDiv.removeClass("ui-datepicker-multi-2 ui-datepicker-multi-3 ui-datepicker-multi-4").width(""),r>1&&e.dpDiv.addClass("ui-datepicker-multi-"+r).css("width",o*r+"em"),e.dpDiv[(1!==n[0]||1!==n[1]?"add":"remove")+"Class"]("ui-datepicker-multi"),e.dpDiv[(this._get(e,"isRTL")?"add":"remove")+"Class"]("ui-datepicker-rtl"),e===t.datepicker._curInst&&t.datepicker._datepickerShowing&&t.datepicker._shouldFocusInput(e)&&e.input.focus(),e.yearshtml&&(i=e.yearshtml,setTimeout(function(){i===e.yearshtml&&e.yearshtml&&e.dpDiv.find("select.ui-datepicker-year:first").replaceWith(e.yearshtml),i=e.yearshtml=null},0))},_shouldFocusInput:function(t){return t.input&&t.input.is(":visible")&&!t.input.is(":disabled")&&!t.input.is(":focus")},_checkOffset:function(e,i,n){var r=e.dpDiv.outerWidth(),s=e.dpDiv.outerHeight(),o=e.input?e.input.outerWidth():0,a=e.input?e.input.outerHeight():0,l=document.documentElement.clientWidth+(n?0:t(document).scrollLeft()),u=document.documentElement.clientHeight+(n?0:t(document).scrollTop());return i.left-=this._get(e,"isRTL")?r-o:0,i.left-=n&&i.left===e.input.offset().left?t(document).scrollLeft():0,i.top-=n&&i.top===e.input.offset().top+a?t(document).scrollTop():0,i.left-=Math.min(i.left,i.left+r>l&&l>r?Math.abs(i.left+r-l):0),i.top-=Math.min(i.top,i.top+s>u&&u>s?Math.abs(s+a):0),i},_findPos:function(e){for(var i,n=this._getInst(e),r=this._get(n,"isRTL");e&&("hidden"===e.type||1!==e.nodeType||t.expr.filters.hidden(e));)e=e[r?"previousSibling":"nextSibling"];return i=t(e).offset(),[i.left,i.top]},_hideDatepicker:function(e){var i,n,r,s,a=this._curInst;!a||e&&a!==t.data(e,o)||this._datepickerShowing&&(i=this._get(a,"showAnim"),n=this._get(a,"duration"),r=function(){t.datepicker._tidyDialog(a)},t.effects&&(t.effects.effect[i]||t.effects[i])?a.dpDiv.hide(i,t.datepicker._get(a,"showOptions"),n,r):a.dpDiv["slideDown"===i?"slideUp":"fadeIn"===i?"fadeOut":"hide"](i?n:null,r),i||r(),this._datepickerShowing=!1,s=this._get(a,"onClose"),s&&s.apply(a.input?a.input[0]:null,[a.input?a.input.val():"",a]),this._lastInput=null,this._inDialog&&(this._dialogInput.css({position:"absolute",left:"0",top:"-100px"}),t.blockUI&&(t.unblockUI(),t("body").append(this.dpDiv))),this._inDialog=!1)},_tidyDialog:function(t){t.dpDiv.removeClass(this._dialogClass).unbind(".ui-datepicker-calendar")},_checkExternalClick:function(e){if(t.datepicker._curInst){var i=t(e.target),n=t.datepicker._getInst(i[0]);(i[0].id!==t.datepicker._mainDivId&&0===i.parents("#"+t.datepicker._mainDivId).length&&!i.hasClass(t.datepicker.markerClassName)&&!i.closest("."+t.datepicker._triggerClass).length&&t.datepicker._datepickerShowing&&(!t.datepicker._inDialog||!t.blockUI)||i.hasClass(t.datepicker.markerClassName)&&t.datepicker._curInst!==n)&&t.datepicker._hideDatepicker()}},_adjustDate:function(e,i,n){var r=t(e),s=this._getInst(r[0]);this._isDisabledDatepicker(r[0])||(this._adjustInstDate(s,i+("M"===n?this._get(s,"showCurrentAtPos"):0),n),this._updateDatepicker(s))},_gotoToday:function(e){var i,n=t(e),r=this._getInst(n[0]);this._get(r,"gotoCurrent")&&r.currentDay?(r.selectedDay=r.currentDay,r.drawMonth=r.selectedMonth=r.currentMonth,r.drawYear=r.selectedYear=r.currentYear):(i=new Date,r.selectedDay=i.getDate(),r.drawMonth=r.selectedMonth=i.getMonth(),r.drawYear=r.selectedYear=i.getFullYear()),this._notifyChange(r),this._adjustDate(n)},_selectMonthYear:function(e,i,n){var r=t(e),s=this._getInst(r[0]);s["selected"+("M"===n?"Month":"Year")]=s["draw"+("M"===n?"Month":"Year")]=parseInt(i.options[i.selectedIndex].value,10),this._notifyChange(s),this._adjustDate(r)},_selectDay:function(e,i,n,r){var s,o=t(e);t(r).hasClass(this._unselectableClass)||this._isDisabledDatepicker(o[0])||(s=this._getInst(o[0]),s.selectedDay=s.currentDay=t("a",r).html(),s.selectedMonth=s.currentMonth=i,s.selectedYear=s.currentYear=n,this._selectDate(e,this._formatDate(s,s.currentDay,s.currentMonth,s.currentYear)))},_clearDate:function(e){var i=t(e);this._selectDate(i,"")},_selectDate:function(e,i){var n,r=t(e),s=this._getInst(r[0]);i=null!=i?i:this._formatDate(s),s.input&&s.input.val(i),this._updateAlternate(s),n=this._get(s,"onSelect"),n?n.apply(s.input?s.input[0]:null,[i,s]):s.input&&s.input.trigger("change"),s.inline?this._updateDatepicker(s):(this._hideDatepicker(),this._lastInput=s.input[0],"object"!=typeof s.input[0]&&s.input.focus(),this._lastInput=null)},_updateAlternate:function(e){var i,n,r,s=this._get(e,"altField");s&&(i=this._get(e,"altFormat")||this._get(e,"dateFormat"),n=this._getDate(e),r=this.formatDate(i,n,this._getFormatConfig(e)),t(s).each(function(){t(this).val(r)}))},noWeekends:function(t){var e=t.getDay();return[e>0&&6>e,""]},iso8601Week:function(t){var e,i=new Date(t.getTime());return i.setDate(i.getDate()+4-(i.getDay()||7)),e=i.getTime(),i.setMonth(0),i.setDate(1),Math.floor(Math.round((e-i)/864e5)/7)+1},parseDate:function(e,i,n){if(null==e||null==i)throw"Invalid arguments";if(i="object"==typeof i?i.toString():i+"",""===i)return null;var r,s,o,a,l=0,u=(n?n.shortYearCutoff:null)||this._defaults.shortYearCutoff,h="string"!=typeof u?u:(new Date).getFullYear()%100+parseInt(u,10),c=(n?n.dayNamesShort:null)||this._defaults.dayNamesShort,p=(n?n.dayNames:null)||this._defaults.dayNames,d=(n?n.monthNamesShort:null)||this._defaults.monthNamesShort,f=(n?n.monthNames:null)||this._defaults.monthNames,g=-1,m=-1,_=-1,v=-1,y=!1,b=function(t){var i=r+1<e.length&&e.charAt(r+1)===t;return i&&r++,i},w=function(t){var e=b(t),n="@"===t?14:"!"===t?20:"y"===t&&e?4:"o"===t?3:2,r=new RegExp("^\\d{1,"+n+"}"),s=i.substring(l).match(r);if(!s)throw"Missing number at position "+l;return l+=s[0].length,parseInt(s[0],10)},x=function(e,n,r){var s=-1,o=t.map(b(e)?r:n,function(t,e){return[[e,t]]}).sort(function(t,e){return-(t[1].length-e[1].length)});if(t.each(o,function(t,e){var n=e[1];return i.substr(l,n.length).toLowerCase()===n.toLowerCase()?(s=e[0],l+=n.length,!1):void 0}),-1!==s)return s+1;throw"Unknown name at position "+l},k=function(){if(i.charAt(l)!==e.charAt(r))throw"Unexpected literal at position "+l;l++};for(r=0;r<e.length;r++)if(y)"'"!==e.charAt(r)||b("'")?k():y=!1;else switch(e.charAt(r)){case"d":_=w("d");break;case"D":x("D",c,p);break;case"o":v=w("o");break;case"m":m=w("m");break;case"M":m=x("M",d,f);break;case"y":g=w("y");break;case"@":a=new Date(w("@")),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"!":a=new Date((w("!")-this._ticksTo1970)/1e4),g=a.getFullYear(),m=a.getMonth()+1,_=a.getDate();break;case"'":b("'")?k():y=!0;break;default:k()}if(l<i.length&&(o=i.substr(l),!/^\s+/.test(o)))throw"Extra/unparsed characters found in date: "+o;if(-1===g?g=(new Date).getFullYear():100>g&&(g+=(new Date).getFullYear()-(new Date).getFullYear()%100+(h>=g?0:-100)),v>-1)for(m=1,_=v;;){if(s=this._getDaysInMonth(g,m-1),s>=_)break;m++,_-=s}if(a=this._daylightSavingAdjust(new Date(g,m-1,_)),a.getFullYear()!==g||a.getMonth()+1!==m||a.getDate()!==_)throw"Invalid date";return a},ATOM:"yy-mm-dd",COOKIE:"D, dd M yy",ISO_8601:"yy-mm-dd",RFC_822:"D, d M y",RFC_850:"DD, dd-M-y",RFC_1036:"D, d M y",RFC_1123:"D, d M yy",RFC_2822:"D, d M yy",RSS:"D, d M y",TICKS:"!",TIMESTAMP:"@",W3C:"yy-mm-dd",_ticksTo1970:24*(718685+Math.floor(492.5)-Math.floor(19.7)+Math.floor(4.925))*60*60*1e7,formatDate:function(t,e,i){if(!e)return"";var n,r=(i?i.dayNamesShort:null)||this._defaults.dayNamesShort,s=(i?i.dayNames:null)||this._defaults.dayNames,o=(i?i.monthNamesShort:null)||this._defaults.monthNamesShort,a=(i?i.monthNames:null)||this._defaults.monthNames,l=function(e){var i=n+1<t.length&&t.charAt(n+1)===e;return i&&n++,i},u=function(t,e,i){var n=""+e;if(l(t))for(;n.length<i;)n="0"+n;return n},h=function(t,e,i,n){return l(t)?n[e]:i[e]},c="",p=!1;if(e)for(n=0;n<t.length;n++)if(p)"'"!==t.charAt(n)||l("'")?c+=t.charAt(n):p=!1;else switch(t.charAt(n)){case"d":c+=u("d",e.getDate(),2);break;case"D":c+=h("D",e.getDay(),r,s);break;case"o":c+=u("o",Math.round((new Date(e.getFullYear(),e.getMonth(),e.getDate()).getTime()-new Date(e.getFullYear(),0,0).getTime())/864e5),3);break;case"m":c+=u("m",e.getMonth()+1,2);break;case"M":c+=h("M",e.getMonth(),o,a);break;case"y":c+=l("y")?e.getFullYear():(e.getYear()%100<10?"0":"")+e.getYear()%100;break;case"@":c+=e.getTime();break;case"!":c+=1e4*e.getTime()+this._ticksTo1970;break;case"'":l("'")?c+="'":p=!0;break;default:c+=t.charAt(n)}return c},_possibleChars:function(t){var e,i="",n=!1,r=function(i){var n=e+1<t.length&&t.charAt(e+1)===i;return n&&e++,n};for(e=0;e<t.length;e++)if(n)"'"!==t.charAt(e)||r("'")?i+=t.charAt(e):n=!1;else switch(t.charAt(e)){case"d":case"m":case"y":case"@":i+="0123456789";break;case"D":case"M":return null;case"'":r("'")?i+="'":n=!0;break;default:i+=t.charAt(e)}return i},_get:function(t,i){return t.settings[i]!==e?t.settings[i]:this._defaults[i]},_setDateFromField:function(t,e){if(t.input.val()!==t.lastVal){var i=this._get(t,"dateFormat"),n=t.lastVal=t.input?t.input.val():null,r=this._getDefaultDate(t),s=r,o=this._getFormatConfig(t);try{s=this.parseDate(i,n,o)||r}catch(a){n=e?"":n}t.selectedDay=s.getDate(),t.drawMonth=t.selectedMonth=s.getMonth(),t.drawYear=t.selectedYear=s.getFullYear(),t.currentDay=n?s.getDate():0,t.currentMonth=n?s.getMonth():0,t.currentYear=n?s.getFullYear():0,this._adjustInstDate(t)}},_getDefaultDate:function(t){return this._restrictMinMax(t,this._determineDate(t,this._get(t,"defaultDate"),new Date))},_determineDate:function(e,i,n){var r=function(t){var e=new Date;return e.setDate(e.getDate()+t),e},s=function(i){try{return t.datepicker.parseDate(t.datepicker._get(e,"dateFormat"),i,t.datepicker._getFormatConfig(e))}catch(n){}for(var r=(i.toLowerCase().match(/^c/)?t.datepicker._getDate(e):null)||new Date,s=r.getFullYear(),o=r.getMonth(),a=r.getDate(),l=/([+\-]?[0-9]+)\s*(d|D|w|W|m|M|y|Y)?/g,u=l.exec(i);u;){switch(u[2]||"d"){case"d":case"D":a+=parseInt(u[1],10);break;case"w":case"W":a+=7*parseInt(u[1],10);break;case"m":case"M":o+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o));break;case"y":case"Y":s+=parseInt(u[1],10),a=Math.min(a,t.datepicker._getDaysInMonth(s,o))}u=l.exec(i)}return new Date(s,o,a)},o=null==i||""===i?n:"string"==typeof i?s(i):"number"==typeof i?isNaN(i)?n:r(i):new Date(i.getTime());return o=o&&"Invalid Date"===o.toString()?n:o,o&&(o.setHours(0),o.setMinutes(0),o.setSeconds(0),o.setMilliseconds(0)),this._daylightSavingAdjust(o)},_daylightSavingAdjust:function(t){return t?(t.setHours(t.getHours()>12?t.getHours()+2:0),t):null},_setDate:function(t,e,i){var n=!e,r=t.selectedMonth,s=t.selectedYear,o=this._restrictMinMax(t,this._determineDate(t,e,new Date));t.selectedDay=t.currentDay=o.getDate(),t.drawMonth=t.selectedMonth=t.currentMonth=o.getMonth(),t.drawYear=t.selectedYear=t.currentYear=o.getFullYear(),r===t.selectedMonth&&s===t.selectedYear||i||this._notifyChange(t),this._adjustInstDate(t),t.input&&t.input.val(n?"":this._formatDate(t))},_getDate:function(t){var e=!t.currentYear||t.input&&""===t.input.val()?null:this._daylightSavingAdjust(new Date(t.currentYear,t.currentMonth,t.currentDay));return e},_attachHandlers:function(e){var i=this._get(e,"stepMonths"),n="#"+e.id.replace(/\\\\/g,"\\");e.dpDiv.find("[data-handler]").map(function(){var e={prev:function(){t.datepicker._adjustDate(n,-i,"M")},next:function(){t.datepicker._adjustDate(n,+i,"M")},hide:function(){t.datepicker._hideDatepicker()},today:function(){t.datepicker._gotoToday(n)},selectDay:function(){return t.datepicker._selectDay(n,+this.getAttribute("data-month"),+this.getAttribute("data-year"),this),!1},selectMonth:function(){return t.datepicker._selectMonthYear(n,this,"M"),!1},selectYear:function(){return t.datepicker._selectMonthYear(n,this,"Y"),!1}};t(this).bind(this.getAttribute("data-event"),e[this.getAttribute("data-handler")])})},_generateHTML:function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L,H=new Date,B=this._daylightSavingAdjust(new Date(H.getFullYear(),H.getMonth(),H.getDate())),W=this._get(t,"isRTL"),q=this._get(t,"showButtonPanel"),Y=this._get(t,"hideIfNoPrevNext"),V=this._get(t,"navigationAsDateFormat"),$=this._getNumberOfMonths(t),U=this._get(t,"showCurrentAtPos"),G=this._get(t,"stepMonths"),X=1!==$[0]||1!==$[1],Z=this._daylightSavingAdjust(t.currentDay?new Date(t.currentYear,t.currentMonth,t.currentDay):new Date(9999,9,9)),J=this._getMinMaxDate(t,"min"),Q=this._getMinMaxDate(t,"max"),K=t.drawMonth-U,tt=t.drawYear;if(0>K&&(K+=12,tt--),Q)for(e=this._daylightSavingAdjust(new Date(Q.getFullYear(),Q.getMonth()-$[0]*$[1]+1,Q.getDate())),e=J&&J>e?J:e;this._daylightSavingAdjust(new Date(tt,K,1))>e;)K--,0>K&&(K=11,tt--);for(t.drawMonth=K,t.drawYear=tt,i=this._get(t,"prevText"),i=V?this.formatDate(i,this._daylightSavingAdjust(new Date(tt,K-G,1)),this._getFormatConfig(t)):i,n=this._canAdjustMonth(t,-1,tt,K)?"<a class='ui-datepicker-prev ui-corner-all' data-handler='prev' data-event='click' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>":Y?"":"<a class='ui-datepicker-prev ui-corner-all ui-state-disabled' title='"+i+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"e":"w")+"'>"+i+"</span></a>",r=this._get(t,"nextText"),r=V?this.formatDate(r,this._daylightSavingAdjust(new Date(tt,K+G,1)),this._getFormatConfig(t)):r,s=this._canAdjustMonth(t,1,tt,K)?"<a class='ui-datepicker-next ui-corner-all' data-handler='next' data-event='click' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>":Y?"":"<a class='ui-datepicker-next ui-corner-all ui-state-disabled' title='"+r+"'><span class='ui-icon ui-icon-circle-triangle-"+(W?"w":"e")+"'>"+r+"</span></a>",o=this._get(t,"currentText"),a=this._get(t,"gotoCurrent")&&t.currentDay?Z:B,o=V?this.formatDate(o,a,this._getFormatConfig(t)):o,l=t.inline?"":"<button type='button' class='ui-datepicker-close ui-state-default ui-priority-primary ui-corner-all' data-handler='hide' data-event='click'>"+this._get(t,"closeText")+"</button>",u=q?"<div class='ui-datepicker-buttonpane ui-widget-content'>"+(W?l:"")+(this._isInRange(t,a)?"<button type='button' class='ui-datepicker-current ui-state-default ui-priority-secondary ui-corner-all' data-handler='today' data-event='click'>"+o+"</button>":"")+(W?"":l)+"</div>":"",h=parseInt(this._get(t,"firstDay"),10),h=isNaN(h)?0:h,c=this._get(t,"showWeek"),p=this._get(t,"dayNames"),d=this._get(t,"dayNamesMin"),f=this._get(t,"monthNames"),g=this._get(t,"monthNamesShort"),m=this._get(t,"beforeShowDay"),_=this._get(t,"showOtherMonths"),v=this._get(t,"selectOtherMonths"),y=this._getDefaultDate(t),b="",x=0;x<$[0];x++){for(k="",this.maxRows=4,M=0;M<$[1];M++){if(C=this._daylightSavingAdjust(new Date(tt,K,t.selectedDay)),D=" ui-corner-all",T="",X){if(T+="<div class='ui-datepicker-group",$[1]>1)switch(M){case 0:T+=" ui-datepicker-group-first",D=" ui-corner-"+(W?"right":"left");break;case $[1]-1:T+=" ui-datepicker-group-last",D=" ui-corner-"+(W?"left":"right");break;default:T+=" ui-datepicker-group-middle",D=""}T+="'>"}for(T+="<div class='ui-datepicker-header ui-widget-header ui-helper-clearfix"+D+"'>"+(/all|left/.test(D)&&0===x?W?s:n:"")+(/all|right/.test(D)&&0===x?W?n:s:"")+this._generateMonthYearHeader(t,K,tt,J,Q,x>0||M>0,f,g)+"</div><table class='ui-datepicker-calendar'><thead><tr>",S=c?"<th class='ui-datepicker-week-col'>"+this._get(t,"weekHeader")+"</th>":"",w=0;7>w;w++)A=(w+h)%7,S+="<th"+((w+h+6)%7>=5?" class='ui-datepicker-week-end'":"")+"><span title='"+p[A]+"'>"+d[A]+"</span></th>";for(T+=S+"</tr></thead><tbody>",P=this._getDaysInMonth(tt,K),tt===t.selectedYear&&K===t.selectedMonth&&(t.selectedDay=Math.min(t.selectedDay,P)),E=(this._getFirstDayOfMonth(tt,K)-h+7)%7,I=Math.ceil((E+P)/7),N=X&&this.maxRows>I?this.maxRows:I,this.maxRows=N,R=this._daylightSavingAdjust(new Date(tt,K,1-E)),z=0;N>z;z++){for(T+="<tr>",j=c?"<td class='ui-datepicker-week-col'>"+this._get(t,"calculateWeek")(R)+"</td>":"",w=0;7>w;w++)O=m?m.apply(t.input?t.input[0]:null,[R]):[!0,""],F=R.getMonth()!==K,L=F&&!v||!O[0]||J&&J>R||Q&&R>Q,j+="<td class='"+((w+h+6)%7>=5?" ui-datepicker-week-end":"")+(F?" ui-datepicker-other-month":"")+(R.getTime()===C.getTime()&&K===t.selectedMonth&&t._keyEvent||y.getTime()===R.getTime()&&y.getTime()===C.getTime()?" 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i=e.isWindow?"":e.element.css("overflow-x"),n=e.isWindow?"":e.element.css("overflow-y"),r="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,s="scroll"===n||"auto"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]);return{element:i,isWindow:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||"flip").split(" "),k={};return v=r(y),y[0].preventDefault&&(e.at="left top"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each(["my","at"],function(){var t,i,n=(e[this]||"").split(" 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r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,"marginLeft"),v=n(this,"marginTop"),M=c+f+n(this,"marginRight")+w.width,C=p+v+n(this,"marginBottom")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());"right"===e.my[0]?D.left-=c:"center"===e.my[0]&&(D.left-=c/2),"bottom"===e.my[1]?D.top-=p:"center"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each(["left","top"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?"left":i>0?"right":"center",vertical:0>s?"top":r>0?"bottom":"middle"};c>d&&a(i+n)<d&&(l.horizontal="center"),p>g&&a(r+s)<g&&(l.vertical="middle"),o(a(i),a(n))>o(a(r),a(s))?l.important="horizontal":l.important="vertical",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,d="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p="top"===e.my[1],d=p?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName("body")[0],a=document.createElement("div");e=document.createElement(o?"div":"body"),n={visibility:"hidden",width:0,height:0,border:0,margin:0,background:"none"},o&&t.extend(n,{position:"absolute",left:"-1000px",top:"-1000px"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText="position: absolute; left: 10.7432222px;",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML="",i.removeChild(e)}()}(n),function(t,e){t.widget("ui.progressbar",{version:"1.10.3",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").attr({role:"progressbar","aria-valuemin":this.min}),this.valueDiv=t("<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.valueDiv.remove()},value:function(t){return t===e?this.options.value:(this.options.value=this._constrainedValue(t),void this._refreshValue())},_constrainedValue:function(t){return t===e&&(t=this.options.value),this.indeterminate=t===!1,"number"!=typeof t&&(t=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,t))},_setOptions:function(t){var e=t.value;delete t.value,this._super(t),this.options.value=this._constrainedValue(e),this._refreshValue()},_setOption:function(t,e){"max"===t&&(e=Math.max(this.min,e)),this._super(t,e)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var e=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||e>this.min).toggleClass("ui-corner-right",e===this.options.max).width(i.toFixed(0)+"%"),this.element.toggleClass("ui-progressbar-indeterminate",this.indeterminate),this.indeterminate?(this.element.removeAttr("aria-valuenow"),this.overlayDiv||(this.overlayDiv=t("<div class='ui-progressbar-overlay'></div>").appendTo(this.valueDiv))):(this.element.attr({"aria-valuemax":this.options.max,"aria-valuenow":e}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==e&&(this.oldValue=e,this._trigger("change")),e===this.options.max&&this._trigger("complete")}})}(n),function(t,e){var i=5;t.widget("ui.slider",t.ui.mouse,{version:"1.10.3",widgetEventPrefix:"slide",options:{animate:!1,distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this.element.addClass("ui-slider ui-slider-"+this.orientation+" ui-widget ui-widget-content ui-corner-all"),this._refresh(),this._setOption("disabled",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var e,i,n=this.options,r=this.element.find(".ui-slider-handle").addClass("ui-state-default ui-corner-all"),s="<a class='ui-slider-handle ui-state-default ui-corner-all' href='#'></a>",o=[];for(i=n.values&&n.values.length||1,
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t=this.handles.add(this.range).filter("a");this._off(t),this._on(t,this._handleEvents),this._hoverable(t),this._focusable(t)},_destroy:function(){this.handles.remove(),this.range.remove(),this.element.removeClass("ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all"),this._mouseDestroy()},_mouseCapture:function(e){var i,n,r,s,o,a,l,u,h=this,c=this.options;return c.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:e.pageX,y:e.pageY},n=this._normValueFromMouse(i),r=this._valueMax()-this._valueMin()+1,this.handles.each(function(e){var i=Math.abs(n-h.values(e));(r>i||r===i&&(e===h._lastChangedValue||h.values(e)===c.min))&&(r=i,s=t(this),o=e)}),a=this._start(e,o),a===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,s.addClass("ui-state-active").focus(),l=s.offset(),u=!t(e.target).parents().addBack().is(".ui-slider-handle"),this._clickOffset=u?{left:0,top:0}:{left:e.pageX-l.left-s.width()/2,top:e.pageY-l.top-s.height()/2-(parseInt(s.css("borderTopWidth"),10)||0)-(parseInt(s.css("borderBottomWidth"),10)||0)+(parseInt(s.css("marginTop"),10)||0)},this.handles.hasClass("ui-state-hover")||this._slide(e,o,n),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(t){var e={x:t.pageX,y:t.pageY},i=this._normValueFromMouse(e);return this._slide(t,this._handleIndex,i),!1},_mouseStop:function(t){return this.handles.removeClass("ui-state-active"),this._mouseSliding=!1,this._stop(t,this._handleIndex),this._change(t,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation="vertical"===this.options.orientation?"vertical":"horizontal"},_normValueFromMouse:function(t){var e,i,n,r,s;return"horizontal"===this.orientation?(e=this.elementSize.width,i=t.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(e=this.elementSize.height,i=t.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),n=i/e,n>1&&(n=1),0>n&&(n=0),"vertical"===this.orientation&&(n=1-n),r=this._valueMax()-this._valueMin(),s=this._valueMin()+n*r,this._trimAlignValue(s)},_start:function(t,e){var i={handle:this.handles[e],value:this.value()};return this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger("start",t,i)},_slide:function(t,e,i){var n,r,s;this.options.values&&this.options.values.length?(n=this.values(e?0:1),2===this.options.values.length&&this.options.range===!0&&(0===e&&i>n||1===e&&n>i)&&(i=n),i!==this.values(e)&&(r=this.values(),r[e]=i,s=this._trigger("slide",t,{handle:this.handles[e],value:i,values:r}),n=this.values(e?0:1),s!==!1&&this.values(e,i,!0))):i!==this.value()&&(s=this._trigger("slide",t,{handle:this.handles[e],value:i}),s!==!1&&this.value(i))},_stop:function(t,e){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._trigger("stop",t,i)},_change:function(t,e){if(!this._keySliding&&!this._mouseSliding){var i={handle:this.handles[e],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(e),i.values=this.values()),this._lastChangedValue=e,this._trigger("change",t,i)}},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),void this._change(null,0)):this._value()},values:function(e,i){var n,r,s;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),void this._change(null,e);if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this.options.values&&this.options.values.length?this._values(e):this.value();for(n=this.options.values,r=arguments[0],s=0;s<n.length;s+=1)n[s]=this._trimAlignValue(r[s]),this._change(null,s);this._refreshValue()},_setOption:function(e,i){var n,r=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(r=this.options.values.length),t.Widget.prototype._setOption.apply(this,arguments),e){case"orientation":this._detectOrientation(),this.element.removeClass("ui-slider-horizontal ui-slider-vertical").addClass("ui-slider-"+this.orientation),this._refreshValue();break;case"value":this._animateOff=!0,this._refreshValue(),this._change(null,0),this._animateOff=!1;break;case"values":for(this._animateOff=!0,this._refreshValue(),n=0;r>n;n+=1)this._change(null,n);this._animateOff=!1;break;case"min":case"max":this._animateOff=!0,this._refreshValue(),this._animateOff=!1;break;case"range":this._animateOff=!0,this._refresh(),this._animateOff=!1}},_value:function(){var t=this.options.value;return t=this._trimAlignValue(t)},_values:function(t){var e,i,n;if(arguments.length)return e=this.options.values[t],e=this._trimAlignValue(e);if(this.options.values&&this.options.values.length){for(i=this.options.values.slice(),n=0;n<i.length;n+=1)i[n]=this._trimAlignValue(i[n]);return i}return[]},_trimAlignValue:function(t){if(t<=this._valueMin())return this._valueMin();if(t>=this._valueMax())return this._valueMax();var e=this.options.step>0?this.options.step:1,i=(t-this._valueMin())%e,n=t-i;return 2*Math.abs(i)>=e&&(n+=i>0?e:-e),parseFloat(n.toFixed(5))},_valueMin:function(){return this.options.min},_valueMax:function(){return this.options.max},_refreshValue:function(){var e,i,n,r,s,o=this.options.range,a=this.options,l=this,u=this._animateOff?!1:a.animate,h={};this.options.values&&this.options.values.length?this.handles.each(function(n){i=(l.values(n)-l._valueMin())/(l._valueMax()-l._valueMin())*100,h["horizontal"===l.orientation?"left":"bottom"]=i+"%",t(this).stop(1,1)[u?"animate":"css"](h,a.animate),l.options.range===!0&&("horizontal"===l.orientation?(0===n&&l.range.stop(1,1)[u?"animate":"css"]({left:i+"%"},a.animate),1===n&&l.range[u?"animate":"css"]({width:i-e+"%"},{queue:!1,duration:a.animate})):(0===n&&l.range.stop(1,1)[u?"animate":"css"]({bottom:i+"%"},a.animate),1===n&&l.range[u?"animate":"css"]({height:i-e+"%"},{queue:!1,duration:a.animate}))),e=i}):(n=this.value(),r=this._valueMin(),s=this._valueMax(),i=s!==r?(n-r)/(s-r)*100:0,h["horizontal"===this.orientation?"left":"bottom"]=i+"%",this.handle.stop(1,1)[u?"animate":"css"](h,a.animate),"min"===o&&"horizontal"===this.orientation&&this.range.stop(1,1)[u?"animate":"css"]({width:i+"%"},a.animate),"max"===o&&"horizontal"===this.orientation&&this.range[u?"animate":"css"]({width:100-i+"%"},{queue:!1,duration:a.animate}),"min"===o&&"vertical"===this.orientation&&this.range.stop(1,1)[u?"animate":"css"]({height:i+"%"},a.animate),"max"===o&&"vertical"===this.orientation&&this.range[u?"animate":"css"]({height:100-i+"%"},{queue:!1,duration:a.animate}))},_handleEvents:{keydown:function(e){var n,r,s,o,a=t(e.target).data("ui-slider-handle-index");switch(e.keyCode){case t.ui.keyCode.HOME:case t.ui.keyCode.END:case t.ui.keyCode.PAGE_UP:case t.ui.keyCode.PAGE_DOWN:case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:case t.ui.keyCode.DOWN:case t.ui.keyCode.LEFT:if(e.preventDefault(),!this._keySliding&&(this._keySliding=!0,t(e.target).addClass("ui-state-active"),n=this._start(e,a),n===!1))return}switch(o=this.options.step,r=s=this.options.values&&this.options.values.length?this.values(a):this.value(),e.keyCode){case t.ui.keyCode.HOME:s=this._valueMin();break;case t.ui.keyCode.END:s=this._valueMax();break;case t.ui.keyCode.PAGE_UP:s=this._trimAlignValue(r+(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.PAGE_DOWN:s=this._trimAlignValue(r-(this._valueMax()-this._valueMin())/i);break;case t.ui.keyCode.UP:case t.ui.keyCode.RIGHT:if(r===this._valueMax())return;s=this._trimAlignValue(r+o);break;case t.ui.keyCode.DOWN:case 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i=this,n=t(e?e.target:this.element).closest(this.options.items);n.length&&!n.data("ui-tooltip-id")&&(n.attr("title")&&n.data("ui-tooltip-title",n.attr("title")),n.data("ui-tooltip-open",!0),e&&"mouseover"===e.type&&n.parents().each(function(){var e,n=t(this);n.data("ui-tooltip-open")&&(e=t.Event("blur"),e.target=e.currentTarget=this,i.close(e,!0)),n.attr("title")&&(n.uniqueId(),i.parents[this.id]={element:this,title:n.attr("title")},n.attr("title",""))}),this._updateContent(n,e))},_updateContent:function(t,e){var i,n=this.options.content,r=this,s=e?e.type:null;return"string"==typeof n?this._open(e,t,n):(i=n.call(t[0],function(i){t.data("ui-tooltip-open")&&r._delay(function(){e&&(e.type=s),this._open(e,t,i)})}),void(i&&this._open(e,t,i)))},_open:function(i,n,r){function s(t){u.of=t,o.is(":hidden")||o.position(u)}var o,a,l,u=t.extend({},this.options.position);if(r){if(o=this._find(n),o.length)return void o.find(".ui-tooltip-content").html(r);n.is("[title]")&&(i&&"mouseover"===i.type?n.attr("title",""):n.removeAttr("title")),o=this._tooltip(n),e(n,o.attr("id")),o.find(".ui-tooltip-content").html(r),this.options.track&&i&&/^mouse/.test(i.type)?(this._on(this.document,{mousemove:s}),s(i)):o.position(t.extend({of:n},this.options.position)),o.hide(),this._show(o,this.options.show),this.options.show&&this.options.show.delay&&(l=this.delayedShow=setInterval(function(){o.is(":visible")&&(s(u.of),clearInterval(l))},t.fx.interval)),this._trigger("open",i,{tooltip:o}),a={keyup:function(e){if(e.keyCode===t.ui.keyCode.ESCAPE){var i=t.Event(e);i.currentTarget=n[0],this.close(i,!0)}},remove:function(){this._removeTooltip(o)}},i&&"mouseover"!==i.type||(a.mouseleave="close"),i&&"focusin"!==i.type||(a.focusout="close"),this._on(!0,n,a)}},close:function(e){var n=this,r=t(e?e.currentTarget:this.element),s=this._find(r);this.closing||(clearInterval(this.delayedShow),r.data("ui-tooltip-title")&&r.attr("title",r.data("ui-tooltip-title")),i(r),s.stop(!0),this._hide(s,this.options.hide,function(){n._removeTooltip(t(this))}),r.removeData("ui-tooltip-open"),this._off(r,"mouseleave focusout keyup"),r[0]!==this.element[0]&&this._off(r,"remove"),this._off(this.document,"mousemove"),e&&"mouseleave"===e.type&&t.each(this.parents,function(e,i){t(i.element).attr("title",i.title),delete n.parents[e]}),this.closing=!0,this._trigger("close",e,{tooltip:s}),this.closing=!1)},_tooltip:function(e){var i="ui-tooltip-"+n++,r=t("<div>").attr({id:i,role:"tooltip"}).addClass("ui-tooltip ui-widget ui-corner-all ui-widget-content "+(this.options.tooltipClass||""));return t("<div>").addClass("ui-tooltip-content").appendTo(r),r.appendTo(this.document[0].body),this.tooltips[i]=e,r},_find:function(e){var i=e.data("ui-tooltip-id");return i?t("#"+i):t()},_removeTooltip:function(t){t.remove(),delete this.tooltips[t.attr("id")]},_destroy:function(){var e=this;t.each(this.tooltips,function(i,n){var r=t.Event("blur");r.target=r.currentTarget=n[0],e.close(r,!0),t("#"+i).remove(),n.data("ui-tooltip-title")&&(n.attr("title",n.data("ui-tooltip-title")),n.removeData("ui-tooltip-title"))})}})}(n)},{jquery:18}],12:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),
+        t("./position"),function(t,e){t.widget("ui.menu",{version:"1.10.4",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-carat-1-e"},menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass("ui-menu ui-widget ui-widget-content ui-corner-all").toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length).attr({role:this.options.role,tabIndex:0}).bind("click"+this.eventNamespace,t.proxy(function(t){this.options.disabled&&t.preventDefault()},this)),this.options.disabled&&this.element.addClass("ui-state-disabled").attr("aria-disabled","true"),this._on({"mousedown .ui-menu-item > a":function(t){t.preventDefault()},"click .ui-state-disabled > a":function(t){t.preventDefault()},"click .ui-menu-item:has(a)":function(e){var i=t(e.target).closest(".ui-menu-item");!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&t(this.document[0].activeElement).closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){var i=t(e.currentTarget);i.siblings().children(".ui-state-active").removeClass("ui-state-active"),this.focus(e,i)},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.children(".ui-menu-item").eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){t.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(e){t(e.target).closest(".ui-menu").length||this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeClass("ui-menu ui-widget ui-widget-content ui-corner-all ui-menu-icons").removeAttr("role").removeAttr("tabIndex").removeAttr("aria-labelledby").removeAttr("aria-expanded").removeAttr("aria-hidden").removeAttr("aria-disabled").removeUniqueId().show(),this.element.find(".ui-menu-item").removeClass("ui-menu-item").removeAttr("role").removeAttr("aria-disabled").children("a").removeUniqueId().removeClass("ui-corner-all ui-state-hover").removeAttr("tabIndex").removeAttr("role").removeAttr("aria-haspopup").children().each(function(){var e=t(this);e.data("ui-menu-submenu-carat")&&e.remove()}),this.element.find(".ui-menu-divider").removeClass("ui-menu-divider ui-widget-content")},_keydown:function(e){function i(t){return t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")}var n,r,s,o,a,l=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:l=!1,r=this.previousFilter||"",s=String.fromCharCode(e.keyCode),o=!1,clearTimeout(this.filterTimer),s===r?o=!0:s=r+s,a=new RegExp("^"+i(s),"i"),n=this.activeMenu.children(".ui-menu-item").filter(function(){return a.test(t(this).children("a").text())}),n=o&&-1!==n.index(this.active.next())?this.active.nextAll(".ui-menu-item"):n,n.length||(s=String.fromCharCode(e.keyCode),a=new RegExp("^"+i(s),"i"),n=this.activeMenu.children(".ui-menu-item").filter(function(){return a.test(t(this).children("a").text())})),n.length?(this.focus(e,n),n.length>1?(this.previousFilter=s,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter):delete this.previousFilter}l&&e.preventDefault()},_activate:function(t){this.active.is(".ui-state-disabled")||(this.active.children("a[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i=this.options.icons.submenu,n=this.element.find(this.options.menus);this.element.toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length),n.filter(":not(.ui-menu)").addClass("ui-menu ui-widget ui-widget-content ui-corner-all").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),n=e.prev("a"),r=t("<span>").addClass("ui-menu-icon ui-icon "+i).data("ui-menu-submenu-carat",!0);n.attr("aria-haspopup","true").prepend(r),e.attr("aria-labelledby",n.attr("id"))}),e=n.add(this.element),e.children(":not(.ui-menu-item):has(a)").addClass("ui-menu-item").attr("role","presentation").children("a").uniqueId().addClass("ui-corner-all").attr({tabIndex:-1,role:this._itemRole()}),e.children(":not(.ui-menu-item)").each(function(){var e=t(this);/[^\-\u2014\u2013\s]/.test(e.text())||e.addClass("ui-widget-content ui-menu-divider")}),e.children(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){"icons"===t&&this.element.find(".ui-menu-icon").removeClass(this.options.icons.submenu).addClass(e.submenu),this._super(t,e)},focus:function(t,e){var i,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),n=this.active.children("a").addClass("ui-state-focus"),this.options.role&&this.element.attr("aria-activedescendant",n.attr("id")),this.active.parent().closest(".ui-menu-item").children("a:first").addClass("ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,n,r,s,o,a;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,n=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,r=e.offset().top-this.activeMenu.offset().top-i-n,s=this.activeMenu.scrollTop(),o=this.activeMenu.height(),a=e.height(),0>r?this.activeMenu.scrollTop(s+r):r+a>o&&this.activeMenu.scrollTop(s+r-o+a))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this.active.children("a").removeClass("ui-state-focus"),this.active=null,this._trigger("blur",t,{item:this.active}))},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var n=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));n.length||(n=this.element),this._close(n),this.blur(e),this.activeMenu=n},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false").end().find("a.ui-state-active").removeClass("ui-state-active")},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").children(".ui-menu-item").first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var n;this.active&&(n="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),n&&n.length&&this.active||(n=this.activeMenu.children(".ui-menu-item")[e]()),this.focus(i,n)},nextPage:function(e){var i,n,r;return this.active?void(this.isLastItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-n-r<0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(".ui-menu-item")[this.active?"last":"first"]()))):void this.next(e)},previousPage:function(e){var i,n,r;return this.active?void(this.isFirstItem()||(this._hasScroll()?(n=this.active.offset().top,r=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-n+r>0}),this.focus(e,i)):this.focus(e,this.activeMenu.children(".ui-menu-item").first()))):void this.next(e)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)}})}(n)},{"./core":7,"./position":14,"./widget":17,jquery:18}],13:[function(t,e,i){var n=t("jquery");t("./widget"),function(t,e){var i=!1;t(document).mouseup(function(){i=!1}),t.widget("ui.mouse",{version:"1.10.4",options:{cancel:"input,textarea,button,select,option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.bind("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).bind("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.unbind("."+this.widgetName),this._mouseMoveDelegate&&t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!i){this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var n=this,r=1===e.which,s="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return r&&!s&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){n.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return n._mouseMove(t)},this._mouseUpDelegate=function(t){return n._mouseUp(t)},t(document).bind("mousemove."+this.widgetName,this._mouseMoveDelegate).bind("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),i=!0,!0)):!0}},_mouseMove:function(e){return t.ui.ie&&(!document.documentMode||document.documentMode<9)&&!e.button?this._mouseUp(e):this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){return t(document).unbind("mousemove."+this.widgetName,this._mouseMoveDelegate).unbind("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),!1},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}})}(n)},{"./widget":17,jquery:18}],14:[function(t,e,i){var n=t("jquery");!function(t,e){function i(t,e,i){return[parseFloat(t[0])*(d.test(t[0])?e/100:1),parseFloat(t[1])*(d.test(t[1])?i/100:1)]}function n(e,i){return parseInt(t.css(e,i),10)||0}function r(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}t.ui=t.ui||{};var s,o=Math.max,a=Math.abs,l=Math.round,u=/left|center|right/,h=/top|center|bottom/,c=/[\+\-]\d+(\.[\d]+)?%?/,p=/^\w+/,d=/%$/,f=t.fn.position;t.position={scrollbarWidth:function(){if(s!==e)return s;var i,n,r=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=r.children()[0];return t("body").append(r),i=o.offsetWidth,r.css("overflow","scroll"),n=o.offsetWidth,i===n&&(n=r[0].clientWidth),r.remove(),s=i-n},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),n=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),r="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,s="scroll"===n||"auto"===n&&e.height<e.element[0].scrollHeight;return{width:s?t.position.scrollbarWidth():0,height:r?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),n=t.isWindow(i[0]),r=!!i[0]&&9===i[0].nodeType;return{element:i,isWindow:n,isDocument:r,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:n?i.width():i.outerWidth(),height:n?i.height():i.outerHeight()}}},t.fn.position=function(e){if(!e||!e.of)return f.apply(this,arguments);e=t.extend({},e);var s,d,g,m,_,v,y=t(e.of),b=t.position.getWithinInfo(e.within),w=t.position.getScrollInfo(b),x=(e.collision||"flip").split(" "),k={};return v=r(y),y[0].preventDefault&&(e.at="left top"),d=v.width,g=v.height,m=v.offset,_=t.extend({},m),t.each(["my","at"],function(){var t,i,n=(e[this]||"").split(" ");1===n.length&&(n=u.test(n[0])?n.concat(["center"]):h.test(n[0])?["center"].concat(n):["center","center"]),n[0]=u.test(n[0])?n[0]:"center",n[1]=h.test(n[1])?n[1]:"center",t=c.exec(n[0]),i=c.exec(n[1]),k[this]=[t?t[0]:0,i?i[0]:0],e[this]=[p.exec(n[0])[0],p.exec(n[1])[0]]}),1===x.length&&(x[1]=x[0]),"right"===e.at[0]?_.left+=d:"center"===e.at[0]&&(_.left+=d/2),"bottom"===e.at[1]?_.top+=g:"center"===e.at[1]&&(_.top+=g/2),s=i(k.at,d,g),_.left+=s[0],_.top+=s[1],this.each(function(){var r,u,h=t(this),c=h.outerWidth(),p=h.outerHeight(),f=n(this,"marginLeft"),v=n(this,"marginTop"),M=c+f+n(this,"marginRight")+w.width,C=p+v+n(this,"marginBottom")+w.height,D=t.extend({},_),T=i(k.my,h.outerWidth(),h.outerHeight());"right"===e.my[0]?D.left-=c:"center"===e.my[0]&&(D.left-=c/2),"bottom"===e.my[1]?D.top-=p:"center"===e.my[1]&&(D.top-=p/2),D.left+=T[0],D.top+=T[1],t.support.offsetFractions||(D.left=l(D.left),D.top=l(D.top)),r={marginLeft:f,marginTop:v},t.each(["left","top"],function(i,n){t.ui.position[x[i]]&&t.ui.position[x[i]][n](D,{targetWidth:d,targetHeight:g,elemWidth:c,elemHeight:p,collisionPosition:r,collisionWidth:M,collisionHeight:C,offset:[s[0]+T[0],s[1]+T[1]],my:e.my,at:e.at,within:b,elem:h})}),e.using&&(u=function(t){var i=m.left-D.left,n=i+d-c,r=m.top-D.top,s=r+g-p,l={target:{element:y,left:m.left,top:m.top,width:d,height:g},element:{element:h,left:D.left,top:D.top,width:c,height:p},horizontal:0>n?"left":i>0?"right":"center",vertical:0>s?"top":r>0?"bottom":"middle"};c>d&&a(i+n)<d&&(l.horizontal="center"),p>g&&a(r+s)<g&&(l.vertical="middle"),o(a(i),a(n))>o(a(r),a(s))?l.important="horizontal":l.important="vertical",e.using.call(this,t,l)}),h.offset(t.extend(D,{using:u}))})},t.ui.position={fit:{left:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollLeft:n.offset.left,s=n.width,a=t.left-e.collisionPosition.marginLeft,l=r-a,u=a+e.collisionWidth-s-r;e.collisionWidth>s?l>0&&0>=u?(i=t.left+l+e.collisionWidth-s-r,t.left+=l-i):u>0&&0>=l?t.left=r:l>u?t.left=r+s-e.collisionWidth:t.left=r:l>0?t.left+=l:u>0?t.left-=u:t.left=o(t.left-a,t.left)},top:function(t,e){var i,n=e.within,r=n.isWindow?n.scrollTop:n.offset.top,s=e.within.height,a=t.top-e.collisionPosition.marginTop,l=r-a,u=a+e.collisionHeight-s-r;e.collisionHeight>s?l>0&&0>=u?(i=t.top+l+e.collisionHeight-s-r,t.top+=l-i):u>0&&0>=l?t.top=r:l>u?t.top=r+s-e.collisionHeight:t.top=r:l>0?t.top+=l:u>0?t.top-=u:t.top=o(t.top-a,t.top)}},flip:{left:function(t,e){var i,n,r=e.within,s=r.offset.left+r.scrollLeft,o=r.width,l=r.isWindow?r.scrollLeft:r.offset.left,u=t.left-e.collisionPosition.marginLeft,h=u-l,c=u+e.collisionWidth-o-l,p="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,d="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>h?(i=t.left+p+d+f+e.collisionWidth-o-s,(0>i||i<a(h))&&(t.left+=p+d+f)):c>0&&(n=t.left-e.collisionPosition.marginLeft+p+d+f-l,(n>0||a(n)<c)&&(t.left+=p+d+f))},top:function(t,e){var i,n,r=e.within,s=r.offset.top+r.scrollTop,o=r.height,l=r.isWindow?r.scrollTop:r.offset.top,u=t.top-e.collisionPosition.marginTop,h=u-l,c=u+e.collisionHeight-o-l,p="top"===e.my[1],d=p?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>h?(n=t.top+d+f+g+e.collisionHeight-o-s,t.top+d+f+g>h&&(0>n||n<a(h))&&(t.top+=d+f+g)):c>0&&(i=t.top-e.collisionPosition.marginTop+d+f+g-l,t.top+d+f+g>c&&(i>0||a(i)<c)&&(t.top+=d+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}},function(){var e,i,n,r,s,o=document.getElementsByTagName("body")[0],a=document.createElement("div");e=document.createElement(o?"div":"body"),n={visibility:"hidden",width:0,height:0,border:0,margin:0,background:"none"},o&&t.extend(n,{position:"absolute",left:"-1000px",top:"-1000px"});for(s in n)e.style[s]=n[s];e.appendChild(a),i=o||document.documentElement,i.insertBefore(e,i.firstChild),a.style.cssText="position: absolute; left: 10.7432222px;",r=t(a).offset().left,t.support.offsetFractions=r>10&&11>r,e.innerHTML="",i.removeChild(e)}()}(n)},{jquery:18}],15:[function(t,e,i){var n=t("jquery");t("./core"),t("./mouse"),t("./widget"),function(t,e){function i(t,e,i){return t>e&&e+i>t}function n(t){return/left|right/.test(t.css("float"))||/inline|table-cell/.test(t.css("display"))}t.widget("ui.sortable",t.ui.mouse,{version:"1.10.4",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_create:function(){var t=this.options;this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.floating=this.items.length?"x"===t.axis||n(this.items[0].item):!1,this.offset=this.element.offset(),this._mouseInit(),this.ready=!0},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled"),this._mouseDestroy();for(var t=this.items.length-1;t>=0;t--)this.items[t].item.removeData(this.widgetName+"-item");return this},_setOption:function(e,i){"disabled"===e?(this.options[e]=i,this.widget().toggleClass("ui-sortable-disabled",!!i)):t.Widget.prototype._setOption.apply(this,arguments)},_mouseCapture:function(e,i){var n=null,r=!1,s=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(e),t(e.target).parents().each(function(){return t.data(this,s.widgetName+"-item")===s?(n=t(this),!1):void 0}),t.data(e.target,s.widgetName+"-item")===s&&(n=t(e.target)),n&&(!this.options.handle||i||(t(this.options.handle,n).find("*").addBack().each(function(){this===e.target&&(r=!0)}),r))?(this.currentItem=n,this._removeCurrentsFromItems(),!0):!1)},_mouseStart:function(e,i,n){var r,s,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(e),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},t.extend(this.offset,{click:{left:e.pageX-this.offset.left,top:e.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(e),this.originalPageX=e.pageX,this.originalPageY=e.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(s=this.document.find("body"),this.storedCursor=s.css("cursor"),s.css("cursor",o.cursor),this.storedStylesheet=t("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(s)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",e,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!n)for(r=this.containers.length-1;r>=0;r--)this.containers[r]._trigger("activate",e,this._uiHash(this));return t.ui.ddmanager&&(t.ui.ddmanager.current=this),t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(e),!0},_mouseDrag:function(e){var i,n,r,s,o=this.options,a=!1;for(this.position=this._generatePosition(e),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==document&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-e.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop+o.scrollSpeed:e.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=a=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-e.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft+o.scrollSpeed:e.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=a=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(e.pageY-t(document).scrollTop()<o.scrollSensitivity?a=t(document).scrollTop(t(document).scrollTop()-o.scrollSpeed):t(window).height()-(e.pageY-t(document).scrollTop())<o.scrollSensitivity&&(a=t(document).scrollTop(t(document).scrollTop()+o.scrollSpeed)),e.pageX-t(document).scrollLeft()<o.scrollSensitivity?a=t(document).scrollLeft(t(document).scrollLeft()-o.scrollSpeed):t(window).width()-(e.pageX-t(document).scrollLeft())<o.scrollSensitivity&&(a=t(document).scrollLeft(t(document).scrollLeft()+o.scrollSpeed))),a!==!1&&t.ui.ddmanager&&!o.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(n=this.items[i],r=n.item[0],s=this._intersectsWithPointer(n),s&&n.instance===this.currentContainer&&r!==this.currentItem[0]&&this.placeholder[1===s?"next":"prev"]()[0]!==r&&!t.contains(this.placeholder[0],r)&&("semi-dynamic"===this.options.type?!t.contains(this.element[0],r):!0)){if(this.direction=1===s?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(n))break;this._rearrange(e,n),this._trigger("change",e,this._uiHash());break}return this._contactContainers(e),t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),this._trigger("sort",e,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(e,i){if(e){if(t.ui.ddmanager&&!this.options.dropBehaviour&&t.ui.ddmanager.drop(this,e),this.options.revert){var n=this,r=this.placeholder.offset(),s=this.options.axis,o={};s&&"x"!==s||(o.left=r.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollLeft)),s&&"y"!==s||(o.top=r.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===document.body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,t(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){n._clear(e)})}else this._clear(e,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var e=this.containers.length-1;e>=0;e--)this.containers[e]._trigger("deactivate",null,this._uiHash(this)),this.containers[e].containerCache.over&&(this.containers[e]._trigger("out",null,this._uiHash(this)),this.containers[e].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),t.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?t(this.domPosition.prev).after(this.currentItem):t(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},t(i).each(function(){var i=(t(e.item||this).attr(e.attribute||"id")||"").match(e.expression||/(.+)[\-=_](.+)/);i&&n.push((e.key||i[1]+"[]")+"="+(e.key&&e.expression?i[1]:i[2]))}),!n.length&&e.key&&n.push(e.key+"="),n.join("&")},toArray:function(e){var i=this._getItemsAsjQuery(e&&e.connected),n=[];return e=e||{},i.each(function(){n.push(t(e.item||this).attr(e.attribute||"id")||"")}),n},_intersectsWith:function(t){var e=this.positionAbs.left,i=e+this.helperProportions.width,n=this.positionAbs.top,r=n+this.helperProportions.height,s=t.left,o=s+t.width,a=t.top,l=a+t.height,u=this.offset.click.top,h=this.offset.click.left,c="x"===this.options.axis||n+u>a&&l>n+u,p="y"===this.options.axis||e+h>s&&o>e+h,d=c&&p;return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>t[this.floating?"width":"height"]?d:s<e+this.helperProportions.width/2&&i-this.helperProportions.width/2<o&&a<n+this.helperProportions.height/2&&r-this.helperProportions.height/2<l},_intersectsWithPointer:function(t){var e="x"===this.options.axis||i(this.positionAbs.top+this.offset.click.top,t.top,t.height),n="y"===this.options.axis||i(this.positionAbs.left+this.offset.click.left,t.left,t.width),r=e&&n,s=this._getDragVerticalDirection(),o=this._getDragHorizontalDirection();return r?this.floating?o&&"right"===o||"down"===s?2:1:s&&("down"===s?2:1):!1},_intersectsWithSides:function(t){var e=i(this.positionAbs.top+this.offset.click.top,t.top+t.height/2,t.height),n=i(this.positionAbs.left+this.offset.click.left,t.left+t.width/2,t.width),r=this._getDragVerticalDirection(),s=this._getDragHorizontalDirection();return this.floating&&s?"right"===s&&n||"left"===s&&!n:r&&("down"===r&&e||"up"===r&&!e)},_getDragVerticalDirection:function(){var t=this.positionAbs.top-this.lastPositionAbs.top;return 0!==t&&(t>0?"down":"up")},_getDragHorizontalDirection:function(){var t=this.positionAbs.left-this.lastPositionAbs.left;return 0!==t&&(t>0?"right":"left")},refresh:function(t){return this._refreshItems(t),this.refreshPositions(),this},_connectWith:function(){var t=this.options;return t.connectWith.constructor===String?[t.connectWith]:t.connectWith},_getItemsAsjQuery:function(e){function i(){a.push(this)}var n,r,s,o,a=[],l=[],u=this._connectWith();if(u&&e)for(n=u.length-1;n>=0;n--)for(s=t(u[n]),r=s.length-1;r>=0;r--)o=t.data(s[r],this.widgetFullName),o&&o!==this&&!o.options.disabled&&l.push([t.isFunction(o.options.items)?o.options.items.call(o.element):t(o.options.items,o.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),o]);for(l.push([t.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):t(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),n=l.length-1;n>=0;n--)l[n][0].each(i);return t(a)},_removeCurrentsFromItems:function(){var e=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=t.grep(this.items,function(t){for(var i=0;i<e.length;i++)if(e[i]===t.item[0])return!1;return!0})},_refreshItems:function(e){this.items=[],this.containers=[this];var i,n,r,s,o,a,l,u,h=this.items,c=[[t.isFunction(this.options.items)?this.options.items.call(this.element[0],e,{item:this.currentItem}):t(this.options.items,this.element),this]],p=this._connectWith();if(p&&this.ready)for(i=p.length-1;i>=0;i--)for(r=t(p[i]),n=r.length-1;n>=0;n--)s=t.data(r[n],this.widgetFullName),s&&s!==this&&!s.options.disabled&&(c.push([t.isFunction(s.options.items)?s.options.items.call(s.element[0],e,{item:this.currentItem}):t(s.options.items,s.element),s]),this.containers.push(s));for(i=c.length-1;i>=0;i--)for(o=c[i][1],a=c[i][0],n=0,u=a.length;u>n;n++)l=t(a[n]),l.data(this.widgetName+"-item",o),h.push({item:l,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(e){this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,n,r,s;for(i=this.items.length-1;i>=0;i--)n=this.items[i],n.instance!==this.currentContainer&&this.currentContainer&&n.item[0]!==this.currentItem[0]||(r=this.options.toleranceElement?t(this.options.toleranceElement,n.item):n.item,e||(n.width=r.outerWidth(),n.height=r.outerHeight()),s=r.offset(),n.left=s.left,n.top=s.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)s=this.containers[i].element.offset(),this.containers[i].containerCache.left=s.left,this.containers[i].containerCache.top=s.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(e){e=e||this;var i,n=e.options;n.placeholder&&n.placeholder.constructor!==String||(i=n.placeholder,n.placeholder={element:function(){var n=e.currentItem[0].nodeName.toLowerCase(),r=t("<"+n+">",e.document[0]).addClass(i||e.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tr"===n?e.currentItem.children().each(function(){t("<td>&#160;</td>",e.document[0]).attr("colspan",t(this).attr("colspan")||1).appendTo(r)}):"img"===n&&r.attr("src",e.currentItem.attr("src")),i||r.css("visibility","hidden"),r},update:function(t,r){(!i||n.forcePlaceholderSize)&&(r.height()||r.height(e.currentItem.innerHeight()-parseInt(e.currentItem.css("paddingTop")||0,10)-parseInt(e.currentItem.css("paddingBottom")||0,10)),r.width()||r.width(e.currentItem.innerWidth()-parseInt(e.currentItem.css("paddingLeft")||0,10)-parseInt(e.currentItem.css("paddingRight")||0,10)));
+        }}),e.placeholder=t(n.placeholder.element.call(e.element,e.currentItem)),e.currentItem.after(e.placeholder),n.placeholder.update(e,e.placeholder)},_contactContainers:function(e){var r,s,o,a,l,u,h,c,p,d,f=null,g=null;for(r=this.containers.length-1;r>=0;r--)if(!t.contains(this.currentItem[0],this.containers[r].element[0]))if(this._intersectsWith(this.containers[r].containerCache)){if(f&&t.contains(this.containers[r].element[0],f.element[0]))continue;f=this.containers[r],g=r}else this.containers[r].containerCache.over&&(this.containers[r]._trigger("out",e,this._uiHash(this)),this.containers[r].containerCache.over=0);if(f)if(1===this.containers.length)this.containers[g].containerCache.over||(this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1);else{for(o=1e4,a=null,d=f.floating||n(this.currentItem),l=d?"left":"top",u=d?"width":"height",h=this.positionAbs[l]+this.offset.click[l],s=this.items.length-1;s>=0;s--)t.contains(this.containers[g].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(!d||i(this.positionAbs.top+this.offset.click.top,this.items[s].top,this.items[s].height))&&(c=this.items[s].item.offset()[l],p=!1,Math.abs(c-h)>Math.abs(c+this.items[s][u]-h)&&(p=!0,c+=this.items[s][u]),Math.abs(c-h)<o&&(o=Math.abs(c-h),a=this.items[s],this.direction=p?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[g])return;a?this._rearrange(e,a,null,!0):this._rearrange(e,null,this.containers[g].element,!0),this._trigger("change",e,this._uiHash()),this.containers[g]._trigger("change",e,this._uiHash(this)),this.currentContainer=this.containers[g],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[g]._trigger("over",e,this._uiHash(this)),this.containers[g].containerCache.over=1}},_createHelper:function(e){var i=this.options,n=t.isFunction(i.helper)?t(i.helper.apply(this.element[0],[e,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return n.parents("body").length||t("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(n[0]),n[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!n[0].style.width||i.forceHelperSize)&&n.width(this.currentItem.width()),(!n[0].style.height||i.forceHelperSize)&&n.height(this.currentItem.height()),n},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var e=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===document.body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&t.ui.ie)&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var t=this.currentItem.position();return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:t.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,n,r=this.options;"parent"===r.containment&&(r.containment=this.helper[0].parentNode),("document"===r.containment||"window"===r.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,t("document"===r.containment?document:window).width()-this.helperProportions.width-this.margins.left,(t("document"===r.containment?document:window).height()||document.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(r.containment)||(e=t(r.containment)[0],i=t(r.containment).offset(),n="hidden"!==t(e).css("overflow"),this.containment=[i.left+(parseInt(t(e).css("borderLeftWidth"),10)||0)+(parseInt(t(e).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(t(e).css("borderTopWidth"),10)||0)+(parseInt(t(e).css("paddingTop"),10)||0)-this.margins.top,i.left+(n?Math.max(e.scrollWidth,e.offsetWidth):e.offsetWidth)-(parseInt(t(e).css("borderLeftWidth"),10)||0)-(parseInt(t(e).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(n?Math.max(e.scrollHeight,e.offsetHeight):e.offsetHeight)-(parseInt(t(e).css("borderTopWidth"),10)||0)-(parseInt(t(e).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(e,i){i||(i=this.position);var n="absolute"===e?1:-1,r="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,s=/(html|body)/i.test(r[0].tagName);return{top:i.top+this.offset.relative.top*n+this.offset.parent.top*n-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():s?0:r.scrollTop())*n,left:i.left+this.offset.relative.left*n+this.offset.parent.left*n-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():s?0:r.scrollLeft())*n}},_generatePosition:function(e){var i,n,r=this.options,s=e.pageX,o=e.pageY,a="absolute"!==this.cssPosition||this.scrollParent[0]!==document&&t.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,l=/(html|body)/i.test(a[0].tagName);return"relative"!==this.cssPosition||this.scrollParent[0]!==document&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(e.pageX-this.offset.click.left<this.containment[0]&&(s=this.containment[0]+this.offset.click.left),e.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),e.pageX-this.offset.click.left>this.containment[2]&&(s=this.containment[2]+this.offset.click.left),e.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),r.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/r.grid[1])*r.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-r.grid[1]:i+r.grid[1]:i,n=this.originalPageX+Math.round((s-this.originalPageX)/r.grid[0])*r.grid[0],s=this.containment?n-this.offset.click.left>=this.containment[0]&&n-this.offset.click.left<=this.containment[2]?n:n-this.offset.click.left>=this.containment[0]?n-r.grid[0]:n+r.grid[0]:n)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():l?0:a.scrollTop()),left:s-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():l?0:a.scrollLeft())}},_rearrange:function(t,e,i,n){i?i[0].appendChild(this.placeholder[0]):e.item[0].parentNode.insertBefore(this.placeholder[0],"down"===this.direction?e.item[0]:e.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var r=this.counter;this._delay(function(){r===this.counter&&this.refreshPositions(!n)})},_clear:function(t,e){function i(t,e,i){return function(n){i._trigger(t,n,e._uiHash(e))}}this.reverting=!1;var n,r=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(n in this._storedCSS)("auto"===this._storedCSS[n]||"static"===this._storedCSS[n])&&(this._storedCSS[n]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!e&&r.push(function(t){this._trigger("receive",t,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||e||r.push(function(t){this._trigger("update",t,this._uiHash())}),this!==this.currentContainer&&(e||(r.push(function(t){this._trigger("remove",t,this._uiHash())}),r.push(function(t){return function(e){t._trigger("receive",e,this._uiHash(this))}}.call(this,this.currentContainer)),r.push(function(t){return function(e){t._trigger("update",e,this._uiHash(this))}}.call(this,this.currentContainer)))),n=this.containers.length-1;n>=0;n--)e||r.push(i("deactivate",this,this.containers[n])),this.containers[n].containerCache.over&&(r.push(i("out",this,this.containers[n])),this.containers[n].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,this.cancelHelperRemoval){if(!e){for(this._trigger("beforeStop",t,this._uiHash()),n=0;n<r.length;n++)r[n].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!1}if(e||this._trigger("beforeStop",t,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null,!e){for(n=0;n<r.length;n++)r[n].call(this,t);this._trigger("stop",t,this._uiHash())}return this.fromOutside=!1,!0},_trigger:function(){t.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(e){var i=e||this;return{helper:i.helper,placeholder:i.placeholder||t([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:e?e.element:null}}})}(n)},{"./core":7,"./mouse":13,"./widget":17,jquery:18}],16:[function(t,e,i){var n=t("jquery");t("./core"),t("./widget"),t("./button"),function(t){function e(t){return function(){var e=this.element.val();t.apply(this,arguments),this._refresh(),e!==this.element.val()&&this._trigger("change")}}t.widget("ui.spinner",{version:"1.10.4",defaultElement:"<input>",widgetEventPrefix:"spin",options:{culture:null,icons:{down:"ui-icon-triangle-1-s",up:"ui-icon-triangle-1-n"},incremental:!0,max:null,min:null,numberFormat:null,page:10,step:1,change:null,spin:null,start:null,stop:null},_create:function(){this._setOption("max",this.options.max),this._setOption("min",this.options.min),this._setOption("step",this.options.step),""!==this.value()&&this._value(this.element.val(),!0),this._draw(),this._on(this._events),this._refresh(),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_getCreateOptions:function(){var e={},i=this.element;return t.each(["min","max","step"],function(t,n){var r=i.attr(n);void 0!==r&&r.length&&(e[n]=r)}),e},_events:{keydown:function(t){this._start(t)&&this._keydown(t)&&t.preventDefault()},keyup:"_stop",focus:function(){this.previous=this.element.val()},blur:function(t){return this.cancelBlur?void delete this.cancelBlur:(this._stop(),this._refresh(),void(this.previous!==this.element.val()&&this._trigger("change",t)))},mousewheel:function(t,e){if(e){if(!this.spinning&&!this._start(t))return!1;this._spin((e>0?1:-1)*this.options.step,t),clearTimeout(this.mousewheelTimer),this.mousewheelTimer=this._delay(function(){this.spinning&&this._stop(t)},100),t.preventDefault()}},"mousedown .ui-spinner-button":function(e){function i(){var t=this.element[0]===this.document[0].activeElement;t||(this.element.focus(),this.previous=n,this._delay(function(){this.previous=n}))}var n;n=this.element[0]===this.document[0].activeElement?this.previous:this.element.val(),e.preventDefault(),i.call(this),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur,i.call(this)}),this._start(e)!==!1&&this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e)},"mouseup .ui-spinner-button":"_stop","mouseenter .ui-spinner-button":function(e){return t(e.currentTarget).hasClass("ui-state-active")?this._start(e)===!1?!1:void this._repeat(null,t(e.currentTarget).hasClass("ui-spinner-up")?1:-1,e):void 0},"mouseleave .ui-spinner-button":"_stop"},_draw:function(){var t=this.uiSpinner=this.element.addClass("ui-spinner-input").attr("autocomplete","off").wrap(this._uiSpinnerHtml()).parent().append(this._buttonHtml());this.element.attr("role","spinbutton"),this.buttons=t.find(".ui-spinner-button").attr("tabIndex",-1).button().removeClass("ui-corner-all"),this.buttons.height()>Math.ceil(.5*t.height())&&t.height()>0&&t.height(t.height()),this.options.disabled&&this.disable()},_keydown:function(e){var i=this.options,n=t.ui.keyCode;switch(e.keyCode){case n.UP:return this._repeat(null,1,e),!0;case n.DOWN:return this._repeat(null,-1,e),!0;case n.PAGE_UP:return this._repeat(null,i.page,e),!0;case n.PAGE_DOWN:return this._repeat(null,-i.page,e),!0}return!1},_uiSpinnerHtml:function(){return"<span class='ui-spinner ui-widget ui-widget-content ui-corner-all'></span>"},_buttonHtml:function(){return"<a class='ui-spinner-button ui-spinner-up ui-corner-tr'><span class='ui-icon "+this.options.icons.up+"'>&#9650;</span></a><a class='ui-spinner-button ui-spinner-down ui-corner-br'><span class='ui-icon "+this.options.icons.down+"'>&#9660;</span></a>"},_start:function(t){return this.spinning||this._trigger("start",t)!==!1?(this.counter||(this.counter=1),this.spinning=!0,!0):!1},_repeat:function(t,e,i){t=t||500,clearTimeout(this.timer),this.timer=this._delay(function(){this._repeat(40,e,i)},t),this._spin(e*this.options.step,i)},_spin:function(t,e){var i=this.value()||0;this.counter||(this.counter=1),i=this._adjustValue(i+t*this._increment(this.counter)),this.spinning&&this._trigger("spin",e,{value:i})===!1||(this._value(i),this.counter++)},_increment:function(e){var i=this.options.incremental;return i?t.isFunction(i)?i(e):Math.floor(e*e*e/5e4-e*e/500+17*e/200+1):1},_precision:function(){var t=this._precisionOf(this.options.step);return null!==this.options.min&&(t=Math.max(t,this._precisionOf(this.options.min))),t},_precisionOf:function(t){var e=t.toString(),i=e.indexOf(".");return-1===i?0:e.length-i-1},_adjustValue:function(t){var e,i,n=this.options;return e=null!==n.min?n.min:0,i=t-e,i=Math.round(i/n.step)*n.step,t=e+i,t=parseFloat(t.toFixed(this._precision())),null!==n.max&&t>n.max?n.max:null!==n.min&&t<n.min?n.min:t},_stop:function(t){this.spinning&&(clearTimeout(this.timer),clearTimeout(this.mousewheelTimer),this.counter=0,this.spinning=!1,this._trigger("stop",t))},_setOption:function(t,e){if("culture"===t||"numberFormat"===t){var i=this._parse(this.element.val());return this.options[t]=e,void this.element.val(this._format(i))}("max"===t||"min"===t||"step"===t)&&"string"==typeof e&&(e=this._parse(e)),"icons"===t&&(this.buttons.first().find(".ui-icon").removeClass(this.options.icons.up).addClass(e.up),this.buttons.last().find(".ui-icon").removeClass(this.options.icons.down).addClass(e.down)),this._super(t,e),"disabled"===t&&(e?(this.element.prop("disabled",!0),this.buttons.button("disable")):(this.element.prop("disabled",!1),this.buttons.button("enable")))},_setOptions:e(function(t){this._super(t),this._value(this.element.val())}),_parse:function(t){return"string"==typeof t&&""!==t&&(t=window.Globalize&&this.options.numberFormat?Globalize.parseFloat(t,10,this.options.culture):+t),""===t||isNaN(t)?null:t},_format:function(t){return""===t?"":window.Globalize&&this.options.numberFormat?Globalize.format(t,this.options.numberFormat,this.options.culture):t},_refresh:function(){this.element.attr({"aria-valuemin":this.options.min,"aria-valuemax":this.options.max,"aria-valuenow":this._parse(this.element.val())})},_value:function(t,e){var i;""!==t&&(i=this._parse(t),null!==i&&(e||(i=this._adjustValue(i)),t=this._format(i))),this.element.val(t),this._refresh()},_destroy:function(){this.element.removeClass("ui-spinner-input").prop("disabled",!1).removeAttr("autocomplete").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.uiSpinner.replaceWith(this.element)},stepUp:e(function(t){this._stepUp(t)}),_stepUp:function(t){this._start()&&(this._spin((t||1)*this.options.step),this._stop())},stepDown:e(function(t){this._stepDown(t)}),_stepDown:function(t){this._start()&&(this._spin((t||1)*-this.options.step),this._stop())},pageUp:e(function(t){this._stepUp((t||1)*this.options.page)}),pageDown:e(function(t){this._stepDown((t||1)*this.options.page)}),value:function(t){return arguments.length?void e(this._value).call(this,t):this._parse(this.element.val())},widget:function(){return this.uiSpinner}})}(n)},{"./button":6,"./core":7,"./widget":17,jquery:18}],17:[function(t,e,i){var n=t("jquery");!function(t,e){var i=0,n=Array.prototype.slice,r=t.cleanData;t.cleanData=function(e){for(var i,n=0;null!=(i=e[n]);n++)try{t(i).triggerHandler("remove")}catch(s){}r(e)},t.widget=function(e,i,n){var r,s,o,a,l={},u=e.split(".")[0];e=e.split(".")[1],r=u+"-"+e,n||(n=i,i=t.Widget),t.expr[":"][r.toLowerCase()]=function(e){return!!t.data(e,r)},t[u]=t[u]||{},s=t[u][e],o=t[u][e]=function(t,e){return this._createWidget?void(arguments.length&&this._createWidget(t,e)):new o(t,e)},t.extend(o,s,{version:n.version,_proto:t.extend({},n),_childConstructors:[]}),a=new i,a.options=t.widget.extend({},a.options),t.each(n,function(e,n){return t.isFunction(n)?void(l[e]=function(){var t=function(){return i.prototype[e].apply(this,arguments)},r=function(t){return i.prototype[e].apply(this,t)};return function(){var e,i=this._super,s=this._superApply;return this._super=t,this._superApply=r,e=n.apply(this,arguments),this._super=i,this._superApply=s,e}}()):void(l[e]=n)}),o.prototype=t.widget.extend(a,{widgetEventPrefix:s?a.widgetEventPrefix||e:e},l,{constructor:o,namespace:u,widgetName:e,widgetFullName:r}),s?(t.each(s._childConstructors,function(e,i){var n=i.prototype;t.widget(n.namespace+"."+n.widgetName,o,i._proto)}),delete s._childConstructors):i._childConstructors.push(o),t.widget.bridge(e,o)},t.widget.extend=function(i){for(var r,s,o=n.call(arguments,1),a=0,l=o.length;l>a;a++)for(r in o[a])s=o[a][r],o[a].hasOwnProperty(r)&&s!==e&&(t.isPlainObject(s)?i[r]=t.isPlainObject(i[r])?t.widget.extend({},i[r],s):t.widget.extend({},s):i[r]=s);return i},t.widget.bridge=function(i,r){var s=r.prototype.widgetFullName||i;t.fn[i]=function(o){var a="string"==typeof o,l=n.call(arguments,1),u=this;return o=!a&&l.length?t.widget.extend.apply(null,[o].concat(l)):o,a?this.each(function(){var n,r=t.data(this,s);return r?t.isFunction(r[o])&&"_"!==o.charAt(0)?(n=r[o].apply(r,l),n!==r&&n!==e?(u=n&&n.jquery?u.pushStack(n.get()):n,!1):void 0):t.error("no such method '"+o+"' for "+i+" widget instance"):t.error("cannot call methods on "+i+" prior to initialization; attempted to call method '"+o+"'")}):this.each(function(){var e=t.data(this,s);e?e.option(o||{})._init():t.data(this,s,new 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this.datum_type!==t.datum_type?!1:this.a!==t.a||Math.abs(this.es-t.es)>5e-11?!1:this.datum_type===r?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]:this.datum_type===s?this.datum_params[0]===t.datum_params[0]&&this.datum_params[1]===t.datum_params[1]&&this.datum_params[2]===t.datum_params[2]&&this.datum_params[3]===t.datum_params[3]&&this.datum_params[4]===t.datum_params[4]&&this.datum_params[5]===t.datum_params[5]&&this.datum_params[6]===t.datum_params[6]:this.datum_type===o||t.datum_type===o?this.nadgrids===t.nadgrids:!0},geodetic_to_geocentric:function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=t.z?t.z:0,p=0;if(-n>h&&h>-1.001*n)h=-n;else if(h>n&&1.001*n>h)h=n;else if(-n>h||h>n)return null;return u>Math.PI&&(u-=2*Math.PI),o=Math.sin(h),l=Math.cos(h),a=o*o,s=this.a/Math.sqrt(1-this.es*a),e=(s+c)*l*Math.cos(u),i=(s+c)*l*Math.sin(u),r=(s*(1-this.es)+c)*o,t.x=e,t.y=i,t.z=r,p},geocentric_to_geodetic:function(t){var e,i,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y=1e-12,b=y*y,w=30,x=t.x,k=t.y,M=t.z?t.z:0;if(f=!1,e=Math.sqrt(x*x+k*k),i=Math.sqrt(x*x+k*k+M*M),e/this.a<y){if(f=!0,m=0,i/this.a<y)return _=n,void(v=-this.b)}else m=Math.atan2(k,x);r=M/i,s=e/i,o=1/Math.sqrt(1-this.es*(2-this.es)*s*s),u=s*(1-this.es)*o,h=r*o,g=0;do g++,l=this.a/Math.sqrt(1-this.es*h*h),v=e*u+M*h-l*(1-this.es*h*h),a=this.es*l/(l+v),o=1/Math.sqrt(1-a*(2-a)*s*s),c=s*(1-a)*o,p=r*o,d=p*u-c*h,u=c,h=p;while(d*d>b&&w>g);return _=Math.atan(p/Math.abs(c)),t.x=m,t.y=_,t.z=v,t},geocentric_to_geodetic_noniter:function(t){var e,i,r,s,o,a,l,u,p,d,f,g,m,_,v,y,b,w=t.x,x=t.y,k=t.z?t.z:0;if(w=parseFloat(w),x=parseFloat(x),k=parseFloat(k),b=!1,0!==w)e=Math.atan2(x,w);else if(x>0)e=n;else if(0>x)e=-n;else if(b=!0,
+        e=0,k>0)i=n;else{if(!(0>k))return i=n,void(r=-this.b);i=-n}return o=w*w+x*x,s=Math.sqrt(o),a=k*h,u=Math.sqrt(a*a+o),d=a/u,g=s/u,f=d*d*d,l=k+this.b*this.ep2*f,y=s-this.a*this.es*g*g*g,p=Math.sqrt(l*l+y*y),m=l/p,_=y/p,v=this.a/Math.sqrt(1-this.es*m*m),r=_>=c?s/_-v:-c>=_?s/-_-v:k/m+v*(this.es-1),b===!1&&(i=Math.atan(m/_)),t.x=e,t.y=i,t.z=r,t},geocentric_to_wgs84:function(t){if(this.datum_type===r)t.x+=this.datum_params[0],t.y+=this.datum_params[1],t.z+=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=u*(t.x-l*t.y+a*t.z)+e,c=u*(l*t.x+t.y-o*t.z)+i,p=u*(-a*t.x+o*t.y+t.z)+n;t.x=h,t.y=c,t.z=p}},geocentric_from_wgs84:function(t){if(this.datum_type===r)t.x-=this.datum_params[0],t.y-=this.datum_params[1],t.z-=this.datum_params[2];else if(this.datum_type===s){var e=this.datum_params[0],i=this.datum_params[1],n=this.datum_params[2],o=this.datum_params[3],a=this.datum_params[4],l=this.datum_params[5],u=this.datum_params[6],h=(t.x-e)/u,c=(t.y-i)/u,p=(t.z-n)/u;t.x=h+l*c-a*p,t.y=-l*h+c+o*p,t.z=a*h-o*c+p}}},e.exports=p},{}],50:[function(t,e,i){var n=1,r=2,s=3,o=5,a=6378137,l=.006694379990141316;e.exports=function(t,e,i){function u(t){return t===n||t===r}var h,c,p;if(t.compare_datums(e))return i;if(t.datum_type===o||e.datum_type===o)return i;var d=t.a,f=t.es,g=e.a,m=e.es,_=t.datum_type;if(_===s)if(0===this.apply_gridshift(t,0,i))t.a=a,t.es=l;else{if(!t.datum_params)return t.a=d,t.es=t.es,i;for(h=1,c=0,p=t.datum_params.length;p>c;c++)h*=t.datum_params[c];if(0===h)return t.a=d,t.es=t.es,i;_=t.datum_params.length>3?r:n}return e.datum_type===s&&(e.a=a,e.es=l),(t.es!==e.es||t.a!==e.a||u(_)||u(e.datum_type))&&(t.geodetic_to_geocentric(i),u(t.datum_type)&&t.geocentric_to_wgs84(i),u(e.datum_type)&&e.geocentric_from_wgs84(i),e.geocentric_to_geodetic(i)),e.datum_type===s&&this.apply_gridshift(e,1,i),t.a=d,t.es=f,e.a=g,e.es=m,i}},{}],51:[function(t,e,i){function n(t){var e=this;if(2===arguments.length){var i=arguments[1];"string"==typeof i?"+"===i.charAt(0)?n[t]=s(arguments[1]):n[t]=o(arguments[1]):n[t]=i}else if(1===arguments.length){if(Array.isArray(t))return t.map(function(t){Array.isArray(t)?n.apply(e,t):n(t)});if("string"==typeof t){if(t in n)return n[t]}else"EPSG"in t?n["EPSG:"+t.EPSG]=t:"ESRI"in t?n["ESRI:"+t.ESRI]=t:"IAU2000"in t?n["IAU2000:"+t.IAU2000]=t:console.log(t);return}}var r=t("./global"),s=t("./projString"),o=t("./wkt");r(n),e.exports=n},{"./global":54,"./projString":58,"./wkt":86}],52:[function(t,e,i){var n=t("./constants/Datum"),r=t("./constants/Ellipsoid"),s=t("./extend"),o=t("./datum"),a=1e-10,l=.16666666666666666,u=.04722222222222222,h=.022156084656084655;e.exports=function(t){if(t.datumCode&&"none"!==t.datumCode){var e=n[t.datumCode];e&&(t.datum_params=e.towgs84?e.towgs84.split(","):null,t.ellps=e.ellipse,t.datumName=e.datumName?e.datumName:t.datumCode)}if(!t.a){var i=r[t.ellps]?r[t.ellps]:r.WGS84;s(t,i)}return t.rf&&!t.b&&(t.b=(1-1/t.rf)*t.a),(0===t.rf||Math.abs(t.a-t.b)<a)&&(t.sphere=!0,t.b=t.a),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=(t.a2-t.b2)/t.a2,t.e=Math.sqrt(t.es),t.R_A&&(t.a*=1-t.es*(l+t.es*(u+t.es*h)),t.a2=t.a*t.a,t.b2=t.b*t.b,t.es=0),t.ep2=(t.a2-t.b2)/t.b2,t.k0||(t.k0=1),t.axis||(t.axis="enu"),t.datum||(t.datum=o(t)),t}},{"./constants/Datum":44,"./constants/Ellipsoid":45,"./datum":49,"./extend":53}],53:[function(t,e,i){e.exports=function(t,e){t=t||{};var i,n;if(!e)return t;for(n in e)i=e[n],void 0!==i&&(t[n]=i);return t}},{}],54:[function(t,e,i){e.exports=function(t){t("EPSG:4326","+title=WGS 84 (long/lat) +proj=longlat +ellps=WGS84 +datum=WGS84 +units=degrees"),t("EPSG:4269","+title=NAD83 (long/lat) +proj=longlat +a=6378137.0 +b=6356752.31414036 +ellps=GRS80 +datum=NAD83 +units=degrees"),t("EPSG:3857","+title=WGS 84 / Pseudo-Mercator +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs"),t.WGS84=t["EPSG:4326"],t["EPSG:3785"]=t["EPSG:3857"],t.GOOGLE=t["EPSG:3857"],t["EPSG:900913"]=t["EPSG:3857"],t["EPSG:102113"]=t["EPSG:3857"]}},{}],55:[function(t,e,i){var n=[t("./projections/tmerc"),t("./projections/utm"),t("./projections/sterea"),t("./projections/stere"),t("./projections/somerc"),t("./projections/omerc"),t("./projections/lcc"),t("./projections/krovak"),t("./projections/cass"),t("./projections/laea"),t("./projections/aea"),t("./projections/gnom"),t("./projections/cea"),t("./projections/eqc"),t("./projections/poly"),t("./projections/nzmg"),t("./projections/mill"),t("./projections/sinu"),t("./projections/moll"),t("./projections/eqdc"),t("./projections/vandg"),t("./projections/aeqd")];e.exports=function(t){n.forEach(function(e){t.Proj.projections.add(e)})}},{"./projections/aea":60,"./projections/aeqd":61,"./projections/cass":62,"./projections/cea":63,"./projections/eqc":64,"./projections/eqdc":65,"./projections/gnom":67,"./projections/krovak":68,"./projections/laea":69,"./projections/lcc":70,"./projections/mill":73,"./projections/moll":74,"./projections/nzmg":75,"./projections/omerc":76,"./projections/poly":77,"./projections/sinu":78,"./projections/somerc":79,"./projections/stere":80,"./projections/sterea":81,"./projections/tmerc":82,"./projections/utm":83,"./projections/vandg":84}],56:[function(t,e,i){var n=t("./core");n.defaultDatum="WGS84",n.Proj=t("./Proj"),n.WGS84=new n.Proj("WGS84"),n.Point=t("./Point"),n.toPoint=t("./common/toPoint"),n.defs=t("./defs"),n.transform=t("./transform"),n.mgrs=t("mgrs"),n.version=t("../package.json").version,t("./includedProjections")(n),e.exports=n},{"../package.json":88,"./Point":20,"./Proj":21,"./common/toPoint":42,"./core":48,"./defs":51,"./includedProjections":55,"./transform":85,mgrs:87}],57:[function(t,e,i){function n(t){return"string"==typeof t}function r(t){return t in l}function s(t){var e=["GEOGCS","GEOCCS","PROJCS","LOCAL_CS"];return e.reduce(function(e,i){return e+1+t.indexOf(i)},0)}function o(t){return"+"===t[0]}function a(t){return n(t)?r(t)?l[t]:s(t)?u(t):o(t)?h(t):void 0:t}var l=t("./defs"),u=t("./wkt"),h=t("./projString");e.exports=a},{"./defs":51,"./projString":58,"./wkt":86}],58:[function(t,e,i){var n=.017453292519943295,r=t("./constants/PrimeMeridian"),s=t("./constants/units");e.exports=function(t){var e={},i={};t.split("+").map(function(t){return t.trim()}).filter(function(t){return t}).forEach(function(t){var e=t.split("=");e.push(!0),i[e[0].toLowerCase()]=e[1]});var o,a,l,u={proj:"projName",datum:"datumCode",rf:function(t){e.rf=parseFloat(t)},lat_0:function(t){e.lat0=t*n},lat_1:function(t){e.lat1=t*n},lat_2:function(t){e.lat2=t*n},lat_ts:function(t){e.lat_ts=t*n},lon_0:function(t){e.long0=t*n},lon_1:function(t){e.long1=t*n},lon_2:function(t){e.long2=t*n},alpha:function(t){e.alpha=parseFloat(t)*n},lonc:function(t){e.longc=t*n},x_0:function(t){e.x0=parseFloat(t)},y_0:function(t){e.y0=parseFloat(t)},k_0:function(t){e.k0=parseFloat(t)},k:function(t){e.k0=parseFloat(t)},a:function(t){e.a=parseFloat(t)},b:function(t){e.b=parseFloat(t)},r_a:function(){e.R_A=!0},zone:function(t){e.zone=parseInt(t,10)},south:function(){e.utmSouth=!0},towgs84:function(t){e.datum_params=t.split(",").map(function(t){return parseFloat(t)})},to_meter:function(t){e.to_meter=parseFloat(t)},units:function(t){e.units=t,s[t]&&(e.to_meter=s[t].to_meter)},from_greenwich:function(t){e.from_greenwich=t*n},pm:function(t){e.from_greenwich=(r[t]?r[t]:parseFloat(t))*n},nadgrids:function(t){"@null"===t?e.datumCode="none":e.nadgrids=t},axis:function(t){var i="ewnsud";3===t.length&&-1!==i.indexOf(t.substr(0,1))&&-1!==i.indexOf(t.substr(1,1))&&-1!==i.indexOf(t.substr(2,1))&&(e.axis=t)}};for(o in i)a=i[o],o in u?(l=u[o],"function"==typeof l?l(a):e[l]=a):e[o]=a;return"string"==typeof e.datumCode&&"WGS84"!==e.datumCode&&(e.datumCode=e.datumCode.toLowerCase()),e}},{"./constants/PrimeMeridian":46,"./constants/units":47}],59:[function(t,e,i){function n(t,e){var i=o.length;return t.names?(o[i]=t,t.names.forEach(function(t){s[t.toLowerCase()]=i}),this):(console.log(e),!0)}var r=[t("./projections/merc"),t("./projections/longlat")],s={},o=[];i.add=n,i.get=function(t){if(!t)return!1;var e=t.toLowerCase();return"undefined"!=typeof s[e]&&o[s[e]]?o[s[e]]:void 0},i.start=function(){r.forEach(n)}},{"./projections/longlat":71,"./projections/merc":72}],60:[function(t,e,i){var n=1e-10,r=t("../common/msfnz"),s=t("../common/qsfnz"),o=t("../common/adjust_lon"),a=t("../common/asinz");i.init=function(){Math.abs(this.lat1+this.lat2)<n||(this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e3=Math.sqrt(this.es),this.sin_po=Math.sin(this.lat1),this.cos_po=Math.cos(this.lat1),this.t1=this.sin_po,this.con=this.sin_po,this.ms1=r(this.e3,this.sin_po,this.cos_po),this.qs1=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat2),this.cos_po=Math.cos(this.lat2),this.t2=this.sin_po,this.ms2=r(this.e3,this.sin_po,this.cos_po),this.qs2=s(this.e3,this.sin_po,this.cos_po),this.sin_po=Math.sin(this.lat0),this.cos_po=Math.cos(this.lat0),this.t3=this.sin_po,this.qs0=s(this.e3,this.sin_po,this.cos_po),Math.abs(this.lat1-this.lat2)>n?this.ns0=(this.ms1*this.ms1-this.ms2*this.ms2)/(this.qs2-this.qs1):this.ns0=this.con,this.c=this.ms1*this.ms1+this.ns0*this.qs1,this.rh=this.a*Math.sqrt(this.c-this.ns0*this.qs0)/this.ns0)},i.forward=function(t){var e=t.x,i=t.y;this.sin_phi=Math.sin(i),this.cos_phi=Math.cos(i);var n=s(this.e3,this.sin_phi,this.cos_phi),r=this.a*Math.sqrt(this.c-this.ns0*n)/this.ns0,a=this.ns0*o(e-this.long0),l=r*Math.sin(a)+this.x0,u=this.rh-r*Math.cos(a)+this.y0;return t.x=l,t.y=u,t},i.inverse=function(t){var e,i,n,r,s,a;return t.x-=this.x0,t.y=this.rh-t.y+this.y0,this.ns0>=0?(e=Math.sqrt(t.x*t.x+t.y*t.y),n=1):(e=-Math.sqrt(t.x*t.x+t.y*t.y),n=-1),r=0,0!==e&&(r=Math.atan2(n*t.x,n*t.y)),n=e*this.ns0/this.a,this.sphere?a=Math.asin((this.c-n*n)/(2*this.ns0)):(i=(this.c-n*n)/this.ns0,a=this.phi1z(this.e3,i)),s=o(r/this.ns0+this.long0),t.x=s,t.y=a,t},i.phi1z=function(t,e){var i,r,s,o,l,u=a(.5*e);if(n>t)return u;for(var h=t*t,c=1;25>=c;c++)if(i=Math.sin(u),r=Math.cos(u),s=t*i,o=1-s*s,l=.5*o*o/r*(e/(1-h)-i/o+.5/t*Math.log((1-s)/(1+s))),u+=l,Math.abs(l)<=1e-7)return u;return null},i.names=["Albers_Conic_Equal_Area","Albers","aea"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/msfnz":34,"../common/qsfnz":39}],61:[function(t,e,i){var n=t("../common/adjust_lon"),r=Math.PI/2,s=1e-10,o=t("../common/mlfn"),a=t("../common/e0fn"),l=t("../common/e1fn"),u=t("../common/e2fn"),h=t("../common/e3fn"),c=t("../common/gN"),p=t("../common/asinz"),d=t("../common/imlfn");i.init=function(){this.sin_p12=Math.sin(this.lat0),this.cos_p12=Math.cos(this.lat0)},i.forward=function(t){var e,i,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N=t.x,R=t.y,z=Math.sin(t.y),j=Math.cos(t.y),O=n(N-this.long0);return this.sphere?Math.abs(this.sin_p12-1)<=s?(t.x=this.x0+this.a*(r-R)*Math.sin(O),t.y=this.y0-this.a*(r-R)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(t.x=this.x0+this.a*(r+R)*Math.sin(O),t.y=this.y0+this.a*(r+R)*Math.cos(O),t):(T=this.sin_p12*z+this.cos_p12*j*Math.cos(O),C=Math.acos(T),D=C/Math.sin(C),t.x=this.x0+this.a*D*j*Math.sin(O),t.y=this.y0+this.a*D*(this.cos_p12*z-this.sin_p12*j*Math.cos(O)),t):(e=a(this.es),i=l(this.es),p=u(this.es),d=h(this.es),Math.abs(this.sin_p12-1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f-g)*Math.sin(O),t.y=this.y0-(f-g)*Math.cos(O),t):Math.abs(this.sin_p12+1)<=s?(f=this.a*o(e,i,p,d,r),g=this.a*o(e,i,p,d,R),t.x=this.x0+(f+g)*Math.sin(O),t.y=this.y0+(f+g)*Math.cos(O),t):(m=z/j,_=c(this.a,this.e,this.sin_p12),v=c(this.a,this.e,z),y=Math.atan((1-this.es)*m+this.es*_*this.sin_p12/(v*j)),b=Math.atan2(Math.sin(O),this.cos_p12*Math.tan(y)-this.sin_p12*Math.cos(O)),S=0===b?Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.abs(Math.abs(b)-Math.PI)<=s?-Math.asin(this.cos_p12*Math.sin(y)-this.sin_p12*Math.cos(y)):Math.asin(Math.sin(O)*Math.cos(y)/Math.sin(b)),w=this.e*this.sin_p12/Math.sqrt(1-this.es),x=this.e*this.cos_p12*Math.cos(b)/Math.sqrt(1-this.es),k=w*x,M=x*x,A=S*S,P=A*S,E=P*S,I=E*S,C=_*S*(1-A*M*(1-M)/6+P/8*k*(1-2*M)+E/120*(M*(4-7*M)-3*w*w*(1-7*M))-I/48*k),t.x=this.x0+C*Math.sin(b),t.y=this.y0+C*Math.cos(b),t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R;if(this.sphere){if(e=Math.sqrt(t.x*t.x+t.y*t.y),e>2*r*this.a)return;return i=e/this.a,f=Math.sin(i),g=Math.cos(i),m=this.long0,Math.abs(e)<=s?_=this.lat0:(_=p(g*this.sin_p12+t.y*f*this.cos_p12/e),v=Math.abs(this.lat0)-r,m=n(Math.abs(v)<=s?this.lat0>=0?this.long0+Math.atan2(t.x,-t.y):this.long0-Math.atan2(-t.x,t.y):this.long0+Math.atan2(t.x*f,e*this.cos_p12*g-t.y*this.sin_p12*f))),t.x=m,t.y=_,t}return y=a(this.es),b=l(this.es),w=u(this.es),x=h(this.es),Math.abs(this.sin_p12-1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=k-e,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,-1*t.y)),t.x=m,t.y=_,t):Math.abs(this.sin_p12+1)<=s?(k=this.a*o(y,b,w,x,r),e=Math.sqrt(t.x*t.x+t.y*t.y),M=e-k,_=d(M/this.a,y,b,w,x),m=n(this.long0+Math.atan2(t.x,t.y)),t.x=m,t.y=_,t):(e=Math.sqrt(t.x*t.x+t.y*t.y),T=Math.atan2(t.x,t.y),C=c(this.a,this.e,this.sin_p12),S=Math.cos(T),A=this.e*this.cos_p12*S,P=-A*A/(1-this.es),E=3*this.es*(1-P)*this.sin_p12*this.cos_p12*S/(1-this.es),I=e/C,N=I-P*(1+P)*Math.pow(I,3)/6-E*(1+3*P)*Math.pow(I,4)/24,R=1-P*N*N/2-I*N*N*N/6,D=Math.asin(this.sin_p12*Math.cos(N)+this.cos_p12*Math.sin(N)*S),m=n(this.long0+Math.asin(Math.sin(T)*Math.sin(N)/Math.cos(D))),_=Math.atan((1-this.es*R*this.sin_p12/Math.sin(D))*Math.tan(D)/(1-this.es)),t.x=m,t.y=_,t)},i.names=["Azimuthal_Equidistant","aeqd"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/imlfn":31,"../common/mlfn":33}],62:[function(t,e,i){var n=t("../common/mlfn"),r=t("../common/e0fn"),s=t("../common/e1fn"),o=t("../common/e2fn"),a=t("../common/e3fn"),l=t("../common/gN"),u=t("../common/adjust_lon"),h=t("../common/adjust_lat"),c=t("../common/imlfn"),p=Math.PI/2,d=1e-10;i.init=function(){this.sphere||(this.e0=r(this.es),this.e1=s(this.es),this.e2=o(this.es),this.e3=a(this.es),this.ml0=this.a*n(this.e0,this.e1,this.e2,this.e3,this.lat0))},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=u(r-this.long0),this.sphere)e=this.a*Math.asin(Math.cos(s)*Math.sin(r)),i=this.a*(Math.atan2(Math.tan(s),Math.cos(r))-this.lat0);else{var o=Math.sin(s),a=Math.cos(s),h=l(this.a,this.e,o),c=Math.tan(s)*Math.tan(s),p=r*Math.cos(s),d=p*p,f=this.es*a*a/(1-this.es),g=this.a*n(this.e0,this.e1,this.e2,this.e3,s);e=h*p*(1-d*c*(1/6-(8-c+8*f)*d/120)),i=g-this.ml0+h*o/a*d*(.5+(5-c+6*f)*d/24)}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,n=t.x/this.a,r=t.y/this.a;if(this.sphere){var s=r+this.lat0;e=Math.asin(Math.sin(s)*Math.cos(n)),i=Math.atan2(Math.tan(n),Math.cos(s))}else{var o=this.ml0/this.a+r,a=c(o,this.e0,this.e1,this.e2,this.e3);if(Math.abs(Math.abs(a)-p)<=d)return t.x=this.long0,t.y=p,0>r&&(t.y*=-1),t;var f=l(this.a,this.e,Math.sin(a)),g=f*f*f/this.a/this.a*(1-this.es),m=Math.pow(Math.tan(a),2),_=n*this.a/f,v=_*_;e=a-f*Math.tan(a)/g*_*_*(.5-(1+3*m)*_*_/24),i=_*(1-v*(m/3+(1+3*m)*m*v/15))/Math.cos(a)}return t.x=u(i+this.long0),t.y=h(e),t},i.names=["Cassini","Cassini_Soldner","cass"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/imlfn":31,"../common/mlfn":33}],63:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/qsfnz"),s=t("../common/msfnz"),o=t("../common/iqsfnz");i.init=function(){this.sphere||(this.k0=s(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)))},i.forward=function(t){var e,i,s=t.x,o=t.y,a=n(s-this.long0);if(this.sphere)e=this.x0+this.a*a*Math.cos(this.lat_ts),i=this.y0+this.a*Math.sin(o)/Math.cos(this.lat_ts);else{var l=r(this.e,Math.sin(o));e=this.x0+this.a*this.k0*a,i=this.y0+this.a*l*.5/this.k0}return t.x=e,t.y=i,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i;return this.sphere?(e=n(this.long0+t.x/this.a/Math.cos(this.lat_ts)),i=Math.asin(t.y/this.a*Math.cos(this.lat_ts))):(i=o(this.e,2*t.y*this.k0/this.a),e=n(this.long0+t.x/(this.a*this.k0))),t.x=e,t.y=i,t},i.names=["cea"]},{"../common/adjust_lon":24,"../common/iqsfnz":32,"../common/msfnz":34,"../common/qsfnz":39}],64:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/adjust_lat");i.init=function(){this.x0=this.x0||0,this.y0=this.y0||0,this.lat0=this.lat0||0,this.long0=this.long0||0,this.lat_ts=this.lat_ts||0,this.title=this.title||"Equidistant Cylindrical (Plate Carre)",this.rc=Math.cos(this.lat_ts)},i.forward=function(t){var e=t.x,i=t.y,s=n(e-this.long0),o=r(i-this.lat0);return t.x=this.x0+this.a*s*this.rc,t.y=this.y0+this.a*o,t},i.inverse=function(t){var e=t.x,i=t.y;return t.x=n(this.long0+(e-this.x0)/(this.a*this.rc)),t.y=r(this.lat0+(i-this.y0)/this.a),t},i.names=["Equirectangular","Equidistant_Cylindrical","eqc"]},{"../common/adjust_lat":23,"../common/adjust_lon":24}],65:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/msfnz"),l=t("../common/mlfn"),u=t("../common/adjust_lon"),h=t("../common/adjust_lat"),c=t("../common/imlfn"),p=1e-10;i.init=function(){Math.abs(this.lat1+this.lat2)<p||(this.lat2=this.lat2||this.lat1,this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.sinphi=Math.sin(this.lat1),this.cosphi=Math.cos(this.lat1),this.ms1=a(this.e,this.sinphi,this.cosphi),this.ml1=l(this.e0,this.e1,this.e2,this.e3,this.lat1),Math.abs(this.lat1-this.lat2)<p?this.ns=this.sinphi:(this.sinphi=Math.sin(this.lat2),this.cosphi=Math.cos(this.lat2),this.ms2=a(this.e,this.sinphi,this.cosphi),this.ml2=l(this.e0,this.e1,this.e2,this.e3,this.lat2),this.ns=(this.ms1-this.ms2)/(this.ml2-this.ml1)),this.g=this.ml1+this.ms1/this.ns,this.ml0=l(this.e0,this.e1,this.e2,this.e3,this.lat0),this.rh=this.a*(this.g-this.ml0))},i.forward=function(t){var e,i=t.x,n=t.y;if(this.sphere)e=this.a*(this.g-n);else{var r=l(this.e0,this.e1,this.e2,this.e3,n);e=this.a*(this.g-r)}var s=this.ns*u(i-this.long0),o=this.x0+e*Math.sin(s),a=this.y0+this.rh-e*Math.cos(s);return t.x=o,t.y=a,t},i.inverse=function(t){t.x-=this.x0,t.y=this.rh-t.y+this.y0;var e,i,n,r;this.ns>=0?(i=Math.sqrt(t.x*t.x+t.y*t.y),e=1):(i=-Math.sqrt(t.x*t.x+t.y*t.y),e=-1);var s=0;if(0!==i&&(s=Math.atan2(e*t.x,e*t.y)),this.sphere)return r=u(this.long0+s/this.ns),n=h(this.g-i/this.a),t.x=r,t.y=n,t;var o=this.g-i/this.a;return n=c(o,this.e0,this.e1,this.e2,this.e3),r=u(this.long0+s/this.ns),t.x=r,t.y=n,t},i.names=["Equidistant_Conic","eqdc"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/imlfn":31,"../common/mlfn":33,"../common/msfnz":34}],66:[function(t,e,i){var n=Math.PI/4,r=t("../common/srat"),s=Math.PI/2,o=20;i.init=function(){var t=Math.sin(this.lat0),e=Math.cos(this.lat0);e*=e,this.rc=Math.sqrt(1-this.es)/(1-this.es*t*t),this.C=Math.sqrt(1+this.es*e*e/(1-this.es)),this.phic0=Math.asin(t/this.C),this.ratexp=.5*this.C*this.e,this.K=Math.tan(.5*this.phic0+n)/(Math.pow(Math.tan(.5*this.lat0+n),this.C)*r(this.e*t,this.ratexp))},i.forward=function(t){var e=t.x,i=t.y;return t.y=2*Math.atan(this.K*Math.pow(Math.tan(.5*i+n),this.C)*r(this.e*Math.sin(i),this.ratexp))-s,t.x=this.C*e,t},i.inverse=function(t){for(var e=1e-14,i=t.x/this.C,a=t.y,l=Math.pow(Math.tan(.5*a+n)/this.K,1/this.C),u=o;u>0&&(a=2*Math.atan(l*r(this.e*Math.sin(t.y),-.5*this.e))-s,!(Math.abs(a-t.y)<e));--u)t.y=a;return u?(t.x=i,t.y=a,t):null},i.names=["gauss"]},{"../common/srat":41}],67:[function(t,e,i){var n=t("../common/adjust_lon"),r=1e-10,s=t("../common/asinz");i.init=function(){this.sin_p14=Math.sin(this.lat0),this.cos_p14=Math.cos(this.lat0),this.infinity_dist=1e3*this.a,this.rc=1},i.forward=function(t){var e,i,s,o,a,l,u,h,c=t.x,p=t.y;return s=n(c-this.long0),e=Math.sin(p),i=Math.cos(p),o=Math.cos(s),l=this.sin_p14*e+this.cos_p14*i*o,a=1,l>0||Math.abs(l)<=r?(u=this.x0+this.a*a*i*Math.sin(s)/l,h=this.y0+this.a*a*(this.cos_p14*e-this.sin_p14*i*o)/l):(u=this.x0+this.infinity_dist*i*Math.sin(s),h=this.y0+this.infinity_dist*(this.cos_p14*e-this.sin_p14*i*o)),t.x=u,t.y=h,t},i.inverse=function(t){var e,i,r,o,a,l;return t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,(e=Math.sqrt(t.x*t.x+t.y*t.y))?(o=Math.atan2(e,this.rc),i=Math.sin(o),r=Math.cos(o),l=s(r*this.sin_p14+t.y*i*this.cos_p14/e),a=Math.atan2(t.x*i,e*this.cos_p14*r-t.y*this.sin_p14*i),a=n(this.long0+a)):(l=this.phic0,a=0),t.x=a,t.y=l,t},i.names=["gnom"]},{"../common/adjust_lon":24,"../common/asinz":25}],68:[function(t,e,i){var n=t("../common/adjust_lon");i.init=function(){this.a=6377397.155,this.es=.006674372230614,this.e=Math.sqrt(this.es),this.lat0||(this.lat0=.863937979737193),this.long0||(this.long0=.4334234309119251),this.k0||(this.k0=.9999),this.s45=.785398163397448,this.s90=2*this.s45,this.fi0=this.lat0,this.e2=this.es,this.e=Math.sqrt(this.e2),this.alfa=Math.sqrt(1+this.e2*Math.pow(Math.cos(this.fi0),4)/(1-this.e2)),this.uq=1.04216856380474,this.u0=Math.asin(Math.sin(this.fi0)/this.alfa),this.g=Math.pow((1+this.e*Math.sin(this.fi0))/(1-this.e*Math.sin(this.fi0)),this.alfa*this.e/2),this.k=Math.tan(this.u0/2+this.s45)/Math.pow(Math.tan(this.fi0/2+this.s45),this.alfa)*this.g,this.k1=this.k0,this.n0=this.a*Math.sqrt(1-this.e2)/(1-this.e2*Math.pow(Math.sin(this.fi0),2)),this.s0=1.37008346281555,this.n=Math.sin(this.s0),this.ro0=this.k1*this.n0/Math.tan(this.s0),this.ad=this.s90-this.uq},i.forward=function(t){var e,i,r,s,o,a,l,u=t.x,h=t.y,c=n(u-this.long0);return e=Math.pow((1+this.e*Math.sin(h))/(1-this.e*Math.sin(h)),this.alfa*this.e/2),i=2*(Math.atan(this.k*Math.pow(Math.tan(h/2+this.s45),this.alfa)/e)-this.s45),r=-c*this.alfa,s=Math.asin(Math.cos(this.ad)*Math.sin(i)+Math.sin(this.ad)*Math.cos(i)*Math.cos(r)),o=Math.asin(Math.cos(i)*Math.sin(r)/Math.cos(s)),a=this.n*o,l=this.ro0*Math.pow(Math.tan(this.s0/2+this.s45),this.n)/Math.pow(Math.tan(s/2+this.s45),this.n),t.y=l*Math.cos(a)/1,t.x=l*Math.sin(a)/1,this.czech||(t.y*=-1,t.x*=-1),t},i.inverse=function(t){var e,i,n,r,s,o,a,l,u=t.x;t.x=t.y,t.y=u,this.czech||(t.y*=-1,t.x*=-1),o=Math.sqrt(t.x*t.x+t.y*t.y),s=Math.atan2(t.y,t.x),r=s/Math.sin(this.s0),n=2*(Math.atan(Math.pow(this.ro0/o,1/this.n)*Math.tan(this.s0/2+this.s45))-this.s45),e=Math.asin(Math.cos(this.ad)*Math.sin(n)-Math.sin(this.ad)*Math.cos(n)*Math.cos(r)),i=Math.asin(Math.cos(n)*Math.sin(r)/Math.cos(e)),t.x=this.long0-i/this.alfa,a=e,l=0;var h=0;do t.y=2*(Math.atan(Math.pow(this.k,-1/this.alfa)*Math.pow(Math.tan(e/2+this.s45),1/this.alfa)*Math.pow((1+this.e*Math.sin(a))/(1-this.e*Math.sin(a)),this.e/2))-this.s45),Math.abs(a-t.y)<1e-10&&(l=1),a=t.y,h+=1;while(0===l&&15>h);return h>=15?null:t},i.names=["Krovak","krovak"]},{"../common/adjust_lon":24}],69:[function(t,e,i){var n=Math.PI/2,r=Math.PI/4,s=1e-10,o=t("../common/qsfnz"),a=t("../common/adjust_lon");i.S_POLE=1,i.N_POLE=2,i.EQUIT=3,i.OBLIQ=4,i.init=function(){var t=Math.abs(this.lat0);if(Math.abs(t-n)<s?this.mode=this.lat0<0?this.S_POLE:this.N_POLE:Math.abs(t)<s?this.mode=this.EQUIT:this.mode=this.OBLIQ,this.es>0){var e;switch(this.qp=o(this.e,1),this.mmf=.5/(1-this.es),this.apa=this.authset(this.es),this.mode){case this.N_POLE:this.dd=1;break;case this.S_POLE:this.dd=1;break;case this.EQUIT:this.rq=Math.sqrt(.5*this.qp),this.dd=1/this.rq,this.xmf=1,this.ymf=.5*this.qp;break;case this.OBLIQ:this.rq=Math.sqrt(.5*this.qp),e=Math.sin(this.lat0),this.sinb1=o(this.e,e)/this.qp,this.cosb1=Math.sqrt(1-this.sinb1*this.sinb1),this.dd=Math.cos(this.lat0)/(Math.sqrt(1-this.es*e*e)*this.rq*this.cosb1),this.ymf=(this.xmf=this.rq)/this.dd,this.xmf*=this.dd}}else this.mode===this.OBLIQ&&(this.sinph0=Math.sin(this.lat0),this.cosph0=Math.cos(this.lat0))},i.forward=function(t){var e,i,l,u,h,c,p,d,f,g,m=t.x,_=t.y;if(m=a(m-this.long0),this.sphere){if(h=Math.sin(_),g=Math.cos(_),l=Math.cos(m),this.mode===this.OBLIQ||this.mode===this.EQUIT){if(i=this.mode===this.EQUIT?1+g*l:1+this.sinph0*h+this.cosph0*g*l,s>=i)return null;i=Math.sqrt(2/i),e=i*g*Math.sin(m),i*=this.mode===this.EQUIT?h:this.cosph0*h-this.sinph0*g*l}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(l=-l),Math.abs(_+this.phi0)<s)return null;i=r-.5*_,i=2*(this.mode===this.S_POLE?Math.cos(i):Math.sin(i)),e=i*Math.sin(m),i*=l}}else{switch(p=0,d=0,f=0,l=Math.cos(m),u=Math.sin(m),h=Math.sin(_),c=o(this.e,h),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(p=c/this.qp,d=Math.sqrt(1-p*p)),this.mode){case this.OBLIQ:f=1+this.sinb1*p+this.cosb1*d*l;break;case this.EQUIT:f=1+d*l;break;case this.N_POLE:f=n+_,c=this.qp-c;break;case this.S_POLE:f=_-n,c=this.qp+c}if(Math.abs(f)<s)return null;switch(this.mode){case this.OBLIQ:case this.EQUIT:f=Math.sqrt(2/f),i=this.mode===this.OBLIQ?this.ymf*f*(this.cosb1*p-this.sinb1*d*l):(f=Math.sqrt(2/(1+d*l)))*p*this.ymf,e=this.xmf*f*d*u;break;case this.N_POLE:case this.S_POLE:c>=0?(e=(f=Math.sqrt(c))*u,i=l*(this.mode===this.S_POLE?f:-f)):e=i=0}}return t.x=this.a*e+this.x0,t.y=this.a*i+this.y0,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,r,o,l,u,h,c=t.x/this.a,p=t.y/this.a;if(this.sphere){var d,f=0,g=0;if(d=Math.sqrt(c*c+p*p),i=.5*d,i>1)return null;switch(i=2*Math.asin(i),(this.mode===this.OBLIQ||this.mode===this.EQUIT)&&(g=Math.sin(i),f=Math.cos(i)),this.mode){case this.EQUIT:i=Math.abs(d)<=s?0:Math.asin(p*g/d),c*=g,p=f*d;break;case this.OBLIQ:i=Math.abs(d)<=s?this.phi0:Math.asin(f*this.sinph0+p*g*this.cosph0/d),c*=g*this.cosph0,p=(f-Math.sin(i)*this.sinph0)*d;break;case this.N_POLE:p=-p,i=n-i;break;case this.S_POLE:i-=n}e=0!==p||this.mode!==this.EQUIT&&this.mode!==this.OBLIQ?Math.atan2(c,p):0}else{if(h=0,this.mode===this.OBLIQ||this.mode===this.EQUIT){if(c/=this.dd,p*=this.dd,u=Math.sqrt(c*c+p*p),s>u)return t.x=0,t.y=this.phi0,t;o=2*Math.asin(.5*u/this.rq),r=Math.cos(o),c*=o=Math.sin(o),this.mode===this.OBLIQ?(h=r*this.sinb1+p*o*this.cosb1/u,l=this.qp*h,p=u*this.cosb1*r-p*this.sinb1*o):(h=p*o/u,l=this.qp*h,p=u*r)}else if(this.mode===this.N_POLE||this.mode===this.S_POLE){if(this.mode===this.N_POLE&&(p=-p),l=c*c+p*p,!l)return t.x=0,t.y=this.phi0,t;h=1-l/this.qp,this.mode===this.S_POLE&&(h=-h)}e=Math.atan2(c,p),i=this.authlat(Math.asin(h),this.apa)}return t.x=a(this.long0+e),t.y=i,t},i.P00=.3333333333333333,i.P01=.17222222222222222,i.P02=.10257936507936508,i.P10=.06388888888888888,i.P11=.0664021164021164,i.P20=.016415012942191543,i.authset=function(t){var e,i=[];return i[0]=t*this.P00,e=t*t,i[0]+=e*this.P01,i[1]=e*this.P10,e*=t,i[0]+=e*this.P02,i[1]+=e*this.P11,i[2]=e*this.P20,i},i.authlat=function(t,e){var i=t+t;return t+e[0]*Math.sin(i)+e[1]*Math.sin(i+i)+e[2]*Math.sin(i+i+i)},i.names=["Lambert Azimuthal Equal Area","Lambert_Azimuthal_Equal_Area","laea"]},{"../common/adjust_lon":24,"../common/qsfnz":39}],70:[function(t,e,i){var n=1e-10,r=t("../common/msfnz"),s=t("../common/tsfnz"),o=Math.PI/2,a=t("../common/sign"),l=t("../common/adjust_lon"),u=t("../common/phi2z");i.init=function(){if(this.lat2||(this.lat2=this.lat1),this.k0||(this.k0=1),this.x0=this.x0||0,this.y0=this.y0||0,!(Math.abs(this.lat1+this.lat2)<n)){var t=this.b/this.a;this.e=Math.sqrt(1-t*t);var e=Math.sin(this.lat1),i=Math.cos(this.lat1),o=r(this.e,e,i),a=s(this.e,this.lat1,e),l=Math.sin(this.lat2),u=Math.cos(this.lat2),h=r(this.e,l,u),c=s(this.e,this.lat2,l),p=s(this.e,this.lat0,Math.sin(this.lat0));Math.abs(this.lat1-this.lat2)>n?this.ns=Math.log(o/h)/Math.log(a/c):this.ns=e,isNaN(this.ns)&&(this.ns=e),this.f0=o/(this.ns*Math.pow(a,this.ns)),this.rh=this.a*this.f0*Math.pow(p,this.ns),this.title||(this.title="Lambert Conformal Conic")}},i.forward=function(t){var e=t.x,i=t.y;Math.abs(2*Math.abs(i)-Math.PI)<=n&&(i=a(i)*(o-2*n));var r,u,h=Math.abs(Math.abs(i)-o);if(h>n)r=s(this.e,i,Math.sin(i)),u=this.a*this.f0*Math.pow(r,this.ns);else{if(h=i*this.ns,0>=h)return null;u=0}var c=this.ns*l(e-this.long0);return t.x=this.k0*(u*Math.sin(c))+this.x0,t.y=this.k0*(this.rh-u*Math.cos(c))+this.y0,t},i.inverse=function(t){var e,i,n,r,s,a=(t.x-this.x0)/this.k0,h=this.rh-(t.y-this.y0)/this.k0;this.ns>0?(e=Math.sqrt(a*a+h*h),i=1):(e=-Math.sqrt(a*a+h*h),i=-1);var c=0;if(0!==e&&(c=Math.atan2(i*a,i*h)),0!==e||this.ns>0){if(i=1/this.ns,n=Math.pow(e/(this.a*this.f0),i),r=u(this.e,n),-9999===r)return null}else r=-o;return s=l(c/this.ns+this.long0),t.x=s,t.y=r,t},i.names=["Lambert Tangential Conformal Conic Projection","Lambert_Conformal_Conic","Lambert_Conformal_Conic_2SP","lcc"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/sign":40,"../common/tsfnz":43}],71:[function(t,e,i){function n(t){return t}i.init=function(){},i.forward=n,i.inverse=n,i.names=["longlat","identity"]},{}],72:[function(t,e,i){var n=t("../common/msfnz"),r=Math.PI/2,s=1e-10,o=57.29577951308232,a=t("../common/adjust_lon"),l=Math.PI/4,u=t("../common/tsfnz"),h=t("../common/phi2z");i.init=function(){var t=this.b/this.a;this.es=1-t*t,"x0"in this||(this.x0=0),"y0"in this||(this.y0=0),this.e=Math.sqrt(this.es),this.lat_ts?this.sphere?this.k0=Math.cos(this.lat_ts):this.k0=n(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts)):this.k0||(this.k?this.k0=this.k:this.k0=1)},i.forward=function(t){var e=t.x,i=t.y;if(i*o>90&&-90>i*o&&e*o>180&&-180>e*o)return null;var n,h;if(Math.abs(Math.abs(i)-r)<=s)return null;if(this.sphere)n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0+this.a*this.k0*Math.log(Math.tan(l+.5*i));else{var c=Math.sin(i),p=u(this.e,i,c);n=this.x0+this.a*this.k0*a(e-this.long0),h=this.y0-this.a*this.k0*Math.log(p)}return t.x=n,t.y=h,t},i.inverse=function(t){var e,i,n=t.x-this.x0,s=t.y-this.y0;if(this.sphere)i=r-2*Math.atan(Math.exp(-s/(this.a*this.k0)));else{var o=Math.exp(-s/(this.a*this.k0));if(i=h(this.e,o),-9999===i)return null}return e=a(this.long0+n/(this.a*this.k0)),t.x=e,t.y=i,t},i.names=["Mercator","Popular Visualisation Pseudo Mercator","Mercator_1SP","Mercator_Auxiliary_Sphere","merc"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/tsfnz":43}],73:[function(t,e,i){var n=t("../common/adjust_lon");i.init=function(){},i.forward=function(t){var e=t.x,i=t.y,r=n(e-this.long0),s=this.x0+this.a*r,o=this.y0+this.a*Math.log(Math.tan(Math.PI/4+i/2.5))*1.25;return t.x=s,t.y=o,t},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e=n(this.long0+t.x/this.a),i=2.5*(Math.atan(Math.exp(.8*t.y/this.a))-Math.PI/4);return t.x=e,t.y=i,t},i.names=["Miller_Cylindrical","mill"]},{"../common/adjust_lon":24}],74:[function(t,e,i){var n=t("../common/adjust_lon"),r=1e-10;i.init=function(){},i.forward=function(t){for(var e=t.x,i=t.y,s=n(e-this.long0),o=i,a=Math.PI*Math.sin(i),l=0;!0;l++){var u=-(o+Math.sin(o)-a)/(1+Math.cos(o));if(o+=u,Math.abs(u)<r)break}o/=2,Math.PI/2-Math.abs(i)<r&&(s=0);var h=.900316316158*this.a*s*Math.cos(o)+this.x0,c=1.4142135623731*this.a*Math.sin(o)+this.y0;return t.x=h,t.y=c,t},i.inverse=function(t){var e,i;t.x-=this.x0,t.y-=this.y0,i=t.y/(1.4142135623731*this.a),Math.abs(i)>.999999999999&&(i=.999999999999),e=Math.asin(i);var r=n(this.long0+t.x/(.900316316158*this.a*Math.cos(e)));r<-Math.PI&&(r=-Math.PI),r>Math.PI&&(r=Math.PI),i=(2*e+Math.sin(2*e))/Math.PI,Math.abs(i)>1&&(i=1);var s=Math.asin(i);return t.x=r,t.y=s,t},i.names=["Mollweide","moll"]},{"../common/adjust_lon":24}],75:[function(t,e,i){var n=484813681109536e-20;i.iterations=1,i.init=function(){this.A=[],this.A[1]=.6399175073,this.A[2]=-.1358797613,this.A[3]=.063294409,this.A[4]=-.02526853,this.A[5]=.0117879,this.A[6]=-.0055161,this.A[7]=.0026906,this.A[8]=-.001333,this.A[9]=67e-5,this.A[10]=-34e-5,this.B_re=[],this.B_im=[],this.B_re[1]=.7557853228,this.B_im[1]=0,this.B_re[2]=.249204646,this.B_im[2]=.003371507,this.B_re[3]=-.001541739,this.B_im[3]=.04105856,this.B_re[4]=-.10162907,this.B_im[4]=.01727609,this.B_re[5]=-.26623489,this.B_im[5]=-.36249218,
+        this.B_re[6]=-.6870983,this.B_im[6]=-1.1651967,this.C_re=[],this.C_im=[],this.C_re[1]=1.3231270439,this.C_im[1]=0,this.C_re[2]=-.577245789,this.C_im[2]=-.007809598,this.C_re[3]=.508307513,this.C_im[3]=-.112208952,this.C_re[4]=-.15094762,this.C_im[4]=.18200602,this.C_re[5]=1.01418179,this.C_im[5]=1.64497696,this.C_re[6]=1.9660549,this.C_im[6]=2.5127645,this.D=[],this.D[1]=1.5627014243,this.D[2]=.5185406398,this.D[3]=-.03333098,this.D[4]=-.1052906,this.D[5]=-.0368594,this.D[6]=.007317,this.D[7]=.0122,this.D[8]=.00394,this.D[9]=-.0013},i.forward=function(t){var e,i=t.x,r=t.y,s=r-this.lat0,o=i-this.long0,a=s/n*1e-5,l=o,u=1,h=0;for(e=1;10>=e;e++)u*=a,h+=this.A[e]*u;var c,p,d=h,f=l,g=1,m=0,_=0,v=0;for(e=1;6>=e;e++)c=g*d-m*f,p=m*d+g*f,g=c,m=p,_=_+this.B_re[e]*g-this.B_im[e]*m,v=v+this.B_im[e]*g+this.B_re[e]*m;return t.x=v*this.a+this.x0,t.y=_*this.a+this.y0,t},i.inverse=function(t){var e,i,r,s=t.x,o=t.y,a=s-this.x0,l=o-this.y0,u=l/this.a,h=a/this.a,c=1,p=0,d=0,f=0;for(e=1;6>=e;e++)i=c*u-p*h,r=p*u+c*h,c=i,p=r,d=d+this.C_re[e]*c-this.C_im[e]*p,f=f+this.C_im[e]*c+this.C_re[e]*p;for(var g=0;g<this.iterations;g++){var m,_,v=d,y=f,b=u,w=h;for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,b+=(e-1)*(this.B_re[e]*v-this.B_im[e]*y),w+=(e-1)*(this.B_im[e]*v+this.B_re[e]*y);v=1,y=0;var x=this.B_re[1],k=this.B_im[1];for(e=2;6>=e;e++)m=v*d-y*f,_=y*d+v*f,v=m,y=_,x+=e*(this.B_re[e]*v-this.B_im[e]*y),k+=e*(this.B_im[e]*v+this.B_re[e]*y);var M=x*x+k*k;d=(b*x+w*k)/M,f=(w*x-b*k)/M}var C=d,D=f,T=1,S=0;for(e=1;9>=e;e++)T*=C,S+=this.D[e]*T;var A=this.lat0+S*n*1e5,P=this.long0+D;return t.x=P,t.y=A,t},i.names=["New_Zealand_Map_Grid","nzmg"]},{}],76:[function(t,e,i){var n=t("../common/tsfnz"),r=t("../common/adjust_lon"),s=t("../common/phi2z"),o=Math.PI/2,a=Math.PI/4,l=1e-10;i.init=function(){this.no_off=this.no_off||!1,this.no_rot=this.no_rot||!1,isNaN(this.k0)&&(this.k0=1);var t=Math.sin(this.lat0),e=Math.cos(this.lat0),i=this.e*t;this.bl=Math.sqrt(1+this.es/(1-this.es)*Math.pow(e,4)),this.al=this.a*this.bl*this.k0*Math.sqrt(1-this.es)/(1-i*i);var s=n(this.e,this.lat0,t),o=this.bl/e*Math.sqrt((1-this.es)/(1-i*i));1>o*o&&(o=1);var a,l;if(isNaN(this.longc)){var u=n(this.e,this.lat1,Math.sin(this.lat1)),h=n(this.e,this.lat2,Math.sin(this.lat2));this.lat0>=0?this.el=(o+Math.sqrt(o*o-1))*Math.pow(s,this.bl):this.el=(o-Math.sqrt(o*o-1))*Math.pow(s,this.bl);var c=Math.pow(u,this.bl),p=Math.pow(h,this.bl);a=this.el/c,l=.5*(a-1/a);var d=(this.el*this.el-p*c)/(this.el*this.el+p*c),f=(p-c)/(p+c),g=r(this.long1-this.long2);this.long0=.5*(this.long1+this.long2)-Math.atan(d*Math.tan(.5*this.bl*g)/f)/this.bl,this.long0=r(this.long0);var m=r(this.long1-this.long0);this.gamma0=Math.atan(Math.sin(this.bl*m)/l),this.alpha=Math.asin(o*Math.sin(this.gamma0))}else a=this.lat0>=0?o+Math.sqrt(o*o-1):o-Math.sqrt(o*o-1),this.el=a*Math.pow(s,this.bl),l=.5*(a-1/a),this.gamma0=Math.asin(Math.sin(this.alpha)/o),this.long0=this.longc-Math.asin(l*Math.tan(this.gamma0))/this.bl;this.no_off?this.uc=0:this.lat0>=0?this.uc=this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha)):this.uc=-1*this.al/this.bl*Math.atan2(Math.sqrt(o*o-1),Math.cos(this.alpha))},i.forward=function(t){var e,i,s,u=t.x,h=t.y,c=r(u-this.long0);if(Math.abs(Math.abs(h)-o)<=l)s=h>0?-1:1,i=this.al/this.bl*Math.log(Math.tan(a+s*this.gamma0*.5)),e=-1*s*o*this.al/this.bl;else{var p=n(this.e,h,Math.sin(h)),d=this.el/Math.pow(p,this.bl),f=.5*(d-1/d),g=.5*(d+1/d),m=Math.sin(this.bl*c),_=(f*Math.sin(this.gamma0)-m*Math.cos(this.gamma0))/g;i=Math.abs(Math.abs(_)-1)<=l?Number.POSITIVE_INFINITY:.5*this.al*Math.log((1-_)/(1+_))/this.bl,e=Math.abs(Math.cos(this.bl*c))<=l?this.al*this.bl*c:this.al*Math.atan2(f*Math.cos(this.gamma0)+m*Math.sin(this.gamma0),Math.cos(this.bl*c))/this.bl}return this.no_rot?(t.x=this.x0+e,t.y=this.y0+i):(e-=this.uc,t.x=this.x0+i*Math.cos(this.alpha)+e*Math.sin(this.alpha),t.y=this.y0+e*Math.cos(this.alpha)-i*Math.sin(this.alpha)),t},i.inverse=function(t){var e,i;this.no_rot?(i=t.y-this.y0,e=t.x-this.x0):(i=(t.x-this.x0)*Math.cos(this.alpha)-(t.y-this.y0)*Math.sin(this.alpha),e=(t.y-this.y0)*Math.cos(this.alpha)+(t.x-this.x0)*Math.sin(this.alpha),e+=this.uc);var n=Math.exp(-1*this.bl*i/this.al),a=.5*(n-1/n),u=.5*(n+1/n),h=Math.sin(this.bl*e/this.al),c=(h*Math.cos(this.gamma0)+a*Math.sin(this.gamma0))/u,p=Math.pow(this.el/Math.sqrt((1+c)/(1-c)),1/this.bl);return Math.abs(c-1)<l?(t.x=this.long0,t.y=o):Math.abs(c+1)<l?(t.x=this.long0,t.y=-1*o):(t.y=s(this.e,p),t.x=r(this.long0-Math.atan2(a*Math.cos(this.gamma0)-h*Math.sin(this.gamma0),Math.cos(this.bl*e/this.al))/this.bl)),t},i.names=["Hotine_Oblique_Mercator","Hotine Oblique Mercator","Hotine_Oblique_Mercator_Azimuth_Natural_Origin","Hotine_Oblique_Mercator_Azimuth_Center","omerc"]},{"../common/adjust_lon":24,"../common/phi2z":35,"../common/tsfnz":43}],77:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/adjust_lon"),l=t("../common/adjust_lat"),u=t("../common/mlfn"),h=1e-10,c=t("../common/gN"),p=20;i.init=function(){this.temp=this.b/this.a,this.es=1-Math.pow(this.temp,2),this.e=Math.sqrt(this.es),this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*u(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=a(r-this.long0);if(n=o*Math.sin(s),this.sphere)Math.abs(s)<=h?(e=this.a*o,i=-1*this.a*this.lat0):(e=this.a*Math.sin(n)/Math.tan(s),i=this.a*(l(s-this.lat0)+(1-Math.cos(n))/Math.tan(s)));else if(Math.abs(s)<=h)e=this.a*o,i=-1*this.ml0;else{var p=c(this.a,this.e,Math.sin(s))/Math.tan(s);e=p*Math.sin(n),i=this.a*u(this.e0,this.e1,this.e2,this.e3,s)-this.ml0+p*(1-Math.cos(n))}return t.x=e+this.x0,t.y=i+this.y0,t},i.inverse=function(t){var e,i,n,r,s,o,l,c,d;if(n=t.x-this.x0,r=t.y-this.y0,this.sphere)if(Math.abs(r+this.a*this.lat0)<=h)e=a(n/this.a+this.long0),i=0;else{o=this.lat0+r/this.a,l=n*n/this.a/this.a+o*o,c=o;var f;for(s=p;s;--s)if(f=Math.tan(c),d=-1*(o*(c*f+1)-c-.5*(c*c+l)*f)/((c-o)/f-1),c+=d,Math.abs(d)<=h){i=c;break}e=a(this.long0+Math.asin(n*Math.tan(c)/this.a)/Math.sin(i))}else if(Math.abs(r+this.ml0)<=h)i=0,e=a(this.long0+n/this.a);else{o=(this.ml0+r)/this.a,l=n*n/this.a/this.a+o*o,c=o;var g,m,_,v,y;for(s=p;s;--s)if(y=this.e*Math.sin(c),g=Math.sqrt(1-y*y)*Math.tan(c),m=this.a*u(this.e0,this.e1,this.e2,this.e3,c),_=this.e0-2*this.e1*Math.cos(2*c)+4*this.e2*Math.cos(4*c)-6*this.e3*Math.cos(6*c),v=m/this.a,d=(o*(g*v+1)-v-.5*g*(v*v+l))/(this.es*Math.sin(2*c)*(v*v+l-2*o*v)/(4*g)+(o-v)*(g*_-2/Math.sin(2*c))-_),c-=d,Math.abs(d)<=h){i=c;break}g=Math.sqrt(1-this.es*Math.pow(Math.sin(i),2))*Math.tan(i),e=a(this.long0+Math.asin(n*g/this.a)/Math.sin(i))}return t.x=e,t.y=i,t},i.names=["Polyconic","poly"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/gN":30,"../common/mlfn":33}],78:[function(t,e,i){var n=t("../common/adjust_lon"),r=t("../common/adjust_lat"),s=t("../common/pj_enfn"),o=20,a=t("../common/pj_mlfn"),l=t("../common/pj_inv_mlfn"),u=Math.PI/2,h=1e-10,c=t("../common/asinz");i.init=function(){this.sphere?(this.n=1,this.m=0,this.es=0,this.C_y=Math.sqrt((this.m+1)/this.n),this.C_x=this.C_y/(this.m+1)):this.en=s(this.es)},i.forward=function(t){var e,i,r=t.x,s=t.y;if(r=n(r-this.long0),this.sphere){if(this.m)for(var l=this.n*Math.sin(s),u=o;u;--u){var c=(this.m*s+Math.sin(s)-l)/(this.m+Math.cos(s));if(s-=c,Math.abs(c)<h)break}else s=1!==this.n?Math.asin(this.n*Math.sin(s)):s;e=this.a*this.C_x*r*(this.m+Math.cos(s)),i=this.a*this.C_y*s}else{var p=Math.sin(s),d=Math.cos(s);i=this.a*a(s,p,d,this.en),e=this.a*r*d/Math.sqrt(1-this.es*p*p)}return t.x=e,t.y=i,t},i.inverse=function(t){var e,i,s,o;return t.x-=this.x0,s=t.x/this.a,t.y-=this.y0,e=t.y/this.a,this.sphere?(e/=this.C_y,s/=this.C_x*(this.m+Math.cos(e)),this.m?e=c((this.m*e+Math.sin(e))/this.n):1!==this.n&&(e=c(Math.sin(e)/this.n)),s=n(s+this.long0),e=r(e)):(e=l(t.y/this.a,this.es,this.en),o=Math.abs(e),u>o?(o=Math.sin(e),i=this.long0+t.x*Math.sqrt(1-this.es*o*o)/(this.a*Math.cos(e)),s=n(i)):u>o-h&&(s=this.long0)),t.x=s,t.y=e,t},i.names=["Sinusoidal","sinu"]},{"../common/adjust_lat":23,"../common/adjust_lon":24,"../common/asinz":25,"../common/pj_enfn":36,"../common/pj_inv_mlfn":37,"../common/pj_mlfn":38}],79:[function(t,e,i){i.init=function(){var t=this.lat0;this.lambda0=this.long0;var e=Math.sin(t),i=this.a,n=this.rf,r=1/n,s=2*r-Math.pow(r,2),o=this.e=Math.sqrt(s);this.R=this.k0*i*Math.sqrt(1-s)/(1-s*Math.pow(e,2)),this.alpha=Math.sqrt(1+s/(1-s)*Math.pow(Math.cos(t),4)),this.b0=Math.asin(e/this.alpha);var a=Math.log(Math.tan(Math.PI/4+this.b0/2)),l=Math.log(Math.tan(Math.PI/4+t/2)),u=Math.log((1+o*e)/(1-o*e));this.K=a-this.alpha*l+this.alpha*o/2*u},i.forward=function(t){var e=Math.log(Math.tan(Math.PI/4-t.y/2)),i=this.e/2*Math.log((1+this.e*Math.sin(t.y))/(1-this.e*Math.sin(t.y))),n=-this.alpha*(e+i)+this.K,r=2*(Math.atan(Math.exp(n))-Math.PI/4),s=this.alpha*(t.x-this.lambda0),o=Math.atan(Math.sin(s)/(Math.sin(this.b0)*Math.tan(r)+Math.cos(this.b0)*Math.cos(s))),a=Math.asin(Math.cos(this.b0)*Math.sin(r)-Math.sin(this.b0)*Math.cos(r)*Math.cos(s));return t.y=this.R/2*Math.log((1+Math.sin(a))/(1-Math.sin(a)))+this.y0,t.x=this.R*o+this.x0,t},i.inverse=function(t){for(var e=t.x-this.x0,i=t.y-this.y0,n=e/this.R,r=2*(Math.atan(Math.exp(i/this.R))-Math.PI/4),s=Math.asin(Math.cos(this.b0)*Math.sin(r)+Math.sin(this.b0)*Math.cos(r)*Math.cos(n)),o=Math.atan(Math.sin(n)/(Math.cos(this.b0)*Math.cos(n)-Math.sin(this.b0)*Math.tan(r))),a=this.lambda0+o/this.alpha,l=0,u=s,h=-1e3,c=0;Math.abs(u-h)>1e-7;){if(++c>20)return;l=1/this.alpha*(Math.log(Math.tan(Math.PI/4+s/2))-this.K)+this.e*Math.log(Math.tan(Math.PI/4+Math.asin(this.e*Math.sin(u))/2)),h=u,u=2*Math.atan(Math.exp(l))-Math.PI/2}return t.x=a,t.y=u,t},i.names=["somerc"]},{}],80:[function(t,e,i){var n=Math.PI/2,r=1e-10,s=t("../common/sign"),o=t("../common/msfnz"),a=t("../common/tsfnz"),l=t("../common/phi2z"),u=t("../common/adjust_lon");i.ssfn_=function(t,e,i){return e*=i,Math.tan(.5*(n+t))*Math.pow((1-e)/(1+e),.5*i)},i.init=function(){this.coslat0=Math.cos(this.lat0),this.sinlat0=Math.sin(this.lat0),this.sphere?1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*(1+s(this.lat0)*Math.sin(this.lat_ts))):(Math.abs(this.coslat0)<=r&&(this.lat0>0?this.con=1:this.con=-1),this.cons=Math.sqrt(Math.pow(1+this.e,1+this.e)*Math.pow(1-this.e,1-this.e)),1===this.k0&&!isNaN(this.lat_ts)&&Math.abs(this.coslat0)<=r&&(this.k0=.5*this.cons*o(this.e,Math.sin(this.lat_ts),Math.cos(this.lat_ts))/a(this.e,this.con*this.lat_ts,this.con*Math.sin(this.lat_ts))),this.ms1=o(this.e,this.sinlat0,this.coslat0),this.X0=2*Math.atan(this.ssfn_(this.lat0,this.sinlat0,this.e))-n,this.cosX0=Math.cos(this.X0),this.sinX0=Math.sin(this.X0))},i.forward=function(t){var e,i,s,o,l,h,c=t.x,p=t.y,d=Math.sin(p),f=Math.cos(p),g=u(c-this.long0);return Math.abs(Math.abs(c-this.long0)-Math.PI)<=r&&Math.abs(p+this.lat0)<=r?(t.x=NaN,t.y=NaN,t):this.sphere?(e=2*this.k0/(1+this.sinlat0*d+this.coslat0*f*Math.cos(g)),t.x=this.a*e*f*Math.sin(g)+this.x0,t.y=this.a*e*(this.coslat0*d-this.sinlat0*f*Math.cos(g))+this.y0,t):(i=2*Math.atan(this.ssfn_(p,d,this.e))-n,o=Math.cos(i),s=Math.sin(i),Math.abs(this.coslat0)<=r?(l=a(this.e,p*this.con,this.con*d),h=2*this.a*this.k0*l/this.cons,t.x=this.x0+h*Math.sin(c-this.long0),t.y=this.y0-this.con*h*Math.cos(c-this.long0),t):(Math.abs(this.sinlat0)<r?(e=2*this.a*this.k0/(1+o*Math.cos(g)),t.y=e*s):(e=2*this.a*this.k0*this.ms1/(this.cosX0*(1+this.sinX0*s+this.cosX0*o*Math.cos(g))),t.y=e*(this.cosX0*s-this.sinX0*o*Math.cos(g))+this.y0),t.x=e*o*Math.sin(g)+this.x0,t))},i.inverse=function(t){t.x-=this.x0,t.y-=this.y0;var e,i,s,o,a,h=Math.sqrt(t.x*t.x+t.y*t.y);if(this.sphere){var c=2*Math.atan(h/(.5*this.a*this.k0));return e=this.long0,i=this.lat0,r>=h?(t.x=e,t.y=i,t):(i=Math.asin(Math.cos(c)*this.sinlat0+t.y*Math.sin(c)*this.coslat0/h),e=u(Math.abs(this.coslat0)<r?this.lat0>0?this.long0+Math.atan2(t.x,-1*t.y):this.long0+Math.atan2(t.x,t.y):this.long0+Math.atan2(t.x*Math.sin(c),h*this.coslat0*Math.cos(c)-t.y*this.sinlat0*Math.sin(c))),t.x=e,t.y=i,t)}if(Math.abs(this.coslat0)<=r){if(r>=h)return i=this.lat0,e=this.long0,t.x=e,t.y=i,t;t.x*=this.con,t.y*=this.con,s=h*this.cons/(2*this.a*this.k0),i=this.con*l(this.e,s),e=this.con*u(this.con*this.long0+Math.atan2(t.x,-1*t.y))}else o=2*Math.atan(h*this.cosX0/(2*this.a*this.k0*this.ms1)),e=this.long0,r>=h?a=this.X0:(a=Math.asin(Math.cos(o)*this.sinX0+t.y*Math.sin(o)*this.cosX0/h),e=u(this.long0+Math.atan2(t.x*Math.sin(o),h*this.cosX0*Math.cos(o)-t.y*this.sinX0*Math.sin(o)))),i=-1*l(this.e,Math.tan(.5*(n+a)));return t.x=e,t.y=i,t},i.names=["stere","Stereographic_South_Pole","Polar Stereographic (variant B)"]},{"../common/adjust_lon":24,"../common/msfnz":34,"../common/phi2z":35,"../common/sign":40,"../common/tsfnz":43}],81:[function(t,e,i){var n=t("./gauss"),r=t("../common/adjust_lon");i.init=function(){n.init.apply(this),this.rc&&(this.sinc0=Math.sin(this.phic0),this.cosc0=Math.cos(this.phic0),this.R2=2*this.rc,this.title||(this.title="Oblique Stereographic Alternative"))},i.forward=function(t){var e,i,s,o;return t.x=r(t.x-this.long0),n.forward.apply(this,[t]),e=Math.sin(t.y),i=Math.cos(t.y),s=Math.cos(t.x),o=this.k0*this.R2/(1+this.sinc0*e+this.cosc0*i*s),t.x=o*i*Math.sin(t.x),t.y=o*(this.cosc0*e-this.sinc0*i*s),t.x=this.a*t.x+this.x0,t.y=this.a*t.y+this.y0,t},i.inverse=function(t){var e,i,s,o,a;if(t.x=(t.x-this.x0)/this.a,t.y=(t.y-this.y0)/this.a,t.x/=this.k0,t.y/=this.k0,a=Math.sqrt(t.x*t.x+t.y*t.y)){var l=2*Math.atan2(a,this.R2);e=Math.sin(l),i=Math.cos(l),o=Math.asin(i*this.sinc0+t.y*e*this.cosc0/a),s=Math.atan2(t.x*e,a*this.cosc0*i-t.y*this.sinc0*e)}else o=this.phic0,s=0;return t.x=s,t.y=o,n.inverse.apply(this,[t]),t.x=r(t.x+this.long0),t},i.names=["Stereographic_North_Pole","Oblique_Stereographic","Polar_Stereographic","sterea","Oblique Stereographic Alternative"]},{"../common/adjust_lon":24,"./gauss":66}],82:[function(t,e,i){var n=t("../common/e0fn"),r=t("../common/e1fn"),s=t("../common/e2fn"),o=t("../common/e3fn"),a=t("../common/mlfn"),l=t("../common/adjust_lon"),u=Math.PI/2,h=1e-10,c=t("../common/sign"),p=t("../common/asinz");i.init=function(){this.e0=n(this.es),this.e1=r(this.es),this.e2=s(this.es),this.e3=o(this.es),this.ml0=this.a*a(this.e0,this.e1,this.e2,this.e3,this.lat0)},i.forward=function(t){var e,i,n,r=t.x,s=t.y,o=l(r-this.long0),u=Math.sin(s),h=Math.cos(s);if(this.sphere){var c=h*Math.sin(o);if(Math.abs(Math.abs(c)-1)<1e-10)return 93;i=.5*this.a*this.k0*Math.log((1+c)/(1-c)),e=Math.acos(h*Math.cos(o)/Math.sqrt(1-c*c)),0>s&&(e=-e),n=this.a*this.k0*(e-this.lat0)}else{var p=h*o,d=Math.pow(p,2),f=this.ep2*Math.pow(h,2),g=Math.tan(s),m=Math.pow(g,2);e=1-this.es*Math.pow(u,2);var _=this.a/Math.sqrt(e),v=this.a*a(this.e0,this.e1,this.e2,this.e3,s);i=this.k0*_*p*(1+d/6*(1-m+f+d/20*(5-18*m+Math.pow(m,2)+72*f-58*this.ep2)))+this.x0,n=this.k0*(v-this.ml0+_*g*(d*(.5+d/24*(5-m+9*f+4*Math.pow(f,2)+d/30*(61-58*m+Math.pow(m,2)+600*f-330*this.ep2)))))+this.y0}return t.x=i,t.y=n,t},i.inverse=function(t){var e,i,n,r,s,o,a=6;if(this.sphere){var d=Math.exp(t.x/(this.a*this.k0)),f=.5*(d-1/d),g=this.lat0+t.y/(this.a*this.k0),m=Math.cos(g);e=Math.sqrt((1-m*m)/(1+f*f)),s=p(e),0>g&&(s=-s),o=0===f&&0===m?this.long0:l(Math.atan2(f,m)+this.long0)}else{var _=t.x-this.x0,v=t.y-this.y0;for(e=(this.ml0+v/this.k0)/this.a,i=e,r=0;!0&&(n=(e+this.e1*Math.sin(2*i)-this.e2*Math.sin(4*i)+this.e3*Math.sin(6*i))/this.e0-i,i+=n,!(Math.abs(n)<=h));r++)if(r>=a)return 95;if(Math.abs(i)<u){var y=Math.sin(i),b=Math.cos(i),w=Math.tan(i),x=this.ep2*Math.pow(b,2),k=Math.pow(x,2),M=Math.pow(w,2),C=Math.pow(M,2);e=1-this.es*Math.pow(y,2);var D=this.a/Math.sqrt(e),T=D*(1-this.es)/e,S=_/(D*this.k0),A=Math.pow(S,2);s=i-D*w*A/T*(.5-A/24*(5+3*M+10*x-4*k-9*this.ep2-A/30*(61+90*M+298*x+45*C-252*this.ep2-3*k))),o=l(this.long0+S*(1-A/6*(1+2*M+x-A/20*(5-2*x+28*M-3*k+8*this.ep2+24*C)))/b)}else s=u*c(v),o=this.long0}return t.x=o,t.y=s,t},i.names=["Transverse_Mercator","Transverse Mercator","tmerc"]},{"../common/adjust_lon":24,"../common/asinz":25,"../common/e0fn":26,"../common/e1fn":27,"../common/e2fn":28,"../common/e3fn":29,"../common/mlfn":33,"../common/sign":40}],83:[function(t,e,i){var n=.017453292519943295,r=t("./tmerc");i.dependsOn="tmerc",i.init=function(){this.zone&&(this.lat0=0,this.long0=(6*Math.abs(this.zone)-183)*n,this.x0=5e5,this.y0=this.utmSouth?1e7:0,this.k0=.9996,r.init.apply(this),this.forward=r.forward,this.inverse=r.inverse)},i.names=["Universal Transverse Mercator System","utm"]},{"./tmerc":82}],84:[function(t,e,i){var n=t("../common/adjust_lon"),r=Math.PI/2,s=1e-10,o=t("../common/asinz");i.init=function(){this.R=this.a},i.forward=function(t){var e,i,a=t.x,l=t.y,u=n(a-this.long0);Math.abs(l)<=s&&(e=this.x0+this.R*u,i=this.y0);var h=o(2*Math.abs(l/Math.PI));(Math.abs(u)<=s||Math.abs(Math.abs(l)-r)<=s)&&(e=this.x0,i=l>=0?this.y0+Math.PI*this.R*Math.tan(.5*h):this.y0+Math.PI*this.R*-Math.tan(.5*h));var c=.5*Math.abs(Math.PI/u-u/Math.PI),p=c*c,d=Math.sin(h),f=Math.cos(h),g=f/(d+f-1),m=g*g,_=g*(2/d-1),v=_*_,y=Math.PI*this.R*(c*(g-v)+Math.sqrt(p*(g-v)*(g-v)-(v+p)*(m-v)))/(v+p);0>u&&(y=-y),e=this.x0+y;var b=p+g;return y=Math.PI*this.R*(_*b-c*Math.sqrt((v+p)*(p+1)-b*b))/(v+p),i=l>=0?this.y0+y:this.y0-y,t.x=e,t.y=i,t},i.inverse=function(t){var e,i,r,o,a,l,u,h,c,p,d,f,g;return t.x-=this.x0,t.y-=this.y0,d=Math.PI*this.R,r=t.x/d,o=t.y/d,a=r*r+o*o,l=-Math.abs(o)*(1+a),u=l-2*o*o+r*r,h=-2*l+1+2*o*o+a*a,g=o*o/h+(2*u*u*u/h/h/h-9*l*u/h/h)/27,c=(l-u*u/3/h)/h,p=2*Math.sqrt(-c/3),d=3*g/c/p,Math.abs(d)>1&&(d=d>=0?1:-1),f=Math.acos(d)/3,i=t.y>=0?(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI:-(-p*Math.cos(f+Math.PI/3)-u/3/h)*Math.PI,e=Math.abs(r)<s?this.long0:n(this.long0+Math.PI*(a-1+Math.sqrt(1+2*(r*r-o*o)+a*a))/2/r),t.x=e,t.y=i,t},i.names=["Van_der_Grinten_I","VanDerGrinten","vandg"]},{"../common/adjust_lon":24,"../common/asinz":25}],85:[function(t,e,i){var n=.017453292519943295,r=57.29577951308232,s=1,o=2,a=t("./datum_transform"),l=t("./adjust_axis"),u=t("./Proj"),h=t("./common/toPoint");e.exports=function c(t,e,i){function p(t,e){return(t.datum.datum_type===s||t.datum.datum_type===o)&&"WGS84"!==e.datumCode}var d;return Array.isArray(i)&&(i=h(i)),t.datum&&e.datum&&(p(t,e)||p(e,t))&&(d=new u("WGS84"),c(t,d,i),t=d),"enu"!==t.axis&&l(t,!1,i),"longlat"===t.projName?(i.x*=n,i.y*=n):(t.to_meter&&(i.x*=t.to_meter,i.y*=t.to_meter),t.inverse(i)),t.from_greenwich&&(i.x+=t.from_greenwich),i=a(t.datum,e.datum,i),e.from_greenwich&&(i.x-=e.from_greenwich),"longlat"===e.projName?(i.x*=r,i.y*=r):(e.forward(i),e.to_meter&&(i.x/=e.to_meter,i.y/=e.to_meter)),"enu"!==e.axis&&l(e,!0,i),i}},{"./Proj":21,"./adjust_axis":22,"./common/toPoint":42,"./datum_transform":50}],86:[function(t,e,i){function n(t,e,i){t[e]=i.map(function(t){var e={};return r(t,e),e}).reduce(function(t,e){return u(t,e)},{})}function r(t,e){var i;return Array.isArray(t)?(i=t.shift(),"PARAMETER"===i&&(i=t.shift()),1===t.length?Array.isArray(t[0])?(e[i]={},r(t[0],e[i])):e[i]=t[0]:t.length?"TOWGS84"===i?e[i]=t:(e[i]={},["UNIT","PRIMEM","VERT_DATUM"].indexOf(i)>-1?(e[i]={name:t[0].toLowerCase(),convert:t[1]},3===t.length&&(e[i].auth=t[2])):"SPHEROID"===i?(e[i]={name:t[0],a:t[1],rf:t[2]},4===t.length&&(e[i].auth=t[3])):["GEOGCS","GEOCCS","DATUM","VERT_CS","COMPD_CS","LOCAL_CS","FITTED_CS","LOCAL_DATUM"].indexOf(i)>-1?(t[0]=["name",t[0]],n(e,i,t)):t.every(function(t){return Array.isArray(t)})?n(e,i,t):r(t,e[i])):e[i]=!0,void 0):void(e[t]=!0)}function s(t,e){var i=e[0],n=e[1];!(i in t)&&n in t&&(t[i]=t[n],3===e.length&&(t[i]=e[2](t[i])))}function o(t){return t*l}function a(t){function e(e){var i=t.to_meter||1;return parseFloat(e,10)*i}"GEOGCS"===t.type?t.projName="longlat":"LOCAL_CS"===t.type?(t.projName="identity",t.local=!0):"object"==typeof t.PROJECTION?t.projName=Object.keys(t.PROJECTION)[0]:t.projName=t.PROJECTION,t.UNIT&&(t.units=t.UNIT.name.toLowerCase(),"metre"===t.units&&(t.units="meter"),t.UNIT.convert&&(t.to_meter=parseFloat(t.UNIT.convert,10))),t.GEOGCS&&(t.GEOGCS.DATUM?t.datumCode=t.GEOGCS.DATUM.name.toLowerCase():t.datumCode=t.GEOGCS.name.toLowerCase(),"d_"===t.datumCode.slice(0,2)&&(t.datumCode=t.datumCode.slice(2)),("new_zealand_geodetic_datum_1949"===t.datumCode||"new_zealand_1949"===t.datumCode)&&(t.datumCode="nzgd49"),"wgs_1984"===t.datumCode&&("Mercator_Auxiliary_Sphere"===t.PROJECTION&&(t.sphere=!0),t.datumCode="wgs84"),"_ferro"===t.datumCode.slice(-6)&&(t.datumCode=t.datumCode.slice(0,-6)),"_jakarta"===t.datumCode.slice(-8)&&(t.datumCode=t.datumCode.slice(0,-8)),~t.datumCode.indexOf("belge")&&(t.datumCode="rnb72"),t.GEOGCS.DATUM&&t.GEOGCS.DATUM.SPHEROID&&(t.ellps=t.GEOGCS.DATUM.SPHEROID.name.replace("_19","").replace(/[Cc]larke\_18/,"clrk"),"international"===t.ellps.toLowerCase().slice(0,13)&&(t.ellps="intl"),t.a=t.GEOGCS.DATUM.SPHEROID.a,t.rf=parseFloat(t.GEOGCS.DATUM.SPHEROID.rf,10)),~t.datumCode.indexOf("osgb_1936")&&(t.datumCode="osgb36")),t.b&&!isFinite(t.b)&&(t.b=t.a);var i=function(e){return s(t,e)},n=[["standard_parallel_1","Standard_Parallel_1"],["standard_parallel_2","Standard_Parallel_2"],["false_easting","False_Easting"],["false_northing","False_Northing"],["central_meridian","Central_Meridian"],["latitude_of_origin","Latitude_Of_Origin"],["latitude_of_origin","Central_Parallel"],["scale_factor","Scale_Factor"],["k0","scale_factor"],["latitude_of_center","Latitude_of_center"],["lat0","latitude_of_center",o],["longitude_of_center","Longitude_Of_Center"],["longc","longitude_of_center",o],["x0","false_easting",e],["y0","false_northing",e],["long0","central_meridian",o],["lat0","latitude_of_origin",o],["lat0","standard_parallel_1",o],["lat1","standard_parallel_1",o],["lat2","standard_parallel_2",o],["alpha","azimuth",o],["srsCode","name"]];n.forEach(i),t.long0||!t.longc||"Albers_Conic_Equal_Area"!==t.projName&&"Lambert_Azimuthal_Equal_Area"!==t.projName||(t.long0=t.longc),t.lat_ts||!t.lat1||"Stereographic_South_Pole"!==t.projName&&"Polar Stereographic (variant B)"!==t.projName||(t.lat0=o(t.lat1>0?90:-90),t.lat_ts=t.lat1)}var l=.017453292519943295,u=t("./extend");e.exports=function(t,e){var i=JSON.parse((","+t).replace(/\s*\,\s*([A-Z_0-9]+?)(\[)/g,',["$1",').slice(1).replace(/\s*\,\s*([A-Z_0-9]+?)\]/g,',"$1"]').replace(/,\["VERTCS".+/,"")),n=i.shift(),s=i.shift();i.unshift(["name",s]),i.unshift(["type",n]),i.unshift("output");var o={};return r(i,o),a(o.output),u(e,o.output)}},{"./extend":53}],87:[function(t,e,i){function n(t){return t*(Math.PI/180)}function r(t){return 180*(t/Math.PI)}function s(t){var e,i,r,s,o,l,u,h,c,p=t.lat,d=t.lon,f=6378137,g=.00669438,m=.9996,_=n(p),v=n(d);c=Math.floor((d+180)/6)+1,180===d&&(c=60),p>=56&&64>p&&d>=3&&12>d&&(c=32),p>=72&&84>p&&(d>=0&&9>d?c=31:d>=9&&21>d?c=33:d>=21&&33>d?c=35:d>=33&&42>d&&(c=37)),e=6*(c-1)-180+3,h=n(e),i=g/(1-g),r=f/Math.sqrt(1-g*Math.sin(_)*Math.sin(_)),s=Math.tan(_)*Math.tan(_),o=i*Math.cos(_)*Math.cos(_),l=Math.cos(_)*(v-h),u=f*((1-g/4-3*g*g/64-5*g*g*g/256)*_-(3*g/8+3*g*g/32+45*g*g*g/1024)*Math.sin(2*_)+(15*g*g/256+45*g*g*g/1024)*Math.sin(4*_)-35*g*g*g/3072*Math.sin(6*_));var y=m*r*(l+(1-s+o)*l*l*l/6+(5-18*s+s*s+72*o-58*i)*l*l*l*l*l/120)+5e5,b=m*(u+r*Math.tan(_)*(l*l/2+(5-s+9*o+4*o*o)*l*l*l*l/24+(61-58*s+s*s+600*o-330*i)*l*l*l*l*l*l/720));return 0>p&&(b+=1e7),{northing:Math.round(b),easting:Math.round(y),zoneNumber:c,zoneLetter:a(p)}}function o(t){var e=t.northing,i=t.easting,n=t.zoneLetter,s=t.zoneNumber;if(0>s||s>60)return null;var a,l,u,h,c,p,d,f,g,m,_=.9996,v=6378137,y=.00669438,b=(1-Math.sqrt(1-y))/(1+Math.sqrt(1-y)),w=i-5e5,x=e;"N">n&&(x-=1e7),f=6*(s-1)-180+3,a=y/(1-y),d=x/_,g=d/(v*(1-y/4-3*y*y/64-5*y*y*y/256)),m=g+(3*b/2-27*b*b*b/32)*Math.sin(2*g)+(21*b*b/16-55*b*b*b*b/32)*Math.sin(4*g)+151*b*b*b/96*Math.sin(6*g),l=v/Math.sqrt(1-y*Math.sin(m)*Math.sin(m)),u=Math.tan(m)*Math.tan(m),h=a*Math.cos(m)*Math.cos(m),c=v*(1-y)/Math.pow(1-y*Math.sin(m)*Math.sin(m),1.5),p=w/(l*_);var k=m-l*Math.tan(m)/c*(p*p/2-(5+3*u+10*h-4*h*h-9*a)*p*p*p*p/24+(61+90*u+298*h+45*u*u-252*a-3*h*h)*p*p*p*p*p*p/720);k=r(k);var M=(p-(1+2*u+h)*p*p*p/6+(5-2*h+28*u-3*h*h+8*a+24*u*u)*p*p*p*p*p/120)/Math.cos(m);M=f+r(M);var C;if(t.accuracy){var D=o({northing:t.northing+t.accuracy,easting:t.easting+t.accuracy,zoneLetter:t.zoneLetter,zoneNumber:t.zoneNumber});C={top:D.lat,right:D.lon,bottom:k,left:M}}else C={lat:k,lon:M};return C}function a(t){var e="Z";return 84>=t&&t>=72?e="X":72>t&&t>=64?e="W":64>t&&t>=56?e="V":56>t&&t>=48?e="U":48>t&&t>=40?e="T":40>t&&t>=32?e="S":32>t&&t>=24?e="R":24>t&&t>=16?e="Q":16>t&&t>=8?e="P":8>t&&t>=0?e="N":0>t&&t>=-8?e="M":-8>t&&t>=-16?e="L":-16>t&&t>=-24?e="K":-24>t&&t>=-32?e="J":-32>t&&t>=-40?e="H":-40>t&&t>=-48?e="G":-48>t&&t>=-56?e="F":-56>t&&t>=-64?e="E":-64>t&&t>=-72?e="D":-72>t&&t>=-80&&(e="C"),e}function l(t,e){var i="00000"+t.easting,n="00000"+t.northing;return t.zoneNumber+t.zoneLetter+u(t.easting,t.northing,t.zoneNumber)+i.substr(i.length-5,e)+n.substr(n.length-5,e)}function u(t,e,i){var n=h(i),r=Math.floor(t/1e5),s=Math.floor(e/1e5)%20;return c(r,s,n)}function h(t){var e=t%m;return 0===e&&(e=m),e}function c(t,e,i){var n=i-1,r=_.charCodeAt(n),s=v.charCodeAt(n),o=r+t-1,a=s+e,l=!1;o>k&&(o=o-k+y-1,l=!0),(o===b||b>r&&o>b||(o>b||b>r)&&l)&&o++,(o===w||w>r&&o>w||(o>w||w>r)&&l)&&(o++,o===b&&o++),o>k&&(o=o-k+y-1),a>x?(a=a-x+y-1,l=!0):l=!1,(a===b||b>s&&a>b||(a>b||b>s)&&l)&&a++,(a===w||w>s&&a>w||(a>w||w>s)&&l)&&(a++,a===b&&a++),a>x&&(a=a-x+y-1);var u=String.fromCharCode(o)+String.fromCharCode(a);return u}function p(t){if(t&&0===t.length)throw"MGRSPoint coverting from nothing";for(var e,i=t.length,n=null,r="",s=0;!/[A-Z]/.test(e=t.charAt(s));){if(s>=2)throw"MGRSPoint bad conversion from: "+t;r+=e,s++}var o=parseInt(r,10);if(0===s||s+3>i)throw"MGRSPoint bad conversion from: "+t;var a=t.charAt(s++);if("A">=a||"B"===a||"Y"===a||a>="Z"||"I"===a||"O"===a)throw"MGRSPoint zone letter "+a+" not handled: "+t;n=t.substring(s,s+=2);for(var l=h(o),u=d(n.charAt(0),l),c=f(n.charAt(1),l);c<g(a);)c+=2e6;var p=i-s;if(p%2!==0)throw"MGRSPoint has to have an even number \nof digits after the zone letter and two 100km letters - front \nhalf for easting meters, second half for \nnorthing meters"+t;var m,_,v,y,b,w=p/2,x=0,k=0;return w>0&&(m=1e5/Math.pow(10,w),_=t.substring(s,s+w),x=parseFloat(_)*m,v=t.substring(s+w),k=parseFloat(v)*m),y=x+u,b=k+c,{easting:y,northing:b,zoneLetter:a,zoneNumber:o,accuracy:m}}function d(t,e){for(var i=_.charCodeAt(e-1),n=1e5,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>k){if(r)throw"Bad character: "+t;i=y,r=!0}n+=1e5}return n}function f(t,e){if(t>"V")throw"MGRSPoint given invalid Northing "+t;for(var i=v.charCodeAt(e-1),n=0,r=!1;i!==t.charCodeAt(0);){if(i++,i===b&&i++,i===w&&i++,i>x){if(r)throw"Bad character: "+t;i=y,r=!0}n+=1e5}return n}function g(t){var e;switch(t){case"C":e=11e5;break;case"D":e=2e6;break;case"E":e=28e5;break;case"F":e=37e5;break;case"G":e=46e5;break;case"H":e=55e5;break;case"J":e=64e5;break;case"K":e=73e5;break;case"L":e=82e5;break;case"M":e=91e5;break;case"N":e=0;break;case"P":e=8e5;break;case"Q":e=17e5;break;case"R":e=26e5;break;case"S":e=35e5;break;case"T":e=44e5;break;case"U":e=53e5;break;case"V":e=62e5;break;case"W":e=7e6;break;case"X":e=79e5;break;default:e=-1}if(e>=0)return e;throw"Invalid zone letter: "+t}var m=6,_="AJSAJS",v="AFAFAF",y=65,b=73,w=79,x=86,k=90;i.forward=function(t,e){return e=e||5,l(s({lat:t[1],lon:t[0]}),e)},i.inverse=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat,e.lon,e.lat]:[e.left,e.bottom,e.right,e.top]},i.toPoint=function(t){var e=o(p(t.toUpperCase()));return e.lat&&e.lon?[e.lon,e.lat]:[(e.left+e.right)/2,(e.top+e.bottom)/2]}},{}],88:[function(t,e,i){e.exports={name:"proj4",version:"2.3.10",description:"Proj4js is a JavaScript library to transform point coordinates from one coordinate system to another, including datum transformations.",main:"lib/index.js",directories:{test:"test",doc:"docs"},scripts:{test:"./node_modules/istanbul/lib/cli.js test ./node_modules/mocha/bin/_mocha test/test.js"},repository:{type:"git",url:"git://github.com/proj4js/proj4js.git"},author:"",license:"MIT",jam:{main:"dist/proj4.js",include:["dist/proj4.js","README.md","AUTHORS","LICENSE.md"]},devDependencies:{"grunt-cli":"~0.1.13",grunt:"~0.4.2","grunt-contrib-connect":"~0.6.0","grunt-contrib-jshint":"~0.8.0",chai:"~1.8.1",mocha:"~1.17.1","grunt-mocha-phantomjs":"~0.4.0",browserify:"~3.24.5","grunt-browserify":"~1.3.0","grunt-contrib-uglify":"~0.3.2",curl:"git://github.com/cujojs/curl.git",istanbul:"~0.2.4",tin:"~0.4.0"},dependencies:{mgrs:"~0.0.2"},contributors:[{name:"Mike Adair",email:"madair@dmsolutions.ca"},{name:"Richard Greenwood",email:"rich@greenwoodmap.com"},{name:"Calvin Metcalf",email:"calvin.metcalf@gmail.com"},{name:"Richard 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n,r,s;s=function(t){for(;0>t;)t+=2*Math.PI;for(;t>2*Math.PI;)t-=2*Math.PI;return t},r=function(t,e){return Math.abs(s(t-e))},n=function(t,e,i,n){var o;return t=s(t),o=r(e,i),"anticlock"===n?r(e,t)<=o&&r(t,i)<=o:!(r(e,t)<=o&&r(t,i)<=o)},e.exports={angle_norm:s,angle_dist:r,angle_between:n}},{}],121:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A=function(t,e){return function(){return t.apply(e,arguments)}},P=function(t,e){function i(){this.constructor=t}for(var n in e)E.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,
+        t.prototype=new i,t.__super__=e.prototype,t},E={}.hasOwnProperty;w=t("underscore"),n=t("jquery"),r=t("backbone"),null!=i._bokehTest?M={}:(M=t("kiwi"),h=M.Expression,a=M.Constraint,g=M.Operator,u=g.Eq,f=g.Le,c=g.Ge),x=t("./build_views"),s=t("./canvas"),o=t("./cartesian_frame"),l=t("./continuum_view"),b=t("./ui_events"),p=t("./has_parent"),d=t("./layout_box"),C=t("./logging").logger,T=t("./plot_utils"),v=t("./solver"),y=t("./tool_manager"),D=t("./plot_template"),S=t("./properties"),k=null,_=function(t){function e(){return this.resize=A(this.resize,this),this.remove=A(this.remove,this),this.request_render=A(this.request_render,this),e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.className="bk-plot",e.prototype.template=D,e.prototype.view_options=function(){return w.extend({plot_model:this.model,plot_view:this},this.options)},e.prototype.pause=function(){return this.is_paused=!0},e.prototype.unpause=function(){return this.is_paused=!1,this.request_render()},e.prototype.request_render=function(){this.is_paused||this.throttled_render(!0)},e.prototype.remove=function(){var t,i,n,r;e.__super__.remove.call(this),i=this.tools,n=[];for(t in i)r=i[t],n.push(r.remove());return n},e.prototype.initialize=function(t){var i,r,s,o,a,l,u,h,c,p;for(e.__super__.initialize.call(this,t),this.pause(),this.model.initialize_layout(this.model.solver),this.frame=this.mget("frame"),this.x_range=this.frame.get("x_ranges")["default"],this.y_range=this.frame.get("y_ranges")["default"],this.xmapper=this.frame.get("x_mappers")["default"],this.ymapper=this.frame.get("y_mappers")["default"],this.$el.html(this.template()),this.canvas=this.mget("canvas"),this.canvas_view=new this.canvas.default_view({model:this.canvas}),this.$(".bk-plot-canvas-wrapper").append(this.canvas_view.el),this.canvas_view.render(),(this.mget("webgl")||window.location.search.indexOf("webgl=1")>0)&&-1===window.location.search.indexOf("webgl=0")&&this.init_webgl(),this.throttled_render=T.throttle_animation(this.render,15),this.outline_props=new S.Line({obj:this.model,prefix:"outline_"}),this.title_props=new S.Text({obj:this.model,prefix:"title_"}),this.renderers={},this.tools={},this.levels={},a=T.LEVELS,r=0,s=a.length;s>r;r++)o=a[r],this.levels[o]={};this.build_levels(),this.bind_bokeh_events(),this.model.add_constraints(this.canvas.solver),this.listenTo(this.canvas.solver,"layout_update",this.request_render),this.ui_event_bus=new b({tool_manager:this.mget("tool_manager"),hit_area:this.canvas_view.$el}),l=this.tools;for(i in l)h=l[i],this.ui_event_bus.register_tool(h);return c=this.mget("toolbar_location"),null!=c&&(p=".bk-plot-"+c,C.debug("attaching toolbar to "+p+" for plot "+this.model.id),this.tm_view=new y.View({model:this.mget("tool_manager"),el:this.$(p)})),this.update_dataranges(),this.mget("responsive")&&(u=w.throttle(this.resize,100),n(window).on("resize",u),n(this.resize)),this.unpause(),C.debug("PlotView initialized"),this},e.prototype.init_webgl=function(){var t,e;return t=k,null==t&&(k=t=document.createElement("canvas"),e={premultipliedAlpha:!0},t.gl=t.getContext("webgl",e)||t.getContext("experimental-webgl",e)),null!=t.gl?this.canvas_view.ctx.glcanvas=t:C.warn("WebGL is not supported, falling back to 2D canvas.")},e.prototype.update_dataranges=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f;i=this.model.get("frame"),e={},l=this.renderers;for(r in l)p=l[r],t=null!=(u=p.glyph)&&"function"==typeof u.bounds?u.bounds():void 0,null!=t&&(e[r]=t);for(h=w.values(i.get("x_ranges")),n=0,o=h.length;o>n;n++)d=h[n],"function"==typeof d.update&&d.update(e,0,this);for(c=w.values(i.get("y_ranges")),s=0,a=c.length;a>s;s++)f=c[s],"function"==typeof f.update&&f.update(e,1,this);return this.range_update_timestamp=Date.now()},e.prototype.map_to_screen=function(t,e,i,n){return null==i&&(i="default"),null==n&&(n="default"),this.frame.map_to_screen(t,e,this.canvas,i,n)},e.prototype.update_range=function(t){var e,i,n,r,s,o;null==t&&(t=this.initial_range_info),this.pause(),i=this.frame.get("x_ranges");for(e in i)o=i[e],(o.get("start")!==t.xrs[e].start||o.get("end")!==t.xrs[e].end)&&(o.set(t.xrs[e]),null!=(n=o.get("callback"))&&n.execute(this.model));r=this.frame.get("y_ranges");for(e in r)o=r[e],(o.get("start")!==t.yrs[e].start||o.get("end")!==t.yrs[e].end)&&(o.set(t.yrs[e]),null!=(s=o.get("callback"))&&s.execute(this.model));return this.unpause()},e.prototype.build_levels=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d;for(l=w.keys(this.renderers),d=x(this.renderers,this.mget("renderers"),this.view_options()),u=w.difference(l,w.pluck(this.mget("renderers"),"id")),e=0,n=u.length;n>e;e++)t=u[e],delete this.levels.glyph[t];for(c=x(this.tools,this.mget("tools"),this.view_options()),i=0,r=d.length;r>i;i++)p=d[i],o=p.mget("level"),this.levels[o][p.model.id]=p,p.bind_bokeh_events();for(a=0,s=c.length;s>a;a++)h=c[a],o=h.mget("level"),this.levels[o][h.model.id]=h,h.bind_bokeh_events();return this},e.prototype.bind_bokeh_events=function(){var t,e,i,n;e=this.mget("frame").get("x_ranges");for(t in e)n=e[t],this.listenTo(n,"change",this.request_render);i=this.mget("frame").get("y_ranges");for(t in i)n=i[t],this.listenTo(n,"change",this.request_render);return this.listenTo(this.model,"change:renderers",this.build_levels),this.listenTo(this.model,"change:tool",this.build_levels),this.listenTo(this.model,"change",this.request_render),this.listenTo(this.model,"destroy",function(t){return function(){return t.remove()}}(this))},e.prototype.set_initial_range=function(){var t,e,i,n,r,s,o;t=!0,s={},i=this.frame.get("x_ranges");for(e in i){if(r=i[e],null==r.get("start")||null==r.get("end")||w.isNaN(r.get("start")+r.get("end"))){t=!1;break}s[e]={start:r.get("start"),end:r.get("end")}}if(t){o={},n=this.frame.get("y_ranges");for(e in n){if(r=n[e],null==r.get("start")||null==r.get("end")||w.isNaN(r.get("start")+r.get("end"))){t=!1;break}o[e]={start:r.get("start"),end:r.get("end")}}}return t?(this.initial_range_info={xrs:s,yrs:o},C.debug("initial ranges set")):C.warn("could not set initial ranges")},e.prototype.render=function(t){var i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,D,T;null==t&&(t=!1),C.trace("Plot.render(force_canvas="+t+")"),Date.now()-this.interactive_timestamp<this.mget("lod_interval")?(this.interactive=!0,f=this.mget("lod_timeout"),setTimeout(function(t){return function(){return t.interactive&&Date.now()-t.interactive_timestamp>f&&(t.interactive=!1),t.request_render()}}(this),f)):this.interactive=!1,T=this.mget("plot_width"),l=this.mget("plot_height"),(this.canvas.get("canvas_width")!==T||this.canvas.get("canvas_height")!==l)&&this.canvas._set_dims([T,l],M=!1),e.__super__.render.call(this),this.canvas_view.render(t),null!=this.tm_view&&this.tm_view.render(),n=this.canvas_view.ctx,s=this.model.get("frame"),i=this.model.get("canvas"),m=this.renderers;for(h in m)D=m[h],null!=D.model.update_layout&&D.model.update_layout(D,this.canvas.solver);_=this.renderers;for(h in _)if(D=_[h],D.set_data_timestamp>(null!=this.range_update_timestamp)){this.update_dataranges();break}if(k=this.mget("title"),k&&(this.title_props.set_value(this.canvas_view.ctx),x=n.measureText(this.mget("title")).ascent+this.model.get("title_standoff"),x!==this.model.title_panel.get("height")&&this.model.title_panel.set("height",x)),this.model.get("frame").set("width",i.get("width")-1),this.model.get("frame").set("height",i.get("height")-1),this.canvas.solver.update_variables(!1),this.model.get("frame")._update_mappers(),o=[this.canvas.vx_to_sx(this.frame.get("left")),this.canvas.vy_to_sy(this.frame.get("top")),this.frame.get("width"),this.frame.get("height")],this._map_hook(n,o),this._paint_empty(n,o),n.glcanvas&&(n.glcanvas.width=this.canvas_view.canvas[0].width,n.glcanvas.height=this.canvas_view.canvas[0].height,a=n.glcanvas.gl,a.viewport(0,0,n.glcanvas.width,n.glcanvas.height),a.clearColor(0,0,0,0),a.clear(a.COLOR_BUFFER_BIT||a.DEPTH_BUFFER_BIT),a.enable(a.SCISSOR_TEST),r=n.glcanvas.height-(o[1]+o[3]),a.scissor(o[0],r,o[2],o[3]),a.enable(a.BLEND),a.blendFuncSeparate(a.SRC_ALPHA,a.ONE_MINUS_SRC_ALPHA,a.ONE_MINUS_DST_ALPHA,a.ONE)),this.outline_props.do_stroke&&(this.outline_props.set_value(n),n.strokeRect.apply(n,o)),this._render_levels(n,["image","underlay","glyph","annotation"],o),n.glcanvas){for(v=["image","mozImage","webkitImage","msImage"],u=0,p=v.length;p>u;u++)g=v[u],n[g+"SmoothingEnabled"]=!1;for(n.drawImage(n.glcanvas,.1,.1),y=["image","mozImage","webkitImage","msImage"],c=0,d=y.length;d>c;c++)g=y[c],n[g+"SmoothingEnabled"]=!0;C.debug("drawing with WebGL")}return this._render_levels(n,["overlay","tool"]),k&&(b=this.canvas.vx_to_sx(this.canvas.get("width")/2),w=this.canvas.vy_to_sy(this.model.title_panel.get("bottom")+this.model.get("title_standoff")),this.title_props.set_value(n),n.fillText(k,b,w)),null==this.initial_range_info?this.set_initial_range():void 0},e.prototype.resize=function(){var t,e,i,n,r,s;return e=this.canvas.get("height"),i=this.canvas.get("width"),t=i/e,n=this.mget("min_size"),s=Math.max(this.el.clientWidth,n),r=parseInt(s/t),n>r&&(r=100,s=r*t),this.canvas._set_dims([s,r]),null},e.prototype._render_levels=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m;for(t.save(),null!=i&&(t.beginPath(),t.rect.apply(t,i),t.clip(),t.beginPath()),r={},p=this.mget("renderers"),n=s=0,a=p.length;a>s;n=++s)d=p[n],r[d.id]=n;for(m=function(t){return r[t.model.id]},o=0,l=e.length;l>o;o++)for(h=e[o],g=w.sortBy(w.values(this.levels[h]),m),c=0,u=g.length;u>c;c++)f=g[c],f.render();return t.restore()},e.prototype._map_hook=function(t,e){},e.prototype._paint_empty=function(t,e){return t.fillStyle=this.mget("border_fill"),t.fillRect(0,0,this.canvas_view.mget("canvas_width"),this.canvas_view.mget("canvas_height")),t.fillStyle=this.mget("background_fill"),t.fillRect.apply(t,e)},e}(l),m=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return P(e,t),e.prototype.type="Plot",e.prototype.default_view=_,e.prototype.initialize=function(t,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,b;for(e.__super__.initialize.call(this,t,i),d=w.values(this.get("extra_x_ranges")).concat(this.get("x_range")),r=0,a=d.length;a>r;r++)_=d[r],_=this.resolve_ref(_),c=_.get("plots"),w.isArray(c)&&(c=c.concat(this),_.set("plots",c));for(f=w.values(this.get("extra_y_ranges")).concat(this.get("y_range")),o=0,l=f.length;l>o;o++)b=f[o],b=this.resolve_ref(b),c=b.get("plots"),w.isArray(c)&&(c=c.concat(this),b.set("plots",c));for(n=new s.Model({map:null!=(g=this.use_map)?g:!1,canvas_width:this.get("plot_width"),canvas_height:this.get("plot_height"),hidpi:this.get("hidpi"),solver:new v}),this.set("canvas",n),this.solver=n.get("solver"),m=this.get("renderers"),h=0,u=m.length;u>h;h++)p=m[h],p.set("parent",this);return this.set("tool_manager",new y.Model({tools:this.get("tools"),toolbar_location:this.get("toolbar_location"),logo:this.get("logo")})),C.debug("Plot initialized")},e.prototype.initialize_layout=function(t){var e,i,n;return e=this.get("canvas"),n=new o.Model({x_range:this.get("x_range"),extra_x_ranges:this.get("extra_x_ranges"),x_mapper_type:this.get("x_mapper_type"),y_range:this.get("y_range"),extra_y_ranges:this.get("extra_y_ranges"),y_mapper_type:this.get("y_mapper_type"),solver:t}),this.set("frame",n),this.title_panel=new d.Model({solver:t}),this.title_panel._anchor=this.title_panel._bottom,i=this.get("above"),i.push(this.title_panel),this.set("above",i)},e.prototype.add_constraints=function(t){var e,i,n,r,s,o,l,p,g;return s=null!=(o=this.get("min_border_top"))?o:this.get("min_border"),i=null!=(l=this.get("min_border_bottom"))?l:this.get("min_border"),n=null!=(p=this.get("min_border_left"))?p:this.get("min_border"),r=null!=(g=this.get("min_border_right"))?g:this.get("min_border"),e=function(t){return function(e,i,n,r,s,o){var l,p,f,g,m,_,v,y,b,w,x,k;for(g=t.get("canvas"),_=t.get("frame"),l=new d.Model({solver:e}),p="_"+r[0],f="_"+r[1],e.add_constraint(new a(new h(l["_"+s],-i),c),M.Strength.strong),e.add_constraint(new a(new h(_[p],[-1,l[f]]),u)),e.add_constraint(new a(new h(l[p],[-1,g[p]]),u)),y=_,m=t.get(n),v=0,b=m.length;b>v;v++)x=m[v],(null!=(k=x.get("location"))?k:!0)&&x.set("location",n,{silent:!0}),null!=x.initialize_layout&&x.initialize_layout(e),e.add_constraint(new a(new h(y[p],[-1,x[f]]),u),M.Strength.strong),y=x;return w=new d.Model({solver:e}),e.add_constraint(new a(new h(y[p],[-1,w[f]]),u),M.Strength.strong),e.add_constraint(new a(new h(w[p],[-1,g[p]]),u),M.Strength.strong)}}(this),e(t,s,"above",["top","bottom"],"height",f),e(t,i,"below",["bottom","top"],"height",c),e(t,n,"left",["left","right"],"width",c),e(t,r,"right",["right","left"],"width",f)},e.prototype.add_renderers=function(t){var e;return e=this.get("renderers"),e=e.concat(t),this.set("renderers",e)},e.prototype.parent_properties=["background_fill","border_fill","min_border","min_border_top","min_border_bottom","min_border_left","min_border_right"],e.prototype.defaults=function(){return w.extend({},e.__super__.defaults.call(this),{renderers:[],tools:[],h_symmetry:!0,v_symmetry:!1,x_mapper_type:"auto",y_mapper_type:"auto",plot_width:600,plot_height:600,title:"",above:[],below:[],left:[],right:[],toolbar_location:"above",logo:"normal",lod_factor:10,lod_interval:300,lod_threshold:2e3,lod_timeout:500,webgl:!1,responsive:!1,min_size:100})},e.prototype.display_defaults=function(){return w.extend({},e.__super__.display_defaults.call(this),{hidpi:!0,background_fill:"#fff",border_fill:"#fff",min_border:40,title_standoff:8,title_text_font:"helvetica",title_text_font_size:"20pt",title_text_font_style:"normal",title_text_color:"#444444",title_text_alpha:1,title_text_align:"center",title_text_baseline:"alphabetic",outline_line_color:"#aaaaaa",outline_line_width:1,outline_line_alpha:1,outline_line_join:"miter",outline_line_cap:"butt",outline_line_dash:[],outline_line_dash_offset:0})},e}(p),e.exports={Model:m,View:_}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"./build_views":101,"./canvas":103,"./cartesian_frame":105,"./continuum_view":109,"./has_parent":114,"./layout_box":117,"./logging":119,"./plot_template":123,"./plot_utils":124,"./properties":126,"./solver":131,"./tool_manager":135,"./ui_events":137,backbone:2,jquery:18,kiwi:303,underscore:92}],122:[function(t,e,i){var 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e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.type="Selector",e.prototype.update=function(t,e,i){return this.set("timestamp",new Date),this.set("final",e),i&&(t["0d"].indices=s.union(this.get("indices")["0d"].indices,t["0d"].indices),t["0d"].flag=this.get("indices")["0d"].flag||t["0d"].flag,t["1d"].indices=s.union(this.get("indices")["1d"].indices,t["1d"].indices),t["2d"].indices=s.union(this.get("indices")["2d"].indices,t["2d"].indices)),this.set("indices",t)},e.prototype.clear=function(){return this.set("timestamp",new Date),this.set("final",!0),this.set("indices",o.create_hit_test_result())},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{indices:o.create_hit_test_result()})},e}(n),e.exports=r},{"./has_properties":115,"./hittest":116,"./logging":119,underscore:92}],130:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){return function(){return 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this.auth[t]=e,i=JSON.stringify({msgtype:"subscribe",topic:t,auth:e}),this.send(i)},t}(),h=function(t,e,i){return t.subscribe(e,i),t.on("msg:"+e,function(t){var e,i,r,o,a,u,h;if(a=JSON.parse(t),"modelpush"===a.msgtype)l(a.modelspecs);else if("modeldel"===a.msgtype)for(h=a.modelspecs,i=0,r=h.length;r>i;i++)u=h[i],o=resolve_ref(u.type,u.id),o&&o.destroy({local:!0});else"status"===a.msgtype&&"subscribesuccess"===a.status[0]?(e=a.status[2],s.clientid=e,n.ajaxSetup({headers:{"Continuum-Clientid":e}})):log.warn("unknown msgtype '"+a.msgtype+"' for message: "+a);return null})},e.exports={WebSocketWrapper:o,submodels:h}},{"./base":99,"./load_models":118,"./logging":119,backbone:2,jquery:18,underscore:92}],131:[function(t,e,i){(function(i){var n,r,s,o;s=t("underscore"),n=t("backbone"),o=null!=i._bokehTest?i._bokehTest.kiwi:t("kiwi"),r=function(){function t(){this.solver=new o.Solver}return t.prototype.update_variables=function(t){return null==t&&(t=!0),this.solver.updateVariables(),t?this.trigger("layout_update"):void 0},t.prototype.add_constraint=function(t){return this.solver.addConstraint(t)},t.prototype.remove_constraint=function(t){return this.solver.removeConstraint(t)},t.prototype.add_edit_variable=function(t,e){return null==e&&(e=o.Strength.strong),this.solver.addEditVariable(t,e)},t.prototype.suggest_value=function(t,e){return this.solver.suggestValue(t,e)},t}(),s.extend(r.prototype,n.Events),e.exports=r}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{backbone:2,kiwi:303,underscore:92}],132:[function(t,e,i){e.exports={indianred:"#CD5C5C",lightcoral:"#F08080",salmon:"#FA8072",darksalmon:"#E9967A",lightsalmon:"#FFA07A",crimson:"#DC143C",red:"#FF0000",firebrick:"#B22222",darkred:"#8B0000",pink:"#FFC0CB",lightpink:"#FFB6C1",hotpink:"#FF69B4",deeppink:"#FF1493",mediumvioletred:"#C71585",palevioletred:"#DB7093",coral:"#FF7F50",tomato:"#FF6347",orangered:"#FF4500",darkorange:"#FF8C00",orange:"#FFA500",gold:"#FFD700",yellow:"#FFFF00",lightyellow:"#FFFFE0",lemonchiffon:"#FFFACD",lightgoldenrodyellow:"#FAFAD2",papayawhip:"#FFEFD5",moccasin:"#FFE4B5",peachpuff:"#FFDAB9",palegoldenrod:"#EEE8AA",khaki:"#F0E68C",darkkhaki:"#BDB76B",lavender:"#E6E6FA",thistle:"#D8BFD8",plum:"#DDA0DD",violet:"#EE82EE",orchid:"#DA70D6",fuchsia:"#FF00FF",magenta:"#FF00FF",mediumorchid:"#BA55D3",mediumpurple:"#9370DB",blueviolet:"#8A2BE2",darkviolet:"#9400D3",darkorchid:"#9932CC",darkmagenta:"#8B008B",purple:"#800080",indigo:"#4B0082",slateblue:"#6A5ACD",darkslateblue:"#483D8B",mediumslateblue:"#7B68EE",greenyellow:"#ADFF2F",chartreuse:"#7FFF00",lawngreen:"#7CFC00",lime:"#00FF00",limegreen:"#32CD32",palegreen:"#98FB98",lightgreen:"#90EE90",mediumspringgreen:"#00FA9A",springgreen:"#00FF7F",mediumseagreen:"#3CB371",seagreen:"#2E8B57",forestgreen:"#228B22",green:"#008000",darkgreen:"#006400",yellowgreen:"#9ACD32",olivedrab:"#6B8E23",olive:"#808000",darkolivegreen:"#556B2F",mediumaquamarine:"#66CDAA",darkseagreen:"#8FBC8F",lightseagreen:"#20B2AA",darkcyan:"#008B8B",teal:"#008080",aqua:"#00FFFF",cyan:"#00FFFF",lightcyan:"#E0FFFF",paleturquoise:"#AFEEEE",aquamarine:"#7FFFD4",turquoise:"#40E0D0",mediumturquoise:"#48D1CC",darkturquoise:"#00CED1",cadetblue:"#5F9EA0",steelblue:"#4682B4",lightsteelblue:"#B0C4DE",powderblue:"#B0E0E6",lightblue:"#ADD8E6",skyblue:"#87CEEB",lightskyblue:"#87CEFA",deepskyblue:"#00BFFF",dodgerblue:"#1E90FF",cornflowerblue:"#6495ED",royalblue:"#4169E1",blue:"#0000FF",mediumblue:"#0000CD",darkblue:"#00008B",navy:"#000080",midnightblue:"#191970",cornsilk:"#FFF8DC",blanchedalmond:"#FFEBCD",bisque:"#FFE4C4",navajowhite:"#FFDEAD",wheat:"#F5DEB3",burlywood:"#DEB887",tan:"#D2B48C",rosybrown:"#BC8F8F",sandybrown:"#F4A460",goldenrod:"#DAA520",darkgoldenrod:"#B8860B",peru:"#CD853F",chocolate:"#D2691E",saddlebrown:"#8B4513",sienna:"#A0522D",brown:"#A52A2A",maroon:"#800000",white:"#FFFFFF",snow:"#FFFAFA",honeydew:"#F0FFF0",mintcream:"#F5FFFA",azure:"#F0FFFF",aliceblue:"#F0F8FF",ghostwhite:"#F8F8FF",whitesmoke:"#F5F5F5",seashell:"#FFF5EE",beige:"#F5F5DC",oldlace:"#FDF5E6",floralwhite:"#FFFAF0",ivory:"#FFFFF0",antiquewhite:"#FAEBD7",linen:"#FAF0E6",lavenderblush:"#FFF0F5",mistyrose:"#FFE4E1",gainsboro:"#DCDCDC",lightgrey:"#D3D3D3",silver:"#C0C0C0",darkgray:"#A9A9A9",darkgrey:"#A9A9A9",gray:"#808080",grey:"#808080",dimgray:"#696969",dimgrey:"#696969",lightslategray:"#778899",lightslategrey:"#778899",slategray:"#708090",darkslategray:"#2F4F4F",darkslategrey:"#2F4F4F",black:"#000000"}},{}],133:[function(t,e,i){var n,r,s;n=t("jquery"),r={},s=function(t){var e,i,s,o,a;if(null!=r[t])return r[t];a=n("<span>Hg</span>").css({font:t}),e=n('<div style="display: inline-block; width: 1px; height: 0px;"> </div>'),s=n("<div></div>"),s.append(a,e),i=n("body"),i.append(s);try{o={},e.css({verticalAlign:"baseline"}),o.ascent=e.offset().top-a.offset().top,e.css({verticalAlign:"bottom"}),o.height=e.offset().top-a.offset().top,o.descent=o.height-o.ascent}finally{s.remove()}return r[t]=o,o},e.exports={getTextHeight:s}},{jquery:18}],134:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;n=t("./has_properties"),s=t("./logging").logger,r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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e.__super__.initialize.call(this,t),this.listenTo(this.model,"change",this.render),this.render()},e.prototype.render=function(){var t,e,i,r,o,l;this.$el.html(this.template(this.model.attributes)),this.$el.addClass("bk-sidebar"),this.$el.addClass("bk-toolbar-active"),e=this.$(".bk-button-bar-list"),o=this.model.get("inspectors"),e=this.$(".bk-bs-dropdown[type='inspectors']"),0===o.length?e.hide():(t=n('<a href="#" data-bk-bs-toggle="dropdown" class="bk-bs-dropdown-toggle">inspect <span class="bk-bs-caret"></a>'),t.appendTo(e),l=n('<ul class="bk-bs-dropdown-menu" />'),d.each(o,function(t){var e;return e=n("<li />"),e.append(new h.ListItemView({model:t}).el),e.appendTo(l)}),l.on("click",function(t){return t.stopPropagation()}),l.appendTo(e),t.dropdown()),e=this.$(".bk-button-bar-list[type='help']"),d.each(this.model.get("help"),function(t){return e.append(new s.ButtonView({model:t}).el)}),e=this.$(".bk-button-bar-list[type='actions']"),d.each(this.model.get("actions"),function(t){return e.append(new s.ButtonView({model:t}).el)}),r=this.model.get("gestures");for(i in r)e=this.$(".bk-button-bar-list[type='"+i+"']"),d.each(r[i].tools,function(t){return e.append(new a.ButtonView({model:t}).el)});return this},e}(o.View),c=function(t){function e(){return this._active_change=v(this._active_change,this),e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._init_tools()},e.prototype._init_tools=function(){var t,e,i,n,r,o,l,c,p,g,m;for(i=this.get("gestures"),c=this.get("tools"),r=0,l=c.length;l>r;r++)if(g=c[r],g instanceof h.Model)o=this.get("inspectors"),o.push(g),this.set("inspectors",o);else if(g instanceof u.Model)n=this.get("help"),n.push(g),this.set("help",n);else if(g instanceof s.Model)t=this.get("actions"),t.push(g),this.set("actions",t);else if(g instanceof a.Model){if(e=g.get("event_type"),!(e in i)){f.warn("ToolManager: unknown event type '"+e+"' for tool: "+g.type+" 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'"+i+"'"),null):null},e.prototype.defaults=function(){return{gestures:{pan:{tools:[],active:null},tap:{tools:[],active:null},doubletap:{tools:[],active:null},scroll:{tools:[],active:null},pinch:{tools:[],active:null},press:{tools:[],active:null},rotate:{tools:[],active:null}},actions:[],inspectors:[],help:[]}},e}(l),e.exports={Model:c,View:p}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../tool/actions/action_tool":226,"../tool/actions/help_tool":227,"../tool/gestures/gesture_tool":235,"../tool/inspectors/inspect_tool":245,"./has_properties":115,"./logging":119,"./toolbar_template":136,backbone:2,"bootstrap/dropdown":294,jquery:18,underscore:92}],136:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=t.safe,r=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;("undefined"==typeof t||null==t)&&(t="");var e=new String(t);return e.ecoSafe=!0,e},r||(r=t.escape=function(t){return(""+t).replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/"/g,"&quot;")}),function(){(function(){null!=this.logo&&"grey"===this.logo?i.push("\n  <a href='http://bokeh.pydata.org/' target='_blank' class='bk-logo bk-logo-small grey'></a>\n"):null!=this.logo&&i.push("\n<a href='http://bokeh.pydata.org/' target='_blank' class='bk-logo bk-logo-small'></a>\n"),i.push("\n<div class='bk-button-bar'>\n  <ul class='bk-button-bar-list' type=\"pan\" />\n  <ul class='bk-button-bar-list' type=\"scroll\" />\n  <ul class='bk-button-bar-list' type=\"pinch\" />\n  <ul class='bk-button-bar-list' type=\"tap\" />\n  <ul class='bk-button-bar-list' type=\"press\" />\n  <ul class='bk-button-bar-list' type=\"rotate\" />\n  <ul class='bk-button-bar-list' type=\"actions\" />\n  <div class='bk-button-bar-list bk-bs-dropdown' type=\"inspectors\" />\n  <ul class='bk-button-bar-list' type=\"help\" />\n</div>\n")}).call(this)}.call(t),t.safe=n,t.escape=r,i.join("")}},{}],137:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;n=t("jquery"),r=t("backbone"),null!=i._bokehTest?(h=i._bokehTest,s=h.Hammer,u=h.mousewhweel):(s=t("hammerjs"),l=t("jquery-mousewheel")(n)),a=t("./logging").logger,o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._hammer_element()},e.prototype._hammer_element=function(){var t;return t=this.get("hit_area"),this.hammer=new s(t[0]),this.hammer.get("doubletap").recognizeWith("tap"),this.hammer.get("tap").requireFailure("doubletap"),this.hammer.get("doubletap").dropRequireFailure("tap"),this.hammer.on("doubletap",function(t){return function(e){return t._doubletap(e)}}(this)),this.hammer.on("tap",function(t){return function(e){return t._tap(e)}}(this)),this.hammer.on("press",function(t){return function(e){return t._press(e)}}(this)),this.hammer.get("pan").set({direction:s.DIRECTION_ALL}),this.hammer.on("panstart",function(t){return function(e){return t._pan_start(e)}}(this)),this.hammer.on("pan",function(t){return function(e){return t._pan(e)}}(this)),this.hammer.on("panend",function(t){return function(e){return t._pan_end(e)}}(this)),this.hammer.get("pinch").set({enable:!0}),this.hammer.on("pinchstart",function(t){return function(e){return t._pinch_start(e)}}(this)),this.hammer.on("pinch",function(t){return function(e){return t._pinch(e)}}(this)),this.hammer.on("pinchend",function(t){return function(e){return t._pinch_end(e)}}(this)),this.hammer.get("rotate").set({enable:!0}),this.hammer.on("rotatestart",function(t){return function(e){return t._rotate_start(e)}}(this)),this.hammer.on("rotate",function(t){return function(e){return t._rotate(e)}}(this)),this.hammer.on("rotateend",function(t){return function(e){return t._rotate_end(e)}}(this)),t.mousemove(function(t){return function(e){return t._mouse_move(e)}}(this)),t.mouseenter(function(t){return function(e){return t._mouse_enter(e)}}(this)),t.mouseleave(function(t){return function(e){return t._mouse_exit(e)}}(this)),t.mousewheel(function(t){return function(e,i){return t._mouse_wheel(e,i)}}(this)),n(document).keydown(function(t){return function(e){return t._key_down(e)}}(this)),n(document).keyup(function(t){return function(e){return t._key_up(e)}}(this))},e.prototype.register_tool=function(t){var e,i,n;return e=t.mget("event_type"),i=t.mget("id"),n=t.model.type,null==e?void a.debug("Button tool: "+n):("pan"===e||"pinch"===e||"rotate"===e?(a.debug("Registering tool: "+n+" for event '"+e+"'"),null!=t["_"+e+"_start"]&&t.listenTo(this,e+":start:"+i,t["_"+e+"_start"]),t["_"+e]&&t.listenTo(this,e+":"+i,t["_"+e]),t["_"+e+"_end"]&&t.listenTo(this,e+":end:"+i,t["_"+e+"_end"])):"move"===e?(a.debug("Registering tool: "+n+" for event '"+e+"'"),null!=t._move_enter&&t.listenTo(this,"move:enter",t._move_enter),t.listenTo(this,"move",t._move),null!=t._move_exit&&t.listenTo(this,"move:exit",t._move_exit)):(a.debug("Registering tool: "+n+" for event '"+e+"'"),t.listenTo(this,e+":"+i,t["_"+e])),null!=t._keydown&&(a.debug("Registering tool: "+n+" for event 'keydown'"),t.listenTo(this,"keydown",t._keydown)),null!=t._keyup&&(a.debug("Registering tool: "+n+" for event 'keyup'"),t.listenTo(this,"keyup",t._keyup)),null!=t._doubletap?(a.debug("Registering tool: "+n+" for event 'doubletap'"),t.listenTo(this,"doubletap",t._doubletap)):void 0)},e.prototype._trigger=function(t,e){var i,n,r,s;return s=this.get("tool_manager"),n=t.split(":")[0],r=s.get("gestures"),i=r[n].active,this._trigger_event(t,i,e)},e.prototype._trigger_event=function(t,e,i){return null!=e?("scroll"===t&&(i.preventDefault(),i.stopPropagation()),this.trigger(t+":"+e.id,i)):void 0},e.prototype._bokify_hammer=function(t){var e,i,r,s,o;return"mouse"===t.pointerType?(i=n(t.target).offset(),e=null!=(r=i.left)?r:0,o=null!=(s=i.top)?s:0,t.bokeh={sx:t.srcEvent.pageX-e,sy:t.srcEvent.pageY-o}):t.bokeh={sx:t.center.x,sy:t.center.y}},e.prototype._bokify_jq=function(t){var e,i,r,s,o;return i=n(t.currentTarget).offset(),e=null!=(r=i.left)?r:0,o=null!=(s=i.top)?s:0,t.bokeh={sx:t.pageX-e,sy:t.pageY-o}},e.prototype._tap=function(t){return this._bokify_hammer(t),this._trigger("tap",t)},e.prototype._doubletap=function(t){return this._bokify_hammer(t),this.trigger("doubletap",t)},e.prototype._press=function(t){return this._bokify_hammer(t),this._trigger("press",t)},e.prototype._pan_start=function(t){return this._bokify_hammer(t),t.bokeh.sx-=t.deltaX,t.bokeh.sy-=t.deltaY,this._trigger("pan:start",t)},e.prototype._pan=function(t){return this._bokify_hammer(t),this._trigger("pan",t)},e.prototype._pan_end=function(t){return this._bokify_hammer(t),this._trigger("pan:end",t)},e.prototype._pinch_start=function(t){return this._bokify_hammer(t),this._trigger("pinch:start",t)},e.prototype._pinch=function(t){return this._bokify_hammer(t),this._trigger("pinch",t)},e.prototype._pinch_end=function(t){return this._bokify_hammer(t),this._trigger("pinch:end",t)},e.prototype._rotate_start=function(t){return this._bokify_hammer(t),this._trigger("rotate:start",t)},e.prototype._rotate=function(t){return this._bokify_hammer(t),this._trigger("rotate",t)},e.prototype._rotate_end=function(t){return this._bokify_hammer(t),this._trigger("rotate:end",t)},e.prototype._mouse_enter=function(t){return this._bokify_jq(t),this.trigger("move:enter",t)},e.prototype._mouse_move=function(t){return this._bokify_jq(t),this.trigger("move",t)},e.prototype._mouse_exit=function(t){return this._bokify_jq(t),this.trigger("move:exit",t)},e.prototype._mouse_wheel=function(t,e){return this._bokify_jq(t),t.bokeh.delta=e,this._trigger("scroll",t)},e.prototype._key_down=function(t){return this.trigger("keydown",t)},e.prototype._key_up=function(t){return this.trigger("keyup",t)},e}(r.Model),e.exports=o}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"./logging":119,backbone:2,hammerjs:3,jquery:18,"jquery-mousewheel":4}],138:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;s=t("underscore"),r=t("./linear_mapper"),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.map_to_target=function(t,i){var n,r,o,a,l,u;return null==i&&(i=!1),s.isNumber(t)?i?t:e.__super__.map_to_target.call(this,t):(a=this.get("source_range"),r=a.get("factors"),t.indexOf(":")>=0?(l=t.split(":"),n=l[0],o=l[1],o=parseFloat(o),u=r.indexOf(n)+.5+a.get("offset")+o):u=r.indexOf(t)+1+a.get("offset"),i?u:e.__super__.map_to_target.call(this,u))},e.prototype.v_map_to_target=function(t,i){var n,r,o,a,l,u,h,c,p,d;if(null==i&&(i=!1),s.isNumber(t[0]))return i?t:e.__super__.v_map_to_target.call(this,t);for(u=this.get("source_range"),r=u.get("factors"),p=Array(t.length),o=a=0,h=t.length;h>=0?h>a:a>h;o=h>=0?++a:--a)d=t[o],d.indexOf(":")>=0?(c=d.split(":"),n=c[0],l=c[1],l=parseFloat(l),p[o]=r.indexOf(n)+.5+u.get("offset")+l):p[o]=r.indexOf(d)+1+u.get("offset");return i?p:e.__super__.v_map_to_target.call(this,p)},e.prototype.map_from_target=function(t,i){var n,r;return null==i&&(i=!1),t=e.__super__.map_from_target.call(this,t),i?t:(r=this.get("source_range"),n=r.get("factors"),n[Math.floor(t-.5-r.get("offset"))])},e.prototype.v_map_from_target=function(t,i){var n,r,s,o,a,l,u,h,c;for(null==i&&(i=!1),c=e.__super__.v_map_from_target.call(this,t),r=s=0,l=c.length;l>=0?l>s:s>l;r=l>=0?++s:--s)c[r]=c[r];if(i)return c;for(h=Array(c),a=this.get("source_range"),n=a.get("factors"),r=o=0,u=t.length;u>=0?u>o:o>u;r=u>=0?++o:--o)h[r]=n[Math.floor(c[r]-.5-a.get("offset"))];return h},e}(r.Model),e.exports={Model:n}},{"./linear_mapper":141,underscore:92}],139:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;r=t("../common/has_properties"),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.map_to_target=function(t,e){var i,n;return i=this.get("domain_mapper").map_to_target(t),n=this.get("codomain_mapper").map_to_target(e),[i,n]},e.prototype.v_map_to_target=function(t,e){var i,n;return i=this.get("domain_mapper").v_map_to_target(t),n=this.get("codomain_mapper").v_map_to_target(e),[i,n]},e.prototype.map_from_target=function(t,e){var i,n;return i=this.get("domain_mapper").map_from_target(t),n=this.get("codomain_mapper").map_from_target(e),[i,n]},e.prototype.v_map_from_target=function(t,e){var i,n;return i=this.get("domain_mapper").v_map_from_target(t),n=this.get("codomain_mapper").v_map_from_target(e),[i,n]},e}(r),e.exports={Model:n}},{"../common/has_properties":115}],140:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},a={}.hasOwnProperty;s=t("underscore"),n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.palette=this._build_palette(this.get("palette")),this.little_endian=this._is_little_endian(),null!=this.get("reserve_color")?(this.reserve_color=parseInt(this.get("reserve_color").slice(1),16),this.reserve_val=this.get("reserve_val")):void 0},e.prototype.v_map_screen=function(t){var e,i,n,r,o,a,l,u,h,c,p,d,f,g,m,_;if(i=new ArrayBuffer(4*t.length),n=new Uint32Array(i),h=null!=(p=this.get("low"))?p:s.min(t),o=null!=(d=this.get("high"))?d:s.max(t),e=this.palette.length-1,m=e/(o-h),c=-m*h,this.little_endian)for(a=l=0,f=t.length;f>=0?f>l:l>f;a=f>=0?++l:--l)r=t[a],r===this.reserve_val?_=this.reserve_color:(r>o&&(r=o),h>r&&(r=h),_=this.palette[Math.floor(r*m+c)]),n[a]=255<<24|(16711680&_)>>16|65280&_|(255&_)<<16;else for(a=u=0,g=t.length;g>=0?g>u:u>g;a=g>=0?++u:--u)r=t[a],r===this.reserve_val?_=this.reserve_color:(r>o&&(r=o),h>r&&(r=h),_=this.palette[Math.floor(r*m+c)]),n[a]=_<<8|255;return i},e.prototype._is_little_endian=function(){var t,e,i,n;return t=new ArrayBuffer(4),i=new Uint8ClampedArray(t),e=new Uint32Array(t),e[1]=168496141,n=!0,10===i[4]&&11===i[5]&&12===i[6]&&13===i[7]&&(n=!1),n},e.prototype._build_palette=function(t){var e,i,n,r,o;for(r=new Uint32Array(t.length+1),e=function(t){return s.isNumber(t)?t:parseInt(t.slice(1),16)},i=n=0,o=t.length;o>=0?o>n:n>o;i=o>=0?++n:--n)r[i]=e(t[i]);return r[r.length-1]=e(t[t.length-1]),r},e}(n),e.exports={Model:r}},{"../common/has_properties":115,underscore:92}],141:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("mapper_state",this._mapper_state,!0),this.add_dependencies("mapper_state",this,["source_range","target_range"]),this.add_dependencies("mapper_state",this.get("source_range"),["start","end"]),this.add_dependencies("mapper_state",this.get("target_range"),["start","end"])},e.prototype.map_to_target=function(t){var e,i,n;return i=this.get("mapper_state"),n=i[0],e=i[1],n*t+e},e.prototype.v_map_to_target=function(t){var e,i,n,r,s,o,a,l;for(s=this.get("mapper_state"),a=s[0],r=s[1],o=new Float64Array(t.length),i=e=0,n=t.length;n>e;i=++e)l=t[i],o[i]=a*l+r;return o},e.prototype.map_from_target=function(t){var e,i,n;return i=this.get("mapper_state"),n=i[0],e=i[1],(t-e)/n},e.prototype.v_map_from_target=function(t){var e,i,n,r,s,o,a,l;for(s=this.get("mapper_state"),a=s[0],r=s[1],o=new Float64Array(t.length),i=e=0,n=t.length;n>e;i=++e)l=t[i],o[i]=(l-r)/a;return o},e.prototype._mapper_state=function(){var t,e,i,n,r,s;return n=this.get("source_range").get("start"),i=this.get("source_range").get("end"),s=this.get("target_range").get("start"),r=this.get("target_range").get("end"),e=(r-s)/(i-n),t=-(e*n)+s,[e,t]},e}(n),e.exports={Model:r}},{"../common/has_properties":115}],142:[function(t,e,i){var n,r,s=function(t,e){function i(){this.constructor=t}for(var n in e)o.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},o={}.hasOwnProperty;n=t("../common/has_properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return s(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("mapper_state",this._mapper_state,!0),this.add_dependencies("mapper_state",this,["source_range","target_range"]),this.add_dependencies("mapper_state",this.get("source_range"),["start","end"]),this.add_dependencies("mapper_state",this.get("target_range"),["start","end"])},e.prototype.map_to_target=function(t){var e,i,n,r,s,o,a,l;if(o=this.get("mapper_state"),l=o[0],s=o[1],n=o[2],i=o[3],r=0,a=0,0===n)r=0;else try{if(r=(Math.log(t)-i)/n,isNaN(r))throw new Error("NaN");if(isFinite(r)===!1)throw new Error("Infinite")}catch(u){e=u,r=0}return a=r*l+s},e.prototype.v_map_to_target=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(g=this.get("mapper_state"),_=g[0],f=g[1],s=g[2],r=g[3],o=new Float64Array(t.length),m=new Float64Array(t.length),0===s)o=t.map(function(t){return 0*t});else try{for(p=t.map(function(t){return 0>=t}),d=t.map(function(t){return isNaN(t)}),c=function(){var e,n,r;for(r=[],i=e=0,n=t.length;n>=0?n>e:e>n;i=n>=0?++e:--e)r.push(p[i]|d[i]);return r}(),c=c.reduce(function(t,e){return t||e}),1===c&&(t[c]=1),o=t.map(function(t){return(Math.log(t)-r)/s}),n=a=0,u=o.length;u>a;n=++a){if(v=o[n],isNaN(o[n]))throw new Error("NaN");if(isFinite(o[n])===!1)throw new Error("Infinite")}}catch(y){e=y,o=t.map(function(t){return 0*t})}for(n=l=0,h=t.length;h>l;n=++l)v=t[n],m[n]=o[n]*_+f;return m},e.prototype.map_from_target=function(t){var e,i,n,r,s,o;return s=this.get("mapper_state"),o=s[0],r=s[1],i=s[2],e=s[3],n=(t-r)/o,n=Math.exp(i*n+e)},e.prototype.v_map_from_target=function(t){var e,i,n,r,s,o;return s=this.get("mapper_state"),o=s[0],r=s[1],i=s[2],e=s[3],n=t.map(function(t){return(t-r)/o}),n=n.map(function(t){return Math.exp(i*t+e)})},e.prototype._get_safe_scale=function(t,e){var i,n,r;return r=0>t?0:t,i=0>e?0:e,r===i&&(0===r?(r=1,i=10):(n=Math.log(r)/Math.log(10),r=Math.pow(10,Math.floor(n)),i=Math.ceil(n)!==Math.floor(n)?Math.pow(10,Math.ceil(n)):Math.pow(10,Math.ceil(n)+1))),[r,i]},e.prototype._mapper_state=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return l=this.get("source_range").get("start"),a=this.get("source_range").get("end"),c=this.get("target_range").get("start"),h=this.get("target_range").get("end"),o=h-c,r=this._get_safe_scale(l,a),u=r[0],t=r[1],0===u?(i=Math.log(t),e=0):(i=Math.log(t)-Math.log(u),e=Math.log(u)),s=o,n=c,[s,n,i,e]},e}(n),e.exports={Model:r}},{"../common/has_properties":115}],143:[function(t,e,i){e.exports={YlGn3:[3253076,11394446,16252089],YlGn4:[2327619,7915129,12773017,16777164],YlGn5:[26679,3253076,7915129,12773017,16777164],YlGn6:[26679,3253076,7915129,11394446,14282915,16777164],YlGn7:[23090,2327619,4303709,7915129,11394446,14282915,16777164],YlGn8:[23090,2327619,4303709,7915129,11394446,14282915,16252089,16777189],YlGn9:[17705,26679,2327619,4303709,7915129,11394446,14282915,16252089,16777189],YlGnBu3:[2916280,8375739,15595697],YlGnBu4:[2252456,4306628,10607284,16777164],YlGnBu5:[2438292,2916280,4306628,10607284,16777164],YlGnBu6:[2438292,2916280,4306628,8375739,13101492,16777164],YlGnBu7:[797828,2252456,1937856,4306628,8375739,13101492,16777164],YlGnBu8:[797828,2252456,1937856,4306628,8375739,13101492,15595697,16777177],YlGnBu9:[531800,2438292,2252456,1937856,4306628,8375739,13101492,15595697,16777177],GnBu3:[4432586,11066805,14742491],GnBu4:[2854078,8113348,12248252,15792616],GnBu5:[551084,4432586,8113348,12248252,15792616],GnBu6:[551084,4432586,8113348,11066805,13429701,15792616],GnBu7:[546974,2854078,5157843,8113348,11066805,13429701,15792616],
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e.__super__.constructor.apply(this,arguments)}return o(e,t),e.prototype.type="FactorRange",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this._init(),this.register_property("min",function(){return this.get("start")},!1),this.add_dependencies("min",this,["factors","offset"]),this.register_property("max",function(){return this.get("end")},!1),this.add_dependencies("max",this,["factors","offset"]),this.listenTo(this,"change:factors",this._init),this.listenTo(this,"change:offset",this._init)},e.prototype._init=function(){return this.set("start",.5+this.get("offset")),this.set("end",this.get("factors").length+this.get("start"))},e.prototype.defaults=function(){return s.extend({},e.__super__.defaults.call(this),{offset:0,factors:[]})},e}(r),e.exports={Model:n}},{"../common/has_properties":115,underscore:92}],146:[function(t,e,i){var n,r,s,o=function(t,e){function i(){this.constructor=t}for(var n in e)a.call(e,n)&&(t[n]=e[n]);return 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this.frame=this.plot_model.get("frame"),this.canvas=this.plot_model.get("canvas"),this.xmapper=this.plot_view.frame.get("x_mappers")[this.mget("x_range_name")],this.ymapper=this.plot_view.frame.get("y_mappers")[this.mget("y_range_name")],i=this.canvas.vx_to_sx(this._calc_dim("left",this.xmapper,this.frame.get("h_range").get("start"))),n=this.canvas.vx_to_sx(this._calc_dim("right",this.xmapper,this.frame.get("h_range").get("end"))),e=this.canvas.vy_to_sy(this._calc_dim("bottom",this.ymapper,this.frame.get("v_range").get("start"))),r=this.canvas.vy_to_sy(this._calc_dim("top",this.ymapper,this.frame.get("v_range").get("end"))),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(i,r,n-i,e-r),this.fill_props.set_value(t),t.fill(),this.line_props.set_value(t),t.stroke(),t.restore()},e.prototype._calc_dim=function(t,e,i){var n;return n=null!=this.mget(t)?"data"===this.mget(t+"_units")?e.map_to_target(this.mget(t)):this.mget(t):i},e}(o),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="BoxAnnotation",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default"})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:"annotation",left_units:"data",right_units:"data",top_units:"data",bottom_units:"data",fill_color:"#fff9ba",fill_alpha:.4,line_color:"#cccccc",line_width:1,line_alpha:.3,line_join:"miter",line_cap:"butt",line_dash:[],line_dash_offset:0})},e}(s),e.exports={Model:n,View:r}},{"../../common/has_parent":114,"../../common/plot_widget":125,"../../common/properties":126,underscore:92}],148:[function(t,e,i){var n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;a=t("underscore"),n=t("../../common/has_parent"),o=t("../../common/plot_widget"),l=t("../../common/properties"),u=t("../../common/textutils"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.label_props=new l.Text({obj:this.model,prefix:"label_"}),this.border_props=new l.Line({obj:this.model,prefix:"border_"}),this.background_props=new l.Fill({obj:this.model,prefix:"background_"}),this.need_calc_dims=!0,this.listenTo(this.plot_model.solver,"layout_update",function(){return this.need_calc_dims=!0})},e.prototype.calc_dims=function(t){var e,i,n,r,s,o,l,h,c,p,d,f,g,m,_,v;return l=function(){var t,e,n,r,s;for(n=this.mget("legends"),s=[],t=0,e=n.length;e>t;t++)r=n[t],o=r[0],i=r[1],s.push(o);return s}.call(this),r=this.mget("label_height"),this.glyph_height=this.mget("glyph_height"),s=this.mget("label_width"),this.glyph_width=this.mget("glyph_width"),c=this.mget("legend_spacing"),this.label_height=a.max([u.getTextHeight(this.label_props.font_value()),r,this.glyph_height]),this.legend_height=this.label_height,this.legend_height=l.length*this.legend_height+(1+l.length)*c,e=this.plot_view.canvas_view.ctx,e.save(),this.label_props.set_value(e),g=a.map(l,function(t){return e.measureText(t).width}),e.restore(),f=a.max(g),this.label_width=a.max([f,s]),this.legend_width=this.label_width+this.glyph_width+3*c,p=this.mget("orientation"),h=this.mget("legend_padding"),n=this.plot_view.frame.get("h_range"),m=this.plot_view.frame.get("v_range"),"top_right"===p?(_=n.get("end")-h-this.legend_width,v=m.get("end")-h):"top_left"===p?(_=n.get("start")+h,v=m.get("end")-h):"bottom_left"===p?(_=n.get("start")+h,v=m.get("start")+h+this.legend_height):"bottom_right"===p?(_=n.get("end")-h-this.legend_width,v=m.get("start")+h+this.legend_height):"absolute"===p&&(d=this.absolute_coords,_=d[0],v=d[1]),_=this.plot_view.canvas.vx_to_sx(_),v=this.plot_view.canvas.vy_to_sy(v),this.box_coords=[_,v]},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w;for(this.need_calc_dims&&(this.calc_dims(),this.need_calc_dims=!1),t=this.plot_view.canvas_view.ctx,t.save(),t.beginPath(),t.rect(this.box_coords[0],this.box_coords[1],this.legend_width,this.legend_height),this.background_props.set_value(t),t.fill(),this.border_props.do_stroke&&(this.border_props.set_value(t),t.stroke()),o=this.mget("legend_spacing"),u=this.mget("legends"),n=i=0,a=u.length;a>i;n=++i)for(h=u[n],s=h[0],e=h[1],b=n*this.label_height,w=(1+n)*o,_=this.box_coords[1]+this.label_height/2+b+w,f=this.box_coords[0]+o,g=this.box_coords[0]+2*o+this.label_width,m=g+this.glyph_width,v=this.box_coords[1]+b+w,y=v+this.glyph_height,this.label_props.set_value(t),t.fillText(s,f,_),c=this.model.resolve_ref(e),r=0,l=c.length;l>r;r++)p=c[r],d=this.plot_view.renderers[p.id],d.draw_legend(t,g,m,v,y);return t.restore()},e}(o),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.default_view=s,e.prototype.type="Legend",e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{legends:[]})},e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{level:"overlay",border_line_color:"black",border_line_width:1,border_line_alpha:1,border_line_join:"miter",border_line_cap:"butt",border_line_dash:[],border_line_dash_offset:0,background_fill_color:"#fff",background_fill_alpha:1,label_standoff:15,label_text_font:"helvetica",label_text_font_size:"10pt",label_text_font_style:"normal",label_text_color:"#444444",label_text_alpha:1,label_text_align:"left",label_text_baseline:"middle",glyph_height:20,glyph_width:20,label_height:20,label_width:50,legend_padding:10,legend_spacing:3,orientation:"top_right",datapoint:null})},e}(n),e.exports={Model:r,View:s}},{"../../common/has_parent":114,"../../common/plot_widget":125,"../../common/properties":126,"../../common/textutils":133,underscore:92}],149:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new 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i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;n=t("jquery"),l=t("underscore"),r=t("../../common/has_parent"),s=t("../../common/plot_widget"),u=t("../../common/logging").logger,a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.className="bk-tooltip",e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.appendTo(this.plot_view.$el.find("div.bk-canvas-overlays")),this.$el.css({"z-index":1010}),this.$el.hide()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change:data",this._draw_tips)},e.prototype.render=function(){return this._draw_tips()},e.prototype._draw_tips=function(){var t,e,i,r,s,o,a,u,h,c,p,d,f,g,m;if(this.$el.empty(),this.$el.hide(),this.$el.toggleClass("bk-tooltip-custom",this.mget("custom")),!l.isEmpty(this.mget("data"))){for(a=this.mget("data"),i=0,s=a.length;s>i;i++)f=a[i],g=f[0],m=f[1],e=f[2],(!this.mget("inner_only")||this.plot_view.frame.contains(g,m))&&(p=n("<div />").appendTo(this.$el),p.append(e));switch(h=this.plot_view.mget("canvas").vx_to_sx(g),c=this.plot_view.mget("canvas").vy_to_sy(m),u=this.mget("side"),"auto"===u&&(o=this.plot_view.frame.get("width"),u=g-this.plot_view.frame.get("left")<o/2?"right":"left"),this.$el.removeClass("bk-right"),this.$el.removeClass("bk-left"),t=10,u){case"right":this.$el.addClass("bk-left"),r=h+(this.$el.outerWidth()-this.$el.innerWidth())+t;break;case"left":this.$el.addClass("bk-right"),r=h-this.$el.outerWidth()-t}return d=c-this.$el.outerHeight()/2,this.$el.children().length>0?(this.$el.css({top:d,left:r}),this.$el.show()):void 0}},e}(s),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.default_view=a,e.prototype.type="Tooltip",e.prototype.clear=function(){return this.set("data",[])},e.prototype.add=function(t,e,i){var n;return n=this.get("data"),n.push([t,e,i]),this.set("data",n)},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{level:"overlay",side:"auto",inner_only:!0})},e}(r),e.exports={Model:o,View:a}},{"../../common/has_parent":114,"../../common/logging":119,"../../common/plot_widget":125,jquery:18,underscore:92}],151:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),l=t("../../common/mathutils"),s=t("./glyph"),a=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e,i,n;for("data"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,"data"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius,this.angle=new Float32Array(this.start_angle.length),n=[],t=e=0,i=this.start_angle.length;i>=0?i>e:e>i;t=i>=0?++e:--e)n.push(this.angle[t]=this.end_angle[t]-this.start_angle[t]);return n},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;for(p=i.sx,d=i.sy,c=i.start_angle,n=i.angle,u=i.sinner_radius,h=i.souter_radius,r=i.direction,l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(p[s]+d[s]+u[s]+h[s]+c[s]+n[s]+r[s])||(t.translate(p[s],d[s]),t.rotate(this.start_angle[s]),t.moveTo(h[s],0),t.beginPath(),t.arc(0,0,h[s],0,n[s],r[s]),t.rotate(this.angle[s]),t.lineTo(u[s],0),t.arc(0,0,u[s],0,-n[s],!r[s]),t.closePath(),t.rotate(-n[s]-c[s]),t.translate(-p[s],-d[s]),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,s),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,s),l.push(t.stroke())):l.push(void 0));return l},e.prototype._hit_point=function(t){var e,i,n,r,s,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j,O,F,L;for(m=[t.vx,t.vy],S=m[0],E=m[1],R=this.renderer.xmapper.map_from_target(S,!0),O=this.renderer.ymapper.map_from_target(E,!0),"data"===this.distances.outer_radius.units?(z=R-this.max_outer_radius,j=R+this.max_outer_radius,F=O-this.max_outer_radius,L=O+this.max_outer_radius):(A=S-this.max_outer_radius,P=S+this.max_outer_radius,_=this.renderer.xmapper.v_map_from_target([A,P],!0),z=_[0],j=_[1],I=E-this.max_outer_radius,N=E+this.max_outer_radius,v=this.renderer.ymapper.v_map_from_target([I,N],!0),F=v[0],L=v[1]),i=[],y=function(){var t,e,i,n;for(i=this.index.search([z,F,j,L]),n=[],t=0,e=i.length;e>t;t++)g=i[t],n.push(g[4].i);return n}.call(this),h=0,p=y.length;p>h;h++)s=y[h],f=Math.pow(this.souter_radius[s],2),u=Math.pow(this.sinner_radius[s],2),k=this.renderer.xmapper.map_to_target(R,!0),M=this.renderer.xmapper.map_to_target(this.x[s],!0),D=this.renderer.ymapper.map_to_target(O,!0),T=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(k-M,2)+Math.pow(D-T,2),f>=n&&n>=u&&i.push([s,n]);for(r=[],c=0,d=i.length;d>c;c++)b=i[c],s=b[0],n=b[1],x=this.renderer.plot_view.canvas.vx_to_sx(S),C=this.renderer.plot_view.canvas.vy_to_sy(E),e=Math.atan2(C-this.sy[s],x-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return w=a.create_hit_test_result(),w["1d"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),w},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="AnnularWedge",e.prototype.distances=["inner_radius","outer_radius"],e.prototype.angles=["start_angle","end_angle"],e.prototype.fields=["direction:direction"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:"anticlock"})},e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"../../common/mathutils":120,"./glyph":158,underscore:92}],152:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),s=t("./glyph"),a=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.inner_radius.units?this.sinner_radius=this.sdist(this.renderer.xmapper,this.x,this.inner_radius):this.sinner_radius=this.inner_radius,"data"===this.distances.outer_radius.units?this.souter_radius=this.sdist(this.renderer.xmapper,this.x,this.outer_radius):this.souter_radius=this.outer_radius;
+        },e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h;for(u=i.sx,h=i.sy,a=i.sinner_radius,l=i.souter_radius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(u[n]+h[n]+a[n]+l[n])||(t.beginPath(),t.arc(u[n],h[n],a[n],0,2*Math.PI*2,!1),t.moveTo(u[n]+l[n],h[n]),t.arc(u[n],h[n],l[n],0,2*Math.PI*2,!0),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;for(c=[t.vx,t.vy],v=c[0],y=c[1],b=this.renderer.xmapper.map_from_target(v,!0),w=b-this.max_radius,x=b+this.max_radius,k=this.renderer.ymapper.map_from_target(y,!0),M=k-this.max_radius,C=k+this.max_radius,i=[],p=function(){var t,e,i,n;for(i=this.index.search([w,M,x,C]),n=[],t=0,e=i.length;e>t;t++)h=i[t],n.push(h[4].i);return n}.call(this),s=0,l=p.length;l>s;s++)n=p[s],u=Math.pow(this.souter_radius[n],2),r=Math.pow(this.sinner_radius[n],2),f=this.renderer.xmapper.map_to_target(b),g=this.renderer.xmapper.map_to_target(this.x[n]),m=this.renderer.ymapper.map_to_target(k),_=this.renderer.ymapper.map_to_target(this.y[n]),e=Math.pow(f-g,2)+Math.pow(m-_,2),u>=e&&e>=r&&i.push([n,e]);return d=a.create_hit_test_result(),d["1d"].indices=o.chain(i).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),d},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d;return u=null!=(l=this.get_reference_point())?l:0,o=[u],p={},p[u]=(e+i)/2,d={},d[u]=(n+r)/2,a=.5*Math.min(Math.abs(i-e),Math.abs(r-n)),h={},h[u]=.4*a,c={},c[u]=.8*a,s={sx:p,sy:d,sinner_radius:h,souter_radius:c},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="Annulus",e.prototype.distances=["inner_radius","outer_radius"],e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"./glyph":158,underscore:92}],153:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),s=t("./glyph"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.radius.units?this.sradius=this.sdist(this.renderer.xmapper,this.x,this.radius):this.sradius=this.radius},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;if(c=i.sx,p=i.sy,u=i.sradius,h=i.start_angle,r=i.end_angle,n=i.direction,this.visuals.line.do_stroke){for(l=[],o=0,a=e.length;a>o;o++)s=e[o],isNaN(c[s]+p[s]+u[s]+h[s]+r[s]+n[s])||(t.beginPath(),t.arc(c[s],p[s],u[s],h[s],r[s],n[s]),this.visuals.line.set_vectorize(t,s),l.push(t.stroke()));return l}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=r,e.prototype.type="Arc",e.prototype.visuals=["line"],e.prototype.distances=["radius"],e.prototype.angles=["start_angle","end_angle"],e.prototype.fields=["direction:direction"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{direction:"anticlock"})},e}(s.Model),e.exports={Model:n,View:r}},{"./glyph":158,underscore:92}],154:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),l=t("rbush"),s=t("./glyph"),a=function(t,e,i,n,r,s,o,a){var l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(x=[],c=[[],[]],d=m=0;2>=m;d=++m)if(0===d?(u=6*t-12*i+6*r,l=-3*t+9*i-9*r+3*o,p=3*i-3*t):(u=6*e-12*n+6*s,l=-3*e+9*n-9*s+3*a,p=3*n-3*e),Math.abs(l)<1e-12){if(Math.abs(u)<1e-12)continue;y=-p/u,y>0&&1>y&&x.push(y)}else h=u*u-4*p*l,v=Math.sqrt(h),0>h||(b=(-u+v)/(2*l),b>0&&1>b&&x.push(b),w=(-u-v)/(2*l),w>0&&1>w&&x.push(w));for(f=x.length,g=f;f--;)y=x[f],_=1-y,k=_*_*_*t+3*_*_*y*i+3*_*y*y*r+y*y*y*o,c[0][f]=k,M=_*_*_*e+3*_*_*y*n+3*_*y*y*s+y*y*y*a,c[1][f]=M;return c[0][g]=t,c[1][g]=e,c[0][g+1]=o,c[1][g+1]=a,[Math.min.apply(null,c[0]),Math.max.apply(null,c[1]),Math.max.apply(null,c[0]),Math.min.apply(null,c[1])]},r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){var t,e,i,n,r,s,o,u,h,c;for(e=l(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t]+this.cx0[t]+this.cy0[t]+this.cx1[t]+this.cy1[t])||(s=a(this.x0[t],this.y0[t],this.x1[t],this.y1[t],this.cx0[t],this.cy0[t],this.cx1[t],this.cy1[t]),o=s[0],h=s[1],u=s[2],c=s[3],n.push([o,h,u,c,{i:t}]));return e.load(n),e},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;if(p=i.sx0,f=i.sy0,d=i.sx1,g=i.sy1,a=i.scx,l=i.scx0,h=i.scy0,u=i.scx1,c=i.scy1,this.visuals.line.do_stroke){for(o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(p[n]+f[n]+d[n]+g[n]+l[n]+h[n]+u[n]+c[n])||(t.beginPath(),t.moveTo(p[n],f[n]),t.bezierCurveTo(l[n],h[n],u[n],c[n],d[n],g[n]),this.visuals.line.set_vectorize(t,n),o.push(t.stroke()));return o}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_line_legend(t,e,i,n,r)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="Bezier",e.prototype.visuals=["line"],e.prototype.coords=[["x0","y0"],["x1","y1"],["cx0","cy0"],["cx1","cy1"]],e}(s.Model),e.exports={Model:n,View:r}},{"./glyph":158,rbush:89,underscore:92}],155:[function(t,e,i){(function(i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m=function(t,e){function i(){this.constructor=t}for(var n in e)_.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},_={}.hasOwnProperty;f=null!=i._bokehTest?void 0:t("gloo2"),h=t("../../common/color"),c=h.color2rgba,g=function(t){return 2>t&&(t=Math.sqrt(2*t)),t},p=function(t,e){var i,n,r,s;for(i=new Float32Array(t),n=r=0,s=t;s>=0?s>r:r>s;n=s>=0?++r:--r)i[n]=e;return i},d=function(t,e,i){var n,r,s,o,a,l,u;for(n=new Float32Array(t*e),r=o=0,l=t;l>=0?l>o:o>l;r=l>=0?++o:--o)for(s=a=0,u=e;u>=0?u>a:a>u;s=u>=0?++a:--a)n[r*e+s]=i[s];return n},u=function(t,e,i,n,r,s){var o;return e.used=!0,null!=r[s].fixed_value?(t.set_attribute(i,"float",null,r[s].fixed_value),e.used=!1):(o=new Float32Array(r.cache[s+"_array"]),e.set_size(4*n),e.set_data(0,o),t.set_attribute(i,"float",[e,0,0])),o},l=function(t,e,i,n,r){var s,o,a,l,u,h,d,f,g,m,_;if(f=4,e.used=!0,null!=r.color.fixed_value&&null!=r.alpha.fixed_value)_=c(r.color.fixed_value,r.alpha.fixed_value),t.set_attribute(i,"vec4",null,_),e.used=!1;else{for(a=null!=r.color.fixed_value?function(){var t,e,i;for(i=[],l=t=0,e=n;e>=0?e>t:t>e;l=e>=0?++t:--t)i.push(r.color.fixed_value);return i}():r.cache.color_array,o=null!=r.alpha.fixed_value?p(n,r.alpha.fixed_value):r.cache.alpha_array,s=new Float32Array(n*f),l=h=0,g=n;g>=0?g>h:h>g;l=g>=0?++h:--h)for(_=c(a[l],o[l]),u=d=0,m=f;m>=0?m>d:d>m;u=m>=0?++d:--d)s[l*f+u]=_[u];e.set_size(n*f*4),e.set_data(0,s),t.set_attribute(i,"vec4",[e,0,0])}return s},n=function(){function t(t,e){this.gl=t,this.glyph=e,this.nvertices=0,this.size_changed=!1,this.data_changed=!1,this.visuals_changed=!1,this.init()}return t.prototype.GLYPH="",t.prototype.VERT="",t.prototype.FRAG="",t.prototype.set_data_changed=function(t){return t!==this.nvertices&&(this.nvertices=t,this.size_changed=!0),this.data_changed=!0},t.prototype.set_visuals_changed=function(){return this.visuals_changed=!0},t}(),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="line",e.prototype.VERT="xxx",e.prototype.FRAG="xxx",e}(n),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.VERT="precision mediump float;\nconst float SQRT_2 = 1.4142135623730951;\n//\nuniform vec2 u_canvas_size;\nuniform vec2 u_offset;\nuniform vec2 u_scale;\nuniform float u_antialias;\n//\nattribute float a_x;\nattribute float a_y;\nattribute float a_size;\nattribute float a_angle;  // in radians\nattribute float a_linewidth;\nattribute vec4  a_fg_color;\nattribute vec4  a_bg_color;\n//\nvarying float v_linewidth;\nvarying float v_size;\nvarying vec4  v_fg_color;\nvarying vec4  v_bg_color;\nvarying vec2  v_rotation;\n\nvoid main (void)\n{\n    v_size = a_size;\n    v_linewidth = a_linewidth;\n    v_fg_color = a_fg_color;\n    v_bg_color = a_bg_color;\n    v_rotation = vec2(cos(-a_angle), sin(-a_angle));\n    // Calculate position - the -0.5 is to correct for canvas origin\n    vec2 pos = vec2(a_x, a_y) * u_scale + u_offset - vec2(0.5, 0.5); // in pixels\n    pos /= u_canvas_size;  // in 0..1\n    gl_Position = vec4(pos*2.0-1.0, 0.0, 1.0);\n    gl_Position.y *= -1.0;        \n    gl_PointSize = SQRT_2 * v_size + 2.0 * (a_linewidth + 1.5*u_antialias);\n}",e.prototype.FRAG="precision mediump float;\nconst float SQRT_2 = 1.4142135623730951;\nconst float PI = 3.14159265358979323846264;\n//\nuniform float u_antialias;\n//\nvarying vec4  v_fg_color;\nvarying vec4  v_bg_color;\nvarying float v_linewidth;\nvarying float v_size;\nvarying vec2  v_rotation;\n\nMARKERCODE\n\nvec4 outline(float distance, float linewidth, float antialias, vec4 fg_color, vec4 bg_color)\n{\n    vec4 frag_color;\n    float t = linewidth/2.0 - antialias;\n    float signed_distance = distance;\n    float border_distance = abs(signed_distance) - t;\n    float alpha = border_distance/antialias;\n    alpha = exp(-alpha*alpha);\n    \n    // If fg alpha is zero, it probably means no outline. To avoid a dark outline\n    // shining through due to aa, we set the fg color to the bg color. Avoid if (i.e. branching).\n    float select = float(bool(fg_color.a));\n    fg_color.rgb = select * fg_color.rgb + (1.0  - select) * bg_color.rgb;\n    // Similarly, if we want a transparent bg\n    select = float(bool(bg_color.a));\n    bg_color.rgb = select * bg_color.rgb + (1.0  - select) * fg_color.rgb;\n    \n    if( border_distance < 0.0)\n        frag_color = fg_color;\n    else if( signed_distance < 0.0 ) {\n        frag_color = mix(bg_color, fg_color, sqrt(alpha));\n    } else {\n        if( abs(signed_distance) < (linewidth/2.0 + antialias) ) {\n            frag_color = vec4(fg_color.rgb, fg_color.a * alpha);\n        } else {\n            discard;\n        }\n    }\n    return frag_color;\n}\n\nvoid main()\n{\n    vec2 P = gl_PointCoord.xy - vec2(0.5, 0.5);\n    P = vec2(v_rotation.x*P.x - v_rotation.y*P.y,\n             v_rotation.y*P.x + v_rotation.x*P.y);\n    float point_size = SQRT_2*v_size  + 2.0 * (v_linewidth + 1.5*u_antialias);\n    float distance = marker(P*point_size, v_size);\n    gl_FragColor = outline(distance, v_linewidth, u_antialias, v_fg_color, v_bg_color);\n    //gl_FragColor.rgb *= gl_FragColor.a;  // pre-multiply alpha\n}",e.prototype.MARKERCODE="<defined in subclasses>",e.prototype.init=function(){var t,e;return e=this.gl,t=this.FRAG.replace(/MARKERCODE/,this.MARKERCODE),this.last_trans={},this.prog=new f.Program(e),this.prog.set_shaders(this.VERT,t),this.vbo_x=new f.VertexBuffer(e),this.prog.set_attribute("a_x","float",[this.vbo_x,0,0]),this.vbo_y=new f.VertexBuffer(e),this.prog.set_attribute("a_y","float",[this.vbo_y,0,0]),this.vbo_s=new f.VertexBuffer(e),this.prog.set_attribute("a_size","float",[this.vbo_s,0,0]),this.vbo_a=new f.VertexBuffer(e),this.prog.set_attribute("a_angle","float",[this.vbo_a,0,0]),this.vbo_linewidth=new f.VertexBuffer(e),this.vbo_fg_color=new f.VertexBuffer(e),this.vbo_bg_color=new f.VertexBuffer(e),this.index_buffer=new f.IndexBuffer(e)},e.prototype.draw=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v;if(u=e.glglyph.nvertices,this.data_changed?(this._set_data(u),this.data_changed=!1):null==this.glyph.radius||i.sx===this.last_trans.sx&&i.sy===this.last_trans.sy||(this.last_trans=i,this.vbo_s.set_data(0,new Float32Array(function(){var t,e,i,n;for(i=this.glyph.sradius,n=[],t=0,e=i.length;e>t;t++)m=i[t],n.push(2*m);return n}.call(this)))),this.visuals_changed&&(this._set_visuals(u),this.visuals_changed=!1),this.prog.set_uniform("u_canvas_size","vec2",[i.width,i.height]),this.prog.set_uniform("u_offset","vec2",[i.dx[0],i.dy[0]]),this.prog.set_uniform("u_scale","vec2",[i.sx,i.sy]),this.prog.set_attribute("a_x","float",[e.glglyph.vbo_x,0,0]),this.prog.set_attribute("a_y","float",[e.glglyph.vbo_y,0,0]),this.prog.set_attribute("a_size","float",[e.glglyph.vbo_s,0,0]),this.prog.set_attribute("a_angle","float",[e.glglyph.vbo_a,0,0]),0!==t.length){if(t.length===u)return this.prog.draw(this.gl.POINTS,[0,u]);if(65535>u)return this.index_buffer.set_size(2*t.length),this.index_buffer.set_data(0,new Uint16Array(t)),this.prog.draw(this.gl.POINTS,this.index_buffer);for(s=64e3,r=[],o=a=0,p=Math.ceil(u/s);p>=0?p>a:a>p;o=p>=0?++a:--a)r.push([]);for(o=l=0,d=t.length;d>=0?d>l:l>d;o=d>=0?++l:--l)v=t[o]%s,n=Math.floor(t[o]/s),r[n].push(v);for(g=[],n=h=0,f=r.length;f>=0?f>h:h>f;n=f>=0?++h:--h)_=new Uint16Array(r[n]),c=n*s*4,0!==_.length&&(this.prog.set_attribute("a_x","float",[e.glglyph.vbo_x,0,c]),this.prog.set_attribute("a_y","float",[e.glglyph.vbo_y,0,c]),this.prog.set_attribute("a_size","float",[e.glglyph.vbo_s,0,c]),this.prog.set_attribute("a_angle","float",[e.glglyph.vbo_a,0,c]),this.vbo_linewidth.used&&this.prog.set_attribute("a_linewidth","float",[this.vbo_linewidth,0,c]),this.vbo_fg_color.used&&this.prog.set_attribute("a_fg_color","vec4",[this.vbo_fg_color,0,4*c]),this.vbo_bg_color.used&&this.prog.set_attribute("a_bg_color","vec4",[this.vbo_bg_color,0,4*c]),this.index_buffer.set_size(2*_.length),this.index_buffer.set_data(0,_),g.push(this.prog.draw(this.gl.POINTS,this.index_buffer)));return g}},e.prototype._set_data=function(t){var e,i;return e=4*t,this.vbo_x.set_size(e),this.vbo_y.set_size(e),this.vbo_a.set_size(e),this.vbo_s.set_size(e),this.vbo_x.set_data(0,new Float32Array(this.glyph.x)),this.vbo_y.set_data(0,new Float32Array(this.glyph.y)),null!=this.glyph.angle&&this.vbo_a.set_data(0,new Float32Array(this.glyph.angle)),null!=this.glyph.radius?this.vbo_s.set_data(0,new Float32Array(function(){var t,e,n,r;for(n=this.glyph.sradius,r=[],t=0,e=n.length;e>t;t++)i=n[t],r.push(2*i);return r}.call(this))):this.vbo_s.set_data(0,new Float32Array(this.glyph.size))},e.prototype._set_visuals=function(t){return u(this.prog,this.vbo_linewidth,"a_linewidth",t,this.glyph.visuals.line,"width"),l(this.prog,this.vbo_fg_color,"a_fg_color",t,this.glyph.visuals.line),l(this.prog,this.vbo_bg_color,"a_bg_color",t,this.glyph.visuals.fill),this.prog.set_uniform("u_antialias","float",[.9])},e}(n),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="circle",e.prototype.MARKERCODE="// --- disc\nfloat marker(vec2 P, float size)\n{\n    return length(P) - size/2.0;\n}",e}(o),a=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return m(e,t),e.prototype.GLYPH="square",e.prototype.MARKERCODE="// --- square\nfloat marker(vec2 P, float size)\n{\n    return max(abs(P.x), abs(P.y)) - size/2.0;\n}",e}(o),e.exports={CircleGLGlyph:r,SquareGLGlyph:a}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../common/color":108,gloo2:298}],156:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;o=t("underscore"),a=t("./bokehgl"),s=t("./glyph"),l=t("../../common/hittest"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._init_gl=function(t){return this.glglyph=new a.CircleGLGlyph(t,this)},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){var t,e;return null!=this.radius?"data"===this.distances.radius.units?(t=this.fields.radius_dimension.fixed_value,this.sradius=this.sdist(this.renderer[t+"mapper"],this[t],this.radius)):(this.sradius=this.radius,this.max_size=2*this.max_radius):this.sradius=function(){var t,i,n,r;for(n=this.size,r=[],t=0,i=n.length;i>t;t++)e=n[t],r.push(e/2);return r}.call(this)},e.prototype._mask_data=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return e=this.renderer.plot_view.frame.get("h_range"),p=this.renderer.plot_view.frame.get("v_range"),null!=this.radius&&"data"===this.distances.radius.units?(l=e.get("start"),u=e.get("end"),i=this.renderer.xmapper.v_map_from_target([l,u],!0),f=i[0],g=i[1],f-=this.max_radius,g+=this.max_radius,h=p.get("start"),c=p.get("end"),n=this.renderer.ymapper.v_map_from_target([h,c],!0),m=n[0],_=n[1],m-=this.max_radius,_+=this.max_radius):(l=e.get("start")-this.max_size,u=e.get("end")+this.max_size,r=this.renderer.xmapper.v_map_from_target([l,u],!0),f=r[0],g=r[1],h=p.get("start")-this.max_size,c=p.get("end")+this.max_size,s=this.renderer.ymapper.v_map_from_target([h,c],!0),m=s[0],_=s[1]),f>g&&(o=[g,f],f=o[0],g=o[1]),m>_&&(a=[_,m],m=a[0],_=a[1]),function(){var t,e,i,n;for(i=this.index.search([f,m,g,_]),n=[],t=0,e=i.length;e>t;t++)d=i[t],n.push(d[4].i);return n}.call(this)},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u;for(l=i.sx,u=i.sy,a=i.sradius,o=[],r=0,s=e.length;s>r;r++)n=e[r],isNaN(l[n]+u[n]+a[n])||(t.beginPath(),t.arc(l[n],u[n],a[n],0,2*Math.PI,!1),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,n),t.fill()),this.visuals.line.do_stroke?(this.visuals.line.set_vectorize(t,n),o.push(t.stroke())):o.push(void 0));return o},e.prototype._hit_point=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I,N,R,z,j;if(d=[t.vx,t.vy],C=d[0],S=d[1],E=this.renderer.xmapper.map_from_target(C,!0),R=this.renderer.ymapper.map_from_target(S,!0),null!=this.radius&&"data"===this.distances.radius.units?(I=E-this.max_radius,N=E+this.max_radius,z=R-this.max_radius,j=R+this.max_radius):(D=C-this.max_size,T=C+this.max_size,f=this.renderer.xmapper.v_map_from_target([D,T],!0),I=f[0],N=f[1],g=[Math.min(I,N),Math.max(I,N)],I=g[0],N=g[1],A=S-this.max_size,P=S+this.max_size,m=this.renderer.ymapper.v_map_from_target([A,P],!0),z=m[0],j=m[1],_=[Math.min(z,j),Math.max(z,j)],z=_[0],j=_[1]),e=function(){var t,e,i,n;for(i=this.index.search([I,z,N,j]),n=[],t=0,e=i.length;e>t;t++)c=i[t],n.push(c[4].i);return n}.call(this),n=[],null!=this.radius&&"data"===this.distances.radius.units)for(s=0,u=e.length;u>s;s++)r=e[s],p=Math.pow(this.sradius[r],2),b=this.renderer.xmapper.map_to_target(E,!0),w=this.renderer.xmapper.map_to_target(this.x[r],!0),k=this.renderer.ymapper.map_to_target(R,!0),M=this.renderer.ymapper.map_to_target(this.y[r],!0),i=Math.pow(b-w,2)+Math.pow(k-M,2),p>=i&&n.push([r,i]);else for(y=this.renderer.plot_view.canvas.vx_to_sx(C),x=this.renderer.plot_view.canvas.vy_to_sy(S),a=0,h=e.length;h>a;a++)r=e[a],p=Math.pow(this.sradius[r],2),i=Math.pow(this.sx[r]-y,2)+Math.pow(this.sy[r]-x,2),p>=i&&n.push([r,i]);return n=o.chain(n).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),v=l.create_hit_test_result(),v["1d"].indices=n,v},e.prototype._hit_span=function(t){var e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k;return n=[t.vx,t.vy],c=n[0],f=n[1],r=this.bounds(),y=r[0],k=r[1],h=l.create_hit_test_result(),"h"===t.direction?(w=k[0],x=k[1],null!=this.radius&&"data"===this.distances.radius.units?(p=c-this.max_radius,d=c+this.max_radius,s=this.renderer.xmapper.v_map_from_target([p,d]),_=s[0],v=s[1]):(i=this.max_size/2,p=c-i,d=c+i,o=this.renderer.xmapper.v_map_from_target([p,d],!0),_=o[0],v=o[1])):(_=y[0],v=y[1],null!=this.radius&&"data"===this.distances.radius.units?(g=f-this.max_radius,m=f+this.max_radius,a=this.renderer.ymapper.v_map_from_target([g,m]),w=a[0],x=a[1]):(i=this.max_size/2,g=f-i,m=f+i,u=this.renderer.ymapper.v_map_from_target([g,m],!0),w=u[0],x=u[1])),e=function(){var t,e,i,n;for(i=this.index.search([_,w,v,x]),n=[],t=0,e=i.length;e>t;t++)b=i[t],n.push(b[4].i);return n}.call(this),h["1d"].indices=e,h},e.prototype._hit_rect=function(t){var e,i,n,r,s,o,a,u;return e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),a=i[0],u=i[1],n=l.create_hit_test_result(),n["1d"].indices=function(){var t,e,i,n;for(i=this.index.search([s,a,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_poly=function(t){var e,i,n,r,s,a,u,h,c,p,d,f,g;for(a=[o.clone(t.vx),o.clone(t.vy)],f=a[0],g=a[1],p=this.renderer.plot_view.canvas.v_vx_to_sx(f),d=this.renderer.plot_view.canvas.v_vy_to_sy(g),e=function(){c=[];for(var t=0,e=this.sx.length;e>=0?e>t:t>e;e>=0?t++:t--)c.push(t);return c}.apply(this),i=[],n=s=0,u=e.length;u>=0?u>s:s>u;n=u>=0?++s:--s)r=e[n],l.point_in_poly(this.sx[n],this.sy[n],p,d)&&i.push(r);return h=l.create_hit_test_result(),h["1d"].indices=i,h},e.prototype.draw_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c;return l=null!=(a=this.get_reference_point())?a:0,o=[l],h={},h[l]=(e+i)/2,c={},c[l]=(n+r)/2,u={},u[l]=.2*Math.min(Math.abs(i-e),Math.abs(r-n)),s={sx:h,sy:c,sradius:u},this._render(t,o,s)},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=r,e.prototype.type="Circle",e.prototype.distances=["?radius","?size"],e.prototype.fields=["radius_dimension:string"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{size:4})},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{radius_dimension:"x"})},e}(s.Model),e.exports={Model:n,View:r}},{"../../common/hittest":116,"./bokehgl":155,"./glyph":158,underscore:92}],157:[function(t,e,i){(function(i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;l=t("underscore"),a=t("./glyph"),s=null!=i._bokehTest?void 0:t("gear_utils"),n=t("../../util/bezier"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return this.smodule=this.sdist(this.renderer.xmapper,this.x,this.module,"edge")},e.prototype._render=function(t,e,i){var n,r,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S;for(M=i.sx,C=i.sy,k=i.smodule,r=i.angle,D=i.teeth,f=i.pressure_angle,x=i.shaft_size,l=i.internal,h=0,p=e.length;p>h;h++)if(a=e[h],!isNaN(M[a]+C[a]+r[a]+k[a]+D[a]+f[a]+x[a]+l[a])){for(d=k[a]*D[a]/2,o=l[a]?s.create_internal_gear_tooth:s.create_gear_tooth,b=o(k[a],D[a],f[a]),g=b.slice(0,3),n=g[0],T=g[1],S=g[2],y=b.slice(3),t.save(),t.translate(M[a],C[a]),t.rotate(r[a]),t.beginPath(),v=2*Math.PI/D[a],t.moveTo(T,S),u=c=0,m=D[a];m>=0?m>c:c>m;u=m>=0?++c:--c)this._render_seq(t,y),t.rotate(v);t.closePath(),l[a]?(_=d+2.75*k[a],t.moveTo(_,0),t.arc(0,0,_,0,2*Math.PI,!0)):x[a]>0&&(w=d*x[a],t.moveTo(w,0),t.arc(0,0,w,0,2*Math.PI,!0)),this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,a),t.fill()),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,a),t.stroke()),t.restore()}},e.prototype._render_seq=function(t,e){var i,r,s,o,a,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(u=0;u<e.length;)switch(l.isString(e[u])&&(i=e[u],u+=1),i){case"M":g=e.slice(u,u+2),P=g[0],I=g[1],t.moveTo(P,I),m=[P,I],d=m[0],f=m[1],u+=2;break;case"L":v=e.slice(u,u+2),P=v[0],I=v[1],t.lineTo(P,I),y=[P,I],d=y[0],f=y[1],u+=2;break;case"C":b=e.slice(u,u+6),r=b[0],o=b[1],s=b[2],a=b[3],P=b[4],I=b[5],t.bezierCurveTo(r,o,s,a,P,I),w=[P,I],d=w[0],f=w[1],u+=6;break;case"Q":x=e.slice(u,u+4),r=x[0],o=x[1],P=x[2],I=x[3],t.quadraticCurveTo(r,o,P,I),k=[P,I],d=k[0],f=k[1],u+=4;break;case"A":for(M=e.slice(u,u+7),D=M[0],T=M[1],E=M[2],c=M[3],A=M[4],P=M[5],I=M[6],S=n.arc_to_bezier(d,f,D,T,-E,c,1-A,P,I),h=0,p=S.length;p>h;h++)C=S[h],r=C[0],o=C[1],s=C[2],a=C[3],P=C[4],I=C[5],t.bezierCurveTo(r,o,s,a,P,I);_=[P,I],d=_[0],f=_[1],u+=7;break;default:throw new Error("unexpected command: "+i)}},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type="Gear",e.prototype.angles=["angle"],e.prototype.fields=["module","internal:bool","pressure_angle","shaft_size","teeth"],e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{angle:0,pressure_angle:20,shaft_size:.3,internal:!1})},e}(a.Model),e.exports={Model:r,View:o}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../util/bezier":248,"./glyph":158,gear_utils:297,underscore:92}],158:[function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g=function(t,e){function i(){this.constructor=t}for(var n in e)m.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},m={}.hasOwnProperty;l=t("underscore"),d=t("rbush"),u=t("../../common/bbox"),h=t("../../common/logging").logger,a=t("../../common/has_parent"),r=t("../../common/continuum_view"),p=t("../../common/properties"),n=t("../../mapper/categorical_mapper"),c=t("proj4"),f=c.defs("GOOGLE"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.initialize=function(t){var i,n,r,s;e.__super__.initialize.call(this,t),this.renderer=t.renderer,i=this.renderer.plot_view.canvas_view.ctx,null!=i.glcanvas&&this._init_gl(i.glcanvas.gl),s=p.factories;for(r in s)n=s[r],this[r]={},this[r]=l.extend(this[r],n(this.model));return this.warned={},this},e.prototype.render=function(t,e,i){if(this.mget("visible")){if(t.beginPath(),null!=this.glglyph&&this._render_gl(t,e,i))return;return this._render(t,e,i)}},e.prototype._render_gl=function(t,e,i){var n,r,s,o;return s=this.renderer.map_to_screen([0,1,2],[0,1,2]),n=s[0],r=s[1],Math.abs(n[1]-n[0]-(n[2]-n[1]))>1e-6||Math.abs(r[1]-r[0]-(r[2]-r[1]))>1e-6?!1:(o={width:t.glcanvas.width,height:t.glcanvas.height,dx:n,dy:r,sx:n[1]-n[0],sy:r[1]-r[0]},this.glglyph.draw(e,i,o),!0)},e.prototype.map_data=function(){var t,e,i,n,r,s,o,a,u,h,c,p,d,f,g,m,_;for(r=this.model.coords,e=0,n=r.length;n>e;e++)if(s=r[e],m=s[0],_=s[1],d="s"+m,g="s"+_,l.isArray(null!=(o=this[m])?o[0]:void 0))for(a=[[],[]],this[d]=a[0],this[g]=a[1],t=i=0,u=this[m].length;u>=0?u>i:i>u;t=u>=0?++i:--i)h=this.renderer.map_to_screen(this[m][t],this[_][t]),p=h[0],f=h[1],this[d].push(p),this[g].push(f);else c=this.renderer.map_to_screen(this[m],this[_]),this[d]=c[0],this[g]=c[1];return this._map_data()},e.prototype.project_xy=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=c(f,[t[i],e[i]]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.project_xsys=function(t,e){var i,n,r,s,o,a,l,u;for(s=[],a=[],i=n=0,l=t.length;l>=0?l>n:n>l;i=l>=0?++n:--n)u=this.project_xy(t[i],e[i]),r=u[0],o=u[1],s[i]=r,a[i]=o;return[s,a]},e.prototype.set_data=function(t){var e,i,n,r,s,o,a,l;n=this.coords;for(e in n)i=n[e],this[e]=i.array(t);this.renderer.plot_model.use_map&&(null!=this.x&&(r=this.project_xy(this.x,this.y),this.x=r[0],this.y=r[1]),null!=this.xs&&(s=this.project_xsys(this.xs,this.ys),this.xs=s[0],this.ys=s[1])),o=this.angles;for(e in o)i=o[e],this[e]=i.array(t);a=this.distances;for(e in a)i=a[e],this[e]=i.array(t),this["max_"+e]=Math.max.apply(null,this[e]);l=this.fields;for(e in l)i=l[e],this[e]=i.array(t);return null!=this.glglyph&&this.glglyph.set_data_changed(this.x.length),this._set_data(),this.index=this._index_data()},e.prototype.set_visuals=function(t){var e,i,n;n=this.visuals;for(e in n)i=n[e],i.warm_cache(t);return null!=this.glglyph?this.glglyph.set_visuals_changed():void 0},e.prototype.bounds=function(){var t;return null==this.index?u.empty():(t=this.index.data.bbox,this._bounds([[t[0],t[2]],[t[1],t[3]]]))},e.prototype.scx=function(t){return this.sx[t]},e.prototype.scy=function(t){return this.sy[t]},e.prototype._init_gl=function(){return!1},e.prototype._set_data=function(){return null},e.prototype._map_data=function(){return null},e.prototype._mask_data=function(t){return t},e.prototype._bounds=function(t){return t},e.prototype._xy_index=function(){var t,e,i,r,s,o,a,l,u;for(e=d(),r=[],a=this.renderer.xmapper instanceof n.Model?this.renderer.xmapper.v_map_to_target(this.x,!0):this.x,u=this.renderer.ymapper instanceof n.Model?this.renderer.ymapper.v_map_to_target(this.y,!0):this.y,t=i=0,s=a.length;s>=0?s>i:i>s;t=s>=0?++i:--i)o=a[t],!isNaN(o)&&isFinite(o)&&(l=u[t],!isNaN(l)&&isFinite(l)&&r.push([o,l,o,l,{i:t}]));return e.load(r),e},e.prototype.sdist=function(t,e,i,n,r){var s,o,a,u,h,c,p;return null==n&&(n="edge"),null==r&&(r=!1),l.isString(e[0])&&(e=t.v_map_to_target(e)),"center"===n?(o=function(){var t,e,n;for(n=[],t=0,e=i.length;e>t;t++)s=i[t],n.push(s/2);return n}(),u=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]-o[a]);return n}(),h=function(){var t,i,n;for(n=[],a=t=0,i=e.length;i>=0?i>t:t>i;a=i>=0?++t:--t)n.push(e[a]+o[a]);return n}()):(u=e,h=function(){var t,e,n;for(n=[],a=t=0,e=u.length;e>=0?e>t:t>e;a=e>=0?++t:--t)n.push(u[a]+i[a]);return n}()),c=t.v_map_to_target(u),p=t.v_map_to_target(h),r?function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.ceil(Math.abs(p[a]-c[a])));return i}():function(){var t,e,i;for(i=[],a=t=0,e=c.length;e>=0?e>t:t>e;a=e>=0?++t:--t)i.push(Math.abs(p[a]-c[a]));return i}()},e.prototype.hit_test=function(t){var e,i;return i=null,e="_hit_"+t.type,null!=this[e]?i=this[e](t):null==this.warned[t.type]&&(h.error("'"+t.type+"' selection not available for "+this.model.type),this.warned[t.type]=!0),i},e.prototype.get_reference_point=function(){var t;return t=this.mget("reference_point"),l.isNumber(t)?this.data[t]:t},e.prototype.draw_legend=function(t,e,i,n,r){return null},e.prototype._generic_line_legend=function(t,e,i,n,r){var s,o;return o=null!=(s=this.get_reference_point())?s:0,t.save(),t.beginPath(),t.moveTo(e,(n+r)/2),t.lineTo(i,(n+r)/2),this.visuals.line.do_stroke&&(this.visuals.line.set_vectorize(t,o),t.stroke()),t.restore()},e.prototype._generic_area_legend=function(t,e,i,n,r){var s,o,a,l,u,h,c,p,d,f,g;return h=null!=(u=this.get_reference_point())?u:0,l=[h],g=Math.abs(i-e),o=.1*g,a=Math.abs(r-n),s=.1*a,c=e+o,p=i-o,d=n+s,f=r-s,this.visuals.fill.do_fill&&(this.visuals.fill.set_vectorize(t,h),t.fillRect(c,d,p-c,f-d)),this.visuals.line.do_stroke?(t.beginPath(),t.rect(c,d,p-c,f-d),this.visuals.line.set_vectorize(t,h),t.stroke()):void 0},e}(r),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return g(e,t),e.prototype.visuals=["line","fill"],e.prototype.coords=[["x","y"]],e.prototype.distances=[],e.prototype.angles=[],e.prototype.fields=[],e.prototype.fill_defaults={fill_color:"gray",fill_alpha:1},e.prototype.line_defaults={line_color:"black",line_width:1,line_alpha:1,line_join:"miter",line_cap:"butt",line_dash:[],line_dash_offset:0},e.prototype.text_defaults={text_font:"helvetica",text_font_size:"12pt",text_font_style:"normal",text_color:"#444444",text_alpha:1,text_align:"left",text_baseline:"bottom"},e.prototype.defaults=function(){return l.extend({visible:!0})},e.prototype.display_defaults=function(){var t,i,n,r,s,o;for(o={},s=this.visuals,i=0,n=s.length;n>i;i++){switch(r=s[i]){case"line":t=this.line_defaults;break;case"fill":t=this.fill_defaults;break;case"text":t=this.text_defaults;break;default:h.warn("unknown visual property type '"+r+"'");continue}o=l.extend(o,e.__super__.display_defaults.call(this),t)}return o},e}(a),e.exports={Model:s,View:o}},{"../../common/bbox":100,"../../common/continuum_view":109,"../../common/has_parent":114,"../../common/logging":119,"../../common/properties":126,
+        "../../mapper/categorical_mapper":138,proj4:56,rbush:89,underscore:92}],159:[function(t,e,i){var n,r,s,o,a,l,u,h,c=function(t,e){function i(){this.constructor=t}for(var n in e)p.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},p={}.hasOwnProperty;u=t("underscore"),h=t("../../common/logging").logger,o=t("../../common/has_parent"),a=t("../../common/plot_widget"),n=t("../../range/factor_range"),l=t("../../source/remote_data_source"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.initialize=function(t){var i,n,r;return e.__super__.initialize.call(this,t),this.glyph=this.build_glyph_view(this.mget("glyph")),r=this.mget("selection_glyph"),null==r&&(r=this.mget("glyph").clone(),r.set(this.model.selection_defaults,{silent:!0})),this.selection_glyph=this.build_glyph_view(r),n=this.mget("nonselection_glyph"),null==n&&(n=this.mget("glyph").clone(),n.set(this.model.nonselection_defaults,{silent:!0})),this.nonselection_glyph=this.build_glyph_view(n),i=this.mget("glyph").clone(),i.set(this.model.decimated_defaults,{silent:!0}),this.decimated_glyph=this.build_glyph_view(i),this.xmapper=this.plot_view.frame.get("x_mappers")[this.mget("x_range_name")],this.ymapper=this.plot_view.frame.get("y_mappers")[this.mget("y_range_name")],this.set_data(!1),this.mget("data_source")instanceof l.RemoteDataSource?this.mget("data_source").setup(this.plot_view,this.glyph):void 0},e.prototype.build_glyph_view=function(t){return new t.default_view({model:t,renderer:this})},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.request_render),this.listenTo(this.mget("data_source"),"change",this.set_data),this.listenTo(this.mget("data_source"),"select",this.request_render),this.listenTo(this.mget("glyph"),"propchange",function(){return this.glyph.set_visuals(this.mget("data_source")),this.request_render()})},e.prototype.have_selection_glyphs=function(){return!0},e.prototype.setup_server_data=function(){},e.prototype.set_data=function(t,e){var i,n,r,s,o,a,l,u,c;for(null==t&&(t=!0),c=Date.now(),u=this.mget("data_source"),this.glyph.set_data(u,e),this.glyph.set_visuals(u),this.decimated_glyph.set_visuals(u),this.selection_glyph.set_visuals(u),this.nonselection_glyph.set_visuals(u),s=u.get_length(),null==s&&(s=1),this.all_indices=function(){l=[];for(var t=0;s>=0?s>t:t>s;s>=0?t++:t--)l.push(t);return l}.apply(this),o=this.plot_model.get("lod_factor"),this.decimated=[],n=r=0,a=Math.floor(this.all_indices.length/o);a>=0?a>r:r>a;n=a>=0?++r:--r)this.decimated.push(this.all_indices[n*o]);return i=Date.now()-c,h.debug(this.glyph.model.type+" GlyphRenderer ("+this.model.id+"): set_data finished in "+i+"ms"),this.set_data_timestamp=Date.now(),t?this.request_render():void 0},e.prototype.render=function(){var t,e,i,n,r,s,o,a,l,u,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C;if(w=Date.now(),o=this.glyph.glglyph,x=Date.now(),this.glyph.map_data(),e=Date.now()-w,k=Date.now(),u=o?this.all_indices:this.glyph._mask_data(this.all_indices),i=Date.now()-k,t=this.plot_view.canvas_view.ctx,t.save(),v=this.mget("data_source").get("selected"),v=v&&0!==v.length?v["0d"].flag?u:v["1d"].indices.length>0?v["1d"].indices:v["2d"].indices.length>0?v["2d"].indices:[]:[],g=this.plot_model.get("lod_threshold"),this.plot_view.interactive&&!o&&null!=g&&this.all_indices.length>g?(u=this.decimated,a=this.decimated_glyph,_=this.decimated_glyph,b=this.selection_glyph):(a=this.glyph,_=this.nonselection_glyph,b=this.selection_glyph),v.length&&this.have_selection_glyphs()){for(C=Date.now(),y={},c=0,d=v.length;d>c;c++)l=v[c],y[l]=!0;for(v=new Array,m=new Array,p=0,f=u.length;f>p;p++)l=u[p],null!=y[l]?v.push(l):m.push(l);r=Date.now()-C,M=Date.now(),_.render(t,m,this.glyph),b.render(t,v,this.glyph),n=Date.now()-M}else M=Date.now(),a.render(t,u,this.glyph),n=Date.now()-M;return this.last_dtrender=n,s=Date.now()-w,h.debug(this.glyph.model.type+" GlyphRenderer ("+this.model.id+"): render finished in "+s+"ms"),h.trace(" - map_data finished in       : "+e+"ms"),null!=i&&h.trace(" - mask_data finished in      : "+i+"ms"),null!=r&&h.trace(" - selection mask finished in : "+r+"ms"),h.trace(" - glyph renders finished in  : "+n+"ms"),t.restore()},e.prototype.map_to_screen=function(t,e){return this.plot_view.map_to_screen(t,e,this.mget("x_range_name"),this.mget("y_range_name"))},e.prototype.draw_legend=function(t,e,i,n,r){return this.glyph.draw_legend(t,e,i,n,r)},e.prototype.hit_test=function(t){return this.glyph.hit_test(t)},e}(a),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return c(e,t),e.prototype.default_view=s,e.prototype.type="GlyphRenderer",e.prototype.selection_defaults={},e.prototype.decimated_defaults={fill_alpha:.3,line_alpha:.3,fill_color:"grey",line_color:"grey"},e.prototype.nonselection_defaults={fill_alpha:.2,line_alpha:.2},e.prototype.defaults=function(){return u.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default",data_source:null})},e.prototype.display_defaults=function(){return u.extend({},e.__super__.display_defaults.call(this),{level:"glyph"})},e}(o),e.exports={Model:r,View:s}},{"../../common/has_parent":114,"../../common/logging":119,"../../common/plot_widget":125,"../../range/factor_range":145,"../../source/remote_data_source":205,underscore:92}],160:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("./glyph"),o=t("../../mapper/linear_color_mapper"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t,e,i,n,r,s,o,l,u,h,c;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),c=[],s=u=0,h=this.image.length;h>=0?h>u:u>h;s=h>=0?++u:--u)null!=this.rows?(this.height[s]=this.rows[s],this.width[s]=this.cols[s]):(this.height[s]=this.image[s].length,this.width[s]=this.image[s][0].length),i=document.createElement("canvas"),i.width=this.width[s],i.height=this.height[s],r=i.getContext("2d"),o=r.getImageData(0,0,this.width[s],this.height[s]),n=this.mget("color_mapper"),l=null!=this.rows?this.image[s]:a.flatten(this.image[s]),t=n.v_map_screen(l),e=new Uint8ClampedArray(t),o.data.set(e),r.putImageData(o,0,0),this.image_data[s]=i,this.max_dw=0,"data"===this.dw.units&&(this.max_dw=a.max(this.dw)),this.max_dh=0,"data"===this.dh.units&&(this.max_dh=a.max(this.dh)),c.push(this._xy_index());return c},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],null!=r[n]&&(isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p)));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="Image",e.prototype.visuals=[],e.prototype.distances=["dw","dh"],e.prototype.fields=["image:array","?rows","?cols","palette:string"],e.prototype.display_defaults=function(){return a.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"../../mapper/linear_color_mapper":140,"./glyph":158,underscore:92}],161:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m;for((null==this.image_data||this.image_data.length!==this.image.length)&&(this.image_data=new Array(this.image.length)),(null==this.width||this.width.length!==this.image.length)&&(this.width=new Array(this.image.length)),(null==this.height||this.height.length!==this.image.length)&&(this.height=new Array(this.image.length)),m=[],u=p=0,f=this.image.length;f>=0?f>p:p>f;u=f>=0?++p:--p)if(null==e||u===e){if(null!=this.rows?(this.height[u]=this.rows[u],this.width[u]=this.cols[u]):(this.height[u]=this.image[u].length,this.width[u]=this.image[u][0].length),r=document.createElement("canvas"),r.width=this.width[u],r.height=this.height[u],a=r.getContext("2d"),h=a.getImageData(0,0,this.width[u],this.height[u]),null!=this.rows)h.data.set(new Uint8ClampedArray(this.image[u]));else{for(l=o.flatten(this.image[u]),i=new ArrayBuffer(4*l.length),s=new Uint32Array(i),c=d=0,g=l.length;g>=0?g>d:d>g;c=g>=0?++d:--d)s[c]=l[c];n=new Uint8ClampedArray(i),h.data.set(n)}a.putImageData(h,0,0),this.image_data[u]=r,this.max_dw=0,"data"===this.dw.units&&(this.max_dw=o.max(this.dw)),this.max_dh=0,"data"===this.dh.units?m.push(this.max_dh=o.max(this.dh)):m.push(void 0)}return m},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.dw,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.dh,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p;for(r=i.image_data,h=i.sx,c=i.sy,u=i.sw,l=i.sh,a=t.getImageSmoothingEnabled(),t.setImageSmoothingEnabled(!1),s=0,o=e.length;o>s;s++)n=e[s],isNaN(h[n]+c[n]+u[n]+l[n])||(p=c[n],t.translate(0,p),t.scale(1,-1),t.translate(0,-p),t.drawImage(r[n],0|h[n],0|c[n],u[n],l[n]),t.translate(0,p),t.scale(1,-1),t.translate(0,-p));return t.setImageSmoothingEnabled(a)},e.prototype.bounds=function(){var t;return t=this.index.data.bbox,[[t[0],t[2]+this.max_dw],[t[1],t[3]+this.max_dh]]},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ImageRGBA",e.prototype.visuals=[],e.prototype.distances=["dw","dh"],e.prototype.fields=["image:array","?rows","?cols"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"./glyph":158,underscore:92}],162:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._set_data=function(){var t;return this.image=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(null);return r}.call(this),this.need_load=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!0);return r}.call(this),this.loaded=function(){var e,i,n,r;for(n=this.url,r=[],e=0,i=n.length;i>e;e++)t=n[e],r.push(!1);return r}.call(this),this._xy_index()},e.prototype._map_data=function(){return this.sw=this.sdist(this.renderer.xmapper,this.x,this.w,"edge",this.mget("dilate")),this.sh=this.sdist(this.renderer.ymapper,this.y,this.h,"edge",this.mget("dilate"))},e.prototype._render=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d,f,g;for(g=i.url,s=i.image,u=i.need_load,d=i.sx,f=i.sy,p=i.sw,c=i.sh,n=i.angle,h=[],a=0,l=e.length;l>a;a++)r=e[a],isNaN(d[r]+f[r]+n[r])||(u[r]?(o=new Image,o.onload=function(t){return function(e,i){return function(){return t.loaded[i]=!0,s[i]=e,t.renderer.request_render()}}}(this)(o,r),o.src=g[r],h.push(u[r]=!1)):this.loaded[r]?h.push(this._render_image(t,r,s[r],d,f,p,c,n)):h.push(void 0));return h},e.prototype._final_sx_sy=function(t,e,i,n,r){switch(t){case"top_left":return[e,i];case"top_center":return[e-n/2,i];case"top_right":return[e-n,i];case"right_center":return[e-n,i-r/2];case"bottom_right":return[e-n,i-r];case"bottom_center":return[e-n/2,i-r];case"bottom_left":return[e,i-r];case"left_center":return[e,i-r/2];case"center":return[e-n/2,i-r/2]}},e.prototype._render_image=function(t,e,i,n,r,s,o,a){var l,u;return isNaN(s[e])&&(s[e]=i.width),isNaN(o[e])&&(o[e]=i.height),l=this.mget("anchor")||"top_left",u=this._final_sx_sy(l,n[e],r[e],s[e],o[e]),n=u[0],r=u[1],t.save(),t.globalAlpha=this.mget("global_alpha"),a[e]?(t.translate(n,r),t.rotate(a[e]),t.drawImage(i,0,0,s[e],o[e]),t.rotate(-a[e]),t.translate(-n,-r)):t.drawImage(i,n,r,s[e],o[e]),t.restore()},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ImageURL",e.prototype.visuals=[],e.prototype.distances=["w","h"],e.prototype.angles=["angle"],e.prototype.fields=["url:string"],e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{angle:0,global_alpha:1})},e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{})},e}(n.Model),e.exports={Model:r,View:s}},{"./glyph":158,underscore:92}],163:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),a=t("../../common/hittest"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){return this._xy_index()},e.prototype._render=function(t,e,i){var n,r,s,o,a,l;for(a=i.sx,l=i.sy,n=!1,this.visuals.line.set_value(t),s=0,o=e.length;o>s;s++)r=e[s],isFinite(a[r]+l[r])||!n?n?t.lineTo(a[r],l[r]):(t.beginPath(),t.moveTo(a[r],l[r]),n=!0):(t.stroke(),t.beginPath(),n=!1);return n?t.stroke():void 0},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_;for(l=[t.vx,t.vy],f=l[0],g=l[1],m=this.renderer.xmapper.map_from_target(f),_=this.renderer.ymapper.map_from_target(g),c=a.create_hit_test_result(),o={x:m,y:_},p=100,d=1,i=n=0,u=this.x.length-1;u>=0?u>n:n>u;i=u>=0?++n:--n)h=[{x:this.x[i],y:this.y[i]},{x:this.x[i+1],y:this.y[i+1]}],r=h[0],s=h[1],e=a.dist_to_segment(o,r,s),d>e&&p>e&&(p=e,c["0d"].flag=!0,c["0d"].indices=[i]);return c},e.prototype._hit_span=function(t){var 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this._generic_line_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="Line",e.prototype.visuals=["line"],e}(n.Model),e.exports={Model:r,View:s}},{"../../common/hittest":116,"./glyph":158,underscore:92}],164:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),s=t("./marker"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._render=function(t,e,i){var 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i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./glyph"),a=t("../../common/hittest"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._set_data=function(){return this.max_w2=0,"data"===this.distances.width.units&&(this.max_w2=this.max_width/2),this.max_h2=0,"data"===this.distances.height.units?this.max_h2=this.max_height/2:void 0},e.prototype._index_data=function(){return this._xy_index()},e.prototype._map_data=function(){return"data"===this.distances.width.units?this.sw=this.sdist(this.renderer.xmapper,this.x,this.width,"center",this.mget("dilate")):this.sw=this.width,"data"===this.distances.height.units?this.sh=this.sdist(this.renderer.ymapper,this.y,this.height,"center",this.mget("dilate")):this.sh=this.height},e.prototype._render=function(t,e,i){var 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e=this.renderer.xmapper.v_map_from_target([t.vx0,t.vx1],!0),s=e[0],o=e[1],i=this.renderer.ymapper.v_map_from_target([t.vy0,t.vy1],!0),l=i[0],u=i[1],n=a.create_hit_test_result(),n["1d"].indices=function(){var t,e,i,n;for(i=this.index.search([s,l,o,u]),n=[],t=0,e=i.length;e>t;t++)r=i[t],n.push(r[4].i);return n}.call(this),n},e.prototype._hit_point=function(t){var e,i,n,r,s,o,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E,I;for(p=[t.vx,t.vy],b=p[0],k=p[1],T=this.renderer.xmapper.map_from_target(b,!0),P=this.renderer.ymapper.map_from_target(k,!0),"screen"===this.distances.width.units?(w=b-2*this.max_width,x=b+2*this.max_width,d=this.renderer.xmapper.v_map_from_target([w,x],!0),S=d[0],A=d[1]):(S=T-2*this.max_width,A=T+2*this.max_width),"screen"===this.distances.height.units?(M=k-2*this.max_height,C=k+2*this.max_height,f=this.renderer.ymapper.v_map_from_target([M,C],!0),E=f[0],I=f[1]):(E=P-2*this.max_height,I=P+2*this.max_height),r=[],g=function(){var 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l(e,t),e.prototype.default_view=s,e.prototype.type="Rect",e.prototype.distances=["width","height"],e.prototype.angles=["angle"],e.prototype.display_defaults=function(){return o.extend({},e.__super__.display_defaults.call(this),{angle:0,dilate:!1})},e}(n.Model),e.exports={Model:r,View:s}},{"../../common/hittest":116,"./glyph":158,underscore:92}],185:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),a=t("rbush"),n=t("./glyph"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._index_data=function(){var t,e,i,n,r;for(e=a(),n=[],t=i=0,r=this.x0.length;r>=0?r>i:i>r;t=r>=0?++i:--i)isNaN(this.x0[t]+this.x1[t]+this.y0[t]+this.y1[t])||n.push([this.x0[t],this.y0[t],this.x1[t],this.y1[t],{i:t}]);return e.load(n),e},e.prototype._render=function(t,e,i){var 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n}.call(this),u=0,c=v.length;c>u;u++)s=v[u],f=Math.pow(this.sradius[s],2),x=this.renderer.xmapper.map_to_target(N,!0),k=this.renderer.xmapper.map_to_target(this.x[s],!0),C=this.renderer.ymapper.map_to_target(j,!0),D=this.renderer.ymapper.map_to_target(this.y[s],!0),n=Math.pow(x-k,2)+Math.pow(C-D,2),f>=n&&i.push([s,n]);for(r=[],h=0,p=i.length;p>h;h++)y=i[h],s=y[0],n=y[1],w=this.renderer.plot_view.canvas.vx_to_sx(T),M=this.renderer.plot_view.canvas.vy_to_sy(P),e=Math.atan2(M-this.sy[s],w-this.sx[s]),l.angle_between(-e,-this.start_angle[s],-this.end_angle[s],this.direction[s])&&r.push([s,n]);return b=a.create_hit_test_result(),b["1d"].indices=o.chain(r).sortBy(function(t){return t[1]}).map(function(t){return t[0]}).value(),b},e.prototype.draw_legend=function(t,e,i,n,r){return this._generic_area_legend(t,e,i,n,r)},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return 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i,t.__super__=e.prototype,t},D={}.hasOwnProperty;f=t("underscore"),w=null!=i._bokehTest?i._bokehTest.kiwi:t("kiwi"),l=t("../../common/has_parent"),h=t("../../common/layout_box"),x=t("../../common/logging").logger,p=t("../../common/plot_widget"),M=t("../../common/properties"),k=Math.PI/2,n="alphabetic",c="middle",a="hanging",u="left",d="right",o="center",v={above:{parallel:0,normal:-k,horizontal:0,vertical:-k},below:{parallel:0,normal:k,horizontal:0,vertical:k},left:{parallel:-k,normal:0,horizontal:0,vertical:-k},right:{parallel:k,normal:0,horizontal:0,vertical:k}},b={above:{parallel:n,normal:c,horizontal:n,vertical:c},below:{parallel:a,normal:c,horizontal:a,vertical:c},left:{parallel:n,normal:c,horizontal:c,vertical:n},right:{parallel:n,normal:c,horizontal:c,vertical:n}},g={above:{parallel:o,normal:u,horizontal:o,vertical:u},below:{parallel:o,normal:u,horizontal:o,vertical:d},left:{parallel:o,normal:d,horizontal:d,vertical:o},right:{parallel:o,normal:u,horizontal:u,vertical:o}},m={above:d,below:u,left:d,right:u},_={above:u,below:d,left:d,right:u},y=function(t,e,i){var n,r;return f.isString(i)?(r=b[e][i],n=g[e][i]):0===i?(r=b[e][i],n=g[e][i]):0>i?(r="middle",n=m[e]):i>0&&(r="middle",n=_[e]),t.textBaseline=r,t.textAlign=n},s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.rule_props=new M.Line({obj:this.model,prefix:"axis_"}),this.major_tick_props=new M.Line({obj:this.model,prefix:"major_tick_"}),this.minor_tick_props=new M.Line({obj:this.model,prefix:"minor_tick_"}),this.major_label_props=new M.Text({obj:this.model,prefix:"major_label_"}),this.axis_label_props=new M.Text({obj:this.model,prefix:"axis_label_"}),this.x_range_name=this.mget("x_range_name"),this.y_range_name=this.mget("y_range_name")},e.prototype.render=function(){var t;if(this.mget("visible"))return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_rule(t),this._draw_major_ticks(t),this._draw_minor_ticks(t),this._draw_major_labels(t),this._draw_axis_label(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.plot_view.request_render)},e.prototype._draw_rule=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m;if(this.rule_props.do_stroke){for(o=e=this.mget("rule_coords"),d=o[0],g=o[1],a=this.plot_view.map_to_screen(d,g,this.x_range_name,this.y_range_name),c=a[0],p=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),f=u[0],m=u[1],this.rule_props.set_value(t),t.beginPath(),t.moveTo(Math.round(c[0]+r*f),Math.round(p[0]+s*m)),i=n=1,h=c.length;h>=1?h>n:n>h;i=h>=1?++n:--n)t.lineTo(Math.round(c[i]+r*f),Math.round(p[i]+s*m));return t.stroke()}},e.prototype._draw_major_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.major_tick_props.do_stroke){for(e=this.mget("tick_coords"),o=e.major,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),_=u[0],y=u[1],f=this.mget("major_tick_in"),g=this.mget("major_tick_out"),this.major_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_minor_ticks=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y;if(this.minor_tick_props.do_stroke){for(e=this.mget("tick_coords"),o=e.minor,m=o[0],v=o[1],a=this.plot_view.map_to_screen(m,v,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),r=l[0],s=l[1],u=this.mget("offsets"),_=u[0],y=u[1],f=this.mget("minor_tick_in"),g=this.mget("minor_tick_out"),this.minor_tick_props.set_value(t),c=[],i=n=0,h=p.length;h>=0?h>n:n>h;i=h>=0?++n:--n)t.beginPath(),t.moveTo(Math.round(p[i]+r*g+r*_),Math.round(d[i]+s*g+s*y)),t.lineTo(Math.round(p[i]-r*f+r*_),Math.round(d[i]-s*f+s*y)),c.push(t.stroke());return c}},e.prototype._draw_major_labels=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,b,w,x,k,M,C,D;for(i=this.mget("tick_coords"),h=i.major,k=h[0],C=h[1],c=this.plot_view.map_to_screen(k,C,this.x_range_name,this.y_range_name),w=c[0],x=c[1],p=this.mget("normals"),a=p[0],l=p[1],d=this.mget("offsets"),M=d[0],D=d[1],n=this.mget("dimension"),_=this.mget("location"),u=this.mget("major_label_orientation"),e=f.isString(u)?v[_][u]:-u,b=this.model._tick_extent(this)+this.mget("major_label_standoff"),o=this.mget("formatter").format(i.major[n]),this.major_label_props.set_value(t),y(t,_,u),m=[],r=s=0,g=w.length;g>=0?g>s:s>g;r=g>=0?++s:--s)e?(t.translate(w[r]+a*b+a*M,x[r]+l*b+l*D),t.rotate(e),t.fillText(o[r],0,0),t.rotate(-e),m.push(t.translate(-w[r]-a*b+a*M,-x[r]-l*b+l*D))):m.push(t.fillText(o[r],Math.round(w[r]+a*b+a*M),Math.round(x[r]+l*b+l*D)));return m},e.prototype._draw_axis_label=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_;return i=this.mget("axis_label"),null!=i?(o=this.mget("rule_coords"),f=o[0],m=o[1],a=this.plot_view.map_to_screen(f,m,this.x_range_name,this.y_range_name),p=a[0],d=a[1],l=this.mget("normals"),n=l[0],r=l[1],u=this.mget("offsets"),g=u[0],_=u[1],h=this.mget("location"),s="parallel",e=v[h][s],c=this.model._tick_extent(this)+this.model._tick_label_extent(this)+this.mget("axis_label_standoff"),p=(p[0]+p[p.length-1])/2,d=(d[0]+d[d.length-1])/2,this.axis_label_props.set_value(t),y(t,h,s),e?(t.translate(p+n*c+n*g,d+r*c+r*_),t.rotate(e),t.fillText(i,0,0),t.rotate(-e),t.translate(-p-n*c+n*g,-d-r*c+r*_)):t.fillText(i,p+n*c+n*g,d+r*c+r*_)):void 0},e}(p),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return C(e,t),e.prototype.default_view=s,e.prototype.type="Axis",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("computed_bounds",this._computed_bounds,!1),this.add_dependencies("computed_bounds",this,["bounds"]),this.add_dependencies("computed_bounds",this.get("plot"),["x_range","y_range"]),
+        this.register_property("rule_coords",this._rule_coords,!1),this.add_dependencies("rule_coords",this,["computed_bounds","side"]),this.register_property("tick_coords",this._tick_coords,!1),this.add_dependencies("tick_coords",this,["computed_bounds","location"]),this.register_property("ranges",this._ranges,!0),this.register_property("normals",function(){return this._normals},!0),this.register_property("dimension",function(){return this._dim},!0),this.register_property("offsets",this._offsets,!0)},e.prototype.initialize_layout=function(t){var e,i;return e=new h.Model({solver:t}),this.panel=e,this._top=e._top,this._bottom=e._bottom,this._left=e._left,this._right=e._right,this._width=e._width,this._height=e._height,i=this.get("location"),"above"===i?(this._dim=0,this._normals=[0,-1],this._size=e._height,this._anchor=e._bottom):"below"===i?(this._dim=0,this._normals=[0,1],this._size=e._height,this._anchor=e._top):"left"===i?(this._dim=1,this._normals=[-1,0],this._size=e._width,this._anchor=e._right):"right"===i?(this._dim=1,this._normals=[1,0],this._size=e._width,this._anchor=e._left):x.error("unrecognized side: '"+i+"'")},e.prototype.update_layout=function(t,e){var i;return i=this.get("visible")?this._tick_extent(t)+this._tick_label_extent(t)+this._axis_label_extent(t):0,null==this._last_size&&(this._last_size=-1),i!==this._last_size?(this._last_size=i,null!=this._size_constraint&&e.remove_constraint(this._size_constraint),this._size_constraint=new w.Constraint(new w.Expression(this._size,-i),w.Operator.Eq),e.add_constraint(this._size_constraint)):void 0},e.prototype._offsets=function(){var t,e,i,n,r;return i=this.get("location"),e=[0,0],n=e[0],r=e[1],t=this.get("plot").get("frame"),"below"===i?r=Math.abs(this.panel.get("top")-t.get("bottom")):"above"===i?r=Math.abs(this.panel.get("bottom")-t.get("top")):"right"===i?n=Math.abs(this.panel.get("left")-t.get("right")):"left"===i&&(n=Math.abs(this.panel.get("right")-t.get("left"))),[n,r]},e.prototype._ranges=function(){var t,e,i,n;return e=this.get("dimension"),i=(e+1)%2,t=this.get("plot").get("frame"),n=[t.get("x_ranges")[this.get("x_range_name")],t.get("y_ranges")[this.get("y_range_name")]],[n[e],n[i]]},e.prototype._computed_bounds=function(){var t,e,i,n,r,s,o,a;return r=this.get("ranges"),i=r[0],t=r[1],a=null!=(s=this.get("bounds"))?s:"auto",n=[i.get("min"),i.get("max")],"auto"===a?n:f.isArray(a)?(Math.abs(a[0]-a[1])>Math.abs(n[0]-n[1])?(o=Math.max(Math.min(a[0],a[1]),n[0]),e=Math.min(Math.max(a[0],a[1]),n[1])):(o=Math.min(a[0],a[1]),e=Math.max(a[0],a[1])),[o,e]):(x.error("user bounds '"+a+"' not understood"),null)},e.prototype._rule_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c;return n=this.get("dimension"),r=(n+1)%2,a=this.get("ranges"),o=a[0],e=a[1],l=this.get("computed_bounds"),u=l[0],i=l[1],h=new Array(2),c=new Array(2),t=[h,c],s=this._get_loc(e),t[n][0]=Math.max(u,o.get("min")),t[n][1]=Math.min(i,o.get("max")),t[n][0]>t[n][1]&&(t[n][0]=t[n][1]=NaN),t[r][0]=s,t[r][1]=s,t},e.prototype._tick_coords=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T;if(n=this.get("dimension"),s=(n+1)%2,v=this.get("ranges"),g=v[0],e=v[1],y=this.get("computed_bounds"),M=y[0],i=y[1],C=this.get("ticker").get_ticks(M,i,g,{}),h=C.major,f=C.minor,l=this._get_loc(e),D=[],T=[],t=[D,T],p=[],d=[],c=[p,d],"FactorRange"===g.type)for(r=o=0,b=h.length;b>=0?b>o:o>b;r=b>=0?++o:--o)t[n].push(h[r]),t[s].push(l);else{for(w=[g.get("min"),g.get("max")],_=w[0],m=w[1],r=a=0,x=h.length;x>=0?x>a:a>x;r=x>=0?++a:--a)h[r]<_||h[r]>m||(t[n].push(h[r]),t[s].push(l));for(r=u=0,k=f.length;k>=0?k>u:u>k;r=k>=0?++u:--u)f[r]<_||f[r]>m||(c[n].push(f[r]),c[s].push(l))}return{major:t,minor:c}},e.prototype._get_loc=function(t){var e,i,n,r;return i=t.get("start"),e=t.get("end"),r=this.get("location"),"left"===r||"below"===r?n="start":("right"===r||"above"===r)&&(n="end"),t.get(n)},e.prototype._tick_extent=function(t){return this.get("major_tick_out")},e.prototype._tick_label_extent=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,g,m,_,y,b,w;for(o=0,s=this.get("dimension"),r=t.plot_view.canvas_view.ctx,n=this.get("tick_coords").major,_=this.get("location"),d=this.get("major_label_orientation"),p=this.get("formatter").format(n[s]),t.major_label_props.set_value(r),f.isString(d)?(u=1,e=v[_][d]):(u=2,e=-d),e=Math.abs(e),i=Math.cos(e),m=Math.sin(e),"above"===_||"below"===_?(w=m,l=i):(w=i,l=m),h=c=0,g=p.length;g>=0?g>c:c>g;h=g>=0?++c:--c)null!=p[h]&&(b=1.1*r.measureText(p[h]).width,a=.9*r.measureText(p[h]).ascent,y=b*w+a/u*l,y>o&&(o=y));return o>0&&(o+=this.get("major_label_standoff")),o},e.prototype._axis_label_extent=function(t){var e,i,n,r,s,o,a,l,u;return r=0,l=this.get("location"),o="parallel",n=t.plot_view.canvas_view.ctx,t.axis_label_props.set_value(n),e=Math.abs(v[l][o]),i=Math.cos(e),a=Math.sin(e),this.get("axis_label")&&(r+=this.get("axis_label_standoff"),t.axis_label_props.set_value(n),u=1.1*n.measureText(this.get("axis_label")).width,s=.9*n.measureText(this.get("axis_label")).ascent,r+="above"===l||"below"===l?u*a+s*i:u*i+s*a),r},e.prototype.defaults=function(){return f.extend({},e.__super__.defaults.call(this),{x_range_name:"default",y_range_name:"default"})},e.prototype.display_defaults=function(){return f.extend({},e.__super__.display_defaults.call(this),{level:"overlay",visible:!0,axis_line_color:"black",axis_line_width:1,axis_line_alpha:1,axis_line_join:"miter",axis_line_cap:"butt",axis_line_dash:[],axis_line_dash_offset:0,major_tick_in:2,major_tick_out:6,major_tick_line_color:"black",major_tick_line_width:1,major_tick_line_alpha:1,major_tick_line_join:"miter",major_tick_line_cap:"butt",major_tick_line_dash:[],major_tick_line_dash_offset:0,minor_tick_in:0,minor_tick_out:4,minor_tick_line_color:"black",minor_tick_line_width:1,minor_tick_line_alpha:1,minor_tick_line_join:"miter",minor_tick_line_cap:"butt",minor_tick_line_dash:[],minor_tick_line_dash_offset:0,major_label_standoff:5,major_label_orientation:"horizontal",major_label_text_font:"helvetica",major_label_text_font_size:"10pt",major_label_text_font_style:"normal",major_label_text_color:"#444444",major_label_text_alpha:1,major_label_text_align:"center",major_label_text_baseline:"alphabetic",axis_label:"",axis_label_standoff:5,axis_label_text_font:"helvetica",axis_label_text_font_size:"16pt",axis_label_text_font_style:"normal",axis_label_text_color:"#444444",axis_label_text_alpha:1,axis_label_text_align:"center",axis_label_text_baseline:"alphabetic"})},e}(l),e.exports={Model:r,View:s}}).call(this,"undefined"!=typeof global?global:"undefined"!=typeof self?self:"undefined"!=typeof window?window:{})},{"../../common/has_parent":114,"../../common/layout_box":117,"../../common/logging":119,"../../common/plot_widget":125,"../../common/properties":126,kiwi:303,underscore:92}],189:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("../../common/logging").logger,n=t("./axis"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e}(n.View),r=function(e){function i(){return i.__super__.constructor.apply(this,arguments)}return a(i,e),i.prototype.default_view=s,i.prototype.type="CategoricalAxis",i.prototype.initialize=function(e,n){var r;return i.__super__.initialize.call(this,e,n),r=t("../../common/base").Collections,null==this.get("ticker")&&this.set_obj("ticker",r("CategoricalTicker").create()),null==this.get("formatter")?this.set_obj("formatter",r("CategoricalTickFormatter").create()):void 0},i.prototype._computed_bounds=function(){var t,e,i,n,r,s;return n=this.get("ranges"),e=n[0],t=n[1],s=null!=(r=this.get("bounds"))?r:"auto",i=[e.get("min"),e.get("max")],"auto"!==s&&o.warn("Categorical Axes only support user_bounds='auto', ignoring"),i},i}(n.Model),e.exports={Model:r,View:s}},{"../../common/base":99,"../../common/logging":119,"./axis":188}],190:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;r=t("../../common/base").Collections,l=t("../../ticking/datetime_ticker"),a=t("../../ticking/datetime_tick_formatter"),n=t("./axis"),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e}(n.View),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.default_view=o,e.prototype.type="DatetimeAxis",e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),null==this.get("ticker")&&this.set_obj("ticker",r("DatetimeTicker").create()),null==this.get("formatter")?this.set_obj("formatter",r("DatetimeTickFormatter").create()):void 0},e}(n.Model),e.exports={Model:s,View:o}},{"../../common/base":99,"../../ticking/datetime_tick_formatter":214,"../../ticking/datetime_ticker":215,"./axis":188}],191:[function(t,e,i){var n,r,s,o,a,l,u=function(t,e){function i(){this.constructor=t}for(var n in e)h.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},h={}.hasOwnProperty;a=t("underscore"),s=t("../../common/has_parent"),o=t("../../common/plot_widget"),l=t("../../common/properties"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return u(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.grid_props=new l.Line({obj:this.model,prefix:"grid_"}),this.minor_grid_props=new l.Line({obj:this.model,prefix:"minor_grid_"}),this.band_props=new l.Fill({obj:this.model,prefix:"band_"}),this.x_range_name=this.mget("x_range_name"),this.y_range_name=this.mget("y_range_name")},e.prototype.render=function(){var t;return t=this.plot_view.canvas_view.ctx,t.save(),this._draw_regions(t),this._draw_minor_grids(t),this._draw_grids(t),t.restore()},e.prototype.bind_bokeh_events=function(){return this.listenTo(this.model,"change",this.request_render)},e.prototype._draw_regions=function(t){var e,i,n,r,s,o,a,l,u,h,c,p;if(this.band_props.do_fill)for(n=this.mget("grid_coords"),c=n[0],p=n[1],this.band_props.set_value(t),e=i=0,r=c.length-1;r>=0?r>i:i>r;e=r>=0?++i:--i)e%2===1&&(s=this.plot_view.map_to_screen(c[e],p[e],this.x_range_name,this.y_range_name),a=s[0],u=s[1],o=this.plot_view.map_to_screen(c[e+1],p[e+1],this.x_range_name,this.y_range_name),l=o[0],h=o[1],t.fillRect(a[0],u[0],l[1]-a[0],h[1]-u[0]),t.fill())},e.prototype._draw_grids=function(t){var e,i,n;if(this.grid_props.do_stroke)return e=this.mget("grid_coords"),i=e[0],n=e[1],this._draw_grid_helper(t,this.grid_props,i,n)},e.prototype._draw_minor_grids=function(t){var e,i,n;if(this.minor_grid_props.do_stroke)return e=this.mget("minor_grid_coords"),i=e[0],n=e[1],this._draw_grid_helper(t,this.minor_grid_props,i,n)},e.prototype._draw_grid_helper=function(t,e,i,n){var 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n,r,s,o,a,l,u,h=function(t,e){function i(){this.constructor=t}for(var n in e)c.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},c={}.hasOwnProperty;l=t("underscore"),n=t("backbone"),a=t("./tool"),u=t("./button_tool_template"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.tagName="li",e.prototype.template=u,e.prototype.events=function(){return"ontouchstart"in document?{"touchstart .bk-toolbar-button":"_clicked"}:{"click .bk-toolbar-button":"_clicked"}},e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.$el.html(this.template(this.model.attrs_and_props())),this.listenTo(this.model,"change:active",this.render),this.render()},e.prototype.render=function(){return this.model.get("active")?this.$el.children("button").addClass("active"):this.$el.children("button").removeClass("active"),this},e.prototype._clicked=function(t){},e}(n.View),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e}(a.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return h(e,t),e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this.get("tool_name")})},e.prototype.defaults=function(){return l.extend({},e.__super__.defaults.call(this),{active:!1,tool_name:this.tool_name,icon:this.icon})},e}(a.Model),e.exports={Model:r,View:o,ButtonView:s}},{"./button_tool_template":232,"./tool":247,backbone:2,underscore:92}],232:[function(t,e,i){e.exports=function(t){t||(t={});var e,i=[],n=function(t){return t&&t.ecoSafe?t:"undefined"!=typeof t&&null!=t?s(t):""},r=t.safe,s=t.escape;return e=t.safe=function(t){if(t&&t.ecoSafe)return t;("undefined"==typeof t||null==t)&&(t="");var e=new String(t);return e.ecoSafe=!0,e},s||(s=t.escape=function(t){return(""+t).replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;").replace(/"/g,"&quot;")}),function(){(function(){i.push('<button type="button" class="bk-toolbar-button hover">\n  <img class=\'bk-btn-icon\' src='),i.push(n(this.icon)),i.push(" />\n  <span class='tip'>"),i.push(n(this.tooltip)),i.push("</span>\n</button>\n")}).call(this)}.call(t),t.safe=r,t.escape=s,i.join("")}},{}],233:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/box_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,i,n,r,s,o,a,l,u;return i=this.plot_view.canvas,n=[i.sx_to_vx(t.bokeh.sx),i.sy_to_vy(t.bokeh.sy)],s=this.plot_model.get("frame"),r=this.mget("dimensions"),o=this.model._get_dim_limits(this._baseboint,n,s,r),l=o[0],u=o[1],this.mget("overlay").set("data",{vxlim:l,vylim:u}),this.mget("select_every_mousemove")&&(e=null!=(a=t.srcEvent.shiftKey)?a:!1,this._select(l,u,!1,e)),null},e.prototype._pan_end=function(t){var e,i,n,r,s,o,a,l,u;return i=this.plot_view.canvas,n=[i.sx_to_vx(t.bokeh.sx),i.sy_to_vy(t.bokeh.sy)],s=this.plot_model.get("frame"),r=this.mget("dimensions"),o=this.model._get_dim_limits(this._baseboint,n,s,r),l=o[0],u=o[1],e=null!=(a=t.srcEvent.shiftKey)?a:!1,this._select(l,u,!0,e),this.mget("overlay").set("data",{}),this._baseboint=null,null},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f;for(c=t[0],p=t[1],d=e[0],f=e[1],null==n&&(n=!1),s={type:"rect",vx0:c,vx1:p,vy0:d,vy1:f},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return null!=this.mget("callback")&&this._emit_callback(s),this._save_geometry(s,i,n),null},e.prototype._emit_callback=function(t){var e,i,n,r,s;n=this.mget("renderers")[0],e=this.plot_model.get("canvas"),i=this.plot_model.get("frame"),t.sx0=e.vx_to_sx(t.vx0),t.sx1=e.vx_to_sx(t.vx1),t.sy0=e.vy_to_sy(t.vy0),t.sy1=e.vy_to_sy(t.vy1),r=i.get("x_mappers")[n.get("x_range_name")],s=i.get("y_mappers")[n.get("y_range_name")],t.x0=r.map_from_target(t.vx0),t.x1=r.map_from_target(t.vx1),t.y0=s.map_from_target(t.vy0),t.y1=s.map_from_target(t.vy1),this.mget("callback").execute(this.model,{geometry:t})},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="BoxSelectTool",e.prototype.tool_name="Box 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n;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip(this.get("tool_name"),this._check_dims(this.get("dimensions"),"box select tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"]),this.set("overlay",new s.Model),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"],select_every_mousemove:!1})},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/box_selection":194,"./select_tool":240,underscore:92}],234:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("../../renderer/overlay/box_selection"),o=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this._baseboint=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],null},e.prototype._pan=function(t){var e,i,n,r,s,o,a;return e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get("frame"),n=this.mget("dimensions"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this.mget("overlay").set("data",{vxlim:o,vylim:a}),null},e.prototype._pan_end=function(t){var e,i,n,r,s,o,a;return e=this.plot_view.canvas,i=[e.sx_to_vx(t.bokeh.sx),e.sy_to_vy(t.bokeh.sy)],r=this.plot_model.get("frame"),n=this.mget("dimensions"),s=this.model._get_dim_limits(this._baseboint,i,r,n),o=s[0],a=s[1],this._update(o,a),this.mget("overlay").set("data",{}),this._baseboint=null,null},e.prototype._update=function(t,e){var i,n,r,s,o,a,l,u,h,c,p;if(!(Math.abs(t[1]-t[0])<=5||Math.abs(e[1]-e[0])<=5)){h={},s=this.plot_view.frame.get("x_mappers");for(r in s)n=s[r],o=n.v_map_from_target(t,!0),u=o[0],i=o[1],h[r]={start:u,end:i};c={},a=this.plot_view.frame.get("y_mappers");for(r in a)n=a[r],l=n.v_map_from_target(e,!0),u=l[0],i=l[1],c[r]={start:u,end:i};return p={xrs:h,yrs:c},this.plot_view.update_range(p)}},e}(o.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="BoxZoomTool",e.prototype.tool_name="Box Zoom",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=20,e.prototype.initialize=function(t,i){var r;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip(this.get("tool_name"),this._check_dims(this.get("dimensions"),"box zoom tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"]),this.set("overlay",new n.Model),r=this.get("plot").get("renderers"),r.push(this.get("overlay")),this.get("plot").set("renderers",r)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"]})},e}(o.Model),e.exports={Model:r,View:s}},{"../../renderer/overlay/box_selection":194,"./gesture_tool":235,underscore:92}],235:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),n=t("../button_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._clicked=function(){return this.model.set("active",!0)},e}(n.ButtonView),o=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{event_type:this.event_type,default_order:this.default_order})},e}(n.Model),e.exports={Model:r,View:o,ButtonView:s}},{"../button_tool":231,underscore:92}],236:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/poly_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,"change:active",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget("active")?void 0:this._clear_overlay()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_overlay():void 0},e.prototype._pan_start=function(t){var e,i,n;return e=this.plot_view.canvas,i=e.sx_to_vx(t.bokeh.sx),n=e.sy_to_vy(t.bokeh.sy),this.data={vx:[i],vy:[n]},null},e.prototype._pan=function(t){var e,i,n,r,s,o,l;return i=this.plot_view.canvas,o=i.sx_to_vx(t.bokeh.sx),l=i.sy_to_vy(t.bokeh.sy),this.data.vx.push(o),this.data.vy.push(l),r=this.mget("overlay"),n={},n.vx=a.clone(this.data.vx),n.vy=a.clone(this.data.vy),r.set("data",n),this.mget("select_every_mousemove")?(e=null!=(s=t.srcEvent.shiftKey)?s:!1,this._select(this.data.vx,this.data.vy,!1,e)):void 0},e.prototype._pan_end=function(t){var e,i;return this._clear_overlay(),e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e)},e.prototype._clear_overlay=function(){return this.mget("overlay").set("data",null)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:"poly",vx:t,vy:e},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="LassoSelectTool",e.prototype.tool_name="Lasso Select",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=12,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set("overlay",new s.Model({line_width:2})),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e.prototype.defaults=function(){return a.extend({},e.__super__.defaults.call(this),{select_every_mousemove:!0})},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/poly_selection":195,"./select_tool":240,underscore:92}],237:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),
+        n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._pan_start=function(t){var e,i,n,r,s,o;return this.last_dx=0,this.last_dy=0,e=this.plot_view.canvas,i=this.plot_view.frame,s=e.sx_to_vx(t.bokeh.sx),o=e.sy_to_vy(t.bokeh.sy),i.contains(s,o)||(n=i.get("h_range"),r=i.get("v_range"),(s<n.get("start")||s>n.get("end"))&&(this.v_axis_only=!0),(o<r.get("start")||o>r.get("end"))&&(this.h_axis_only=!0)),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan=function(t){return this._update(t.deltaX,-t.deltaY),this.plot_view.interactive_timestamp=Date.now()},e.prototype._pan_end=function(t){return this.h_axis_only=!1,this.v_axis_only=!1},e.prototype._update=function(t,e){var i,n,r,s,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A;r=this.plot_view.frame,u=t-this.last_dx,h=e-this.last_dy,s=o.clone(r.get("h_range")),x=s.get("start")-u,w=s.get("end")-u,T=o.clone(r.get("v_range")),D=T.get("start")-h,C=T.get("end")-h,i=this.mget("dimensions"),i.indexOf("width")>-1&&!this.v_axis_only?(y=x,b=w,m=-u):(y=s.get("start"),b=s.get("end"),m=0),i.indexOf("height")>-1&&!this.h_axis_only?(k=D,M=C,_=h):(k=T.get("start"),M=T.get("end"),_=0),this.last_dx=t,this.last_dy=e,S={},p=r.get("x_mappers");for(l in p)a=p[l],d=a.v_map_from_target([y,b],!0),v=d[0],n=d[1],S[l]={start:v,end:n};A={},f=r.get("y_mappers");for(l in f)a=f[l],g=a.v_map_from_target([k,M],!0),v=g[0],n=g[1],A[l]={start:v,end:n};return c={xrs:S,yrs:A,sdx:m,sdy:_},this.plot_view.update_range(c),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="PanTool",e.prototype.tool_name="Pan",e.prototype.icon="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAyRpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMC1jMDYxIDY0LjE0MDk0OSwgMjAxMC8xMi8wNy0xMDo1NzowMSAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RSZWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZVJlZiMiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNS4xIE1hY2ludG9zaCIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpCRTI5MDhEODIwQjUxMUU0ODREQUYzNzM5QTM2MjBCRSIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDpCRTI5MDhEOTIwQjUxMUU0ODREQUYzNzM5QTM2MjBCRSI+IDx4bXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ4bXAuaWlkOkJFMjkwOEQ2MjBCNTExRTQ4NERBRjM3MzlBMzYyMEJFIiBzdFJlZjpkb2N1bWVudElEPSJ4bXAuZGlkOkJFMjkwOEQ3MjBCNTExRTQ4NERBRjM3MzlBMzYyMEJFIi8+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+OXzPwwAAAKNJREFUeNrsVsEKgCAM3cyj0f8fuwT9XdEHrLyVIOKYY4kPPDim0+fenF+3HZi4nhFec+Rs4oCPAALwjDVUsKMWA6DNAFX6YXcMYIERdRWIYBzAZbKYGsSKex6mVUAK8Za0TphgoFTbpSvlx3/I0EQOILO2i/ibegLk/mgVONM4JvuBVizgkGH3XTGrR/xlV0ycbO8qCeMN54wdtVQwSTFwCzAATqEZUn8W8W4AAAAASUVORK5CYII=",e.prototype.event_type="pan",e.prototype.default_order=10,e.prototype.initialize=function(t,i){return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip("Pan",this._check_dims(this.get("dimensions"),"pan tool"))},!1),this.add_dependencies("tooltip",this,["dimensions"])},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{dimensions:["width","height"]})},e}(n.Model),e.exports={Model:r,View:s}},{"./gesture_tool":235,underscore:92}],238:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;a=t("underscore"),s=t("../../renderer/overlay/poly_selection"),o=t("./select_tool"),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t){return e.__super__.initialize.call(this,t),this.listenTo(this.model,"change:active",this._active_change),this.data=null},e.prototype._active_change=function(){return this.mget("active")?void 0:this._clear_data()},e.prototype._keyup=function(t){return 13===t.keyCode?this._clear_data():void 0},e.prototype._doubletap=function(t){var e,i;return e=null!=(i=t.srcEvent.shiftKey)?i:!1,this._select(this.data.vx,this.data.vy,!0,e),this._clear_data()},e.prototype._clear_data=function(){return this.data=null,this.mget("overlay").set("data",null)},e.prototype._tap=function(t){var e,i,n,r,s;return e=this.plot_view.canvas,r=e.sx_to_vx(t.bokeh.sx),s=e.sy_to_vy(t.bokeh.sy),null==this.data?(this.data={vx:[r],vy:[s]},null):(this.data.vx.push(r),this.data.vy.push(s),n=this.mget("overlay"),i={},i.vx=a.clone(this.data.vx),i.vy=a.clone(this.data.vy),n.set("data",i))},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h;for(s={type:"poly",vx:t,vy:e},u=this.mget("renderers"),o=0,a=u.length;a>o;o++)l=u[o],r=l.get("data_source"),h=r.get("selection_manager"),h.select(this,this.plot_view.renderers[l.id],s,i,n);return this._save_geometry(s,i,n),null},e}(o.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="PolySelectTool",e.prototype.tool_name="Poly Select",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="tap",e.prototype.default_order=11,e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.set("overlay",new s.Model),n=this.get("plot").get("renderers"),n.push(this.get("overlay")),this.get("plot").set("renderers",n)},e}(o.Model),e.exports={Model:n,View:r}},{"../../renderer/overlay/poly_selection":195,"./select_tool":240,underscore:92}],239:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.className="bk-resize-popup",e.prototype.initialize=function(t){var i;return e.__super__.initialize.call(this,t),i=this.plot_view.$el.find("div.bk-canvas-wrapper"),this.$el.appendTo(i),this.$el.hide(),this.active=!1,null},e.prototype.activate=function(){return this.active=!0,this.render(),null},e.prototype.deactivate=function(){return this.active=!1,this.render(),null},e.prototype.render=function(t){var e,i,n,r;return this.active?(e=this.plot_view.canvas,i=this.plot_view.frame,n=e.vx_to_sx(i.get("h_range").get("end")-40),r=e.vy_to_sy(i.get("v_range").get("start")+40),this.$el.attr("style","position:absolute; top:"+r+"px; left:"+n+"px;"),this.$el.show()):this.$el.hide(),this},e.prototype._pan_start=function(t){var e;return e=this.plot_view.canvas,this.ch=e.get("height"),this.cw=e.get("width"),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._pan=function(t){return this._update(t.deltaX,t.deltaY),this.plot_view.interactive_timestamp=Date.now(),null},e.prototype._update=function(t,e){var i;return this.plot_view.pause(),i=this.plot_view.canvas,i._set_dims([this.cw+t,this.ch+e]),this.plot_view.unpause(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="ResizeTool",e.prototype.tool_name="Resize",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="pan",e.prototype.default_order=40,e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{level:"overlay",data:{}})},e}(n.Model),e.exports={Model:r,View:s}},{"./gesture_tool":235,underscore:92}],240:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),a=t("../../common/logging").logger,n=t("./gesture_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._keyup=function(t){var e,i,n,r,s,o,a;if(27===t.keyCode){for(s=this.mget("renderers"),o=[],i=0,n=s.length;n>i;i++)r=s[i],e=r.get("data_source"),a=e.get("selection_manager"),o.push(a.clear());return o}},e.prototype._save_geometry=function(t,e,i){var n,r,s,l,u,h,c,p;if(n=o.clone(t),c=this.plot_view.frame.get("x_mappers")["default"],p=this.plot_view.frame.get("y_mappers")["default"],"point"===n.type)n.x=c.map_from_target(n.vx),n.y=p.map_from_target(n.vy);else if("rect"===n.type)n.x0=c.map_from_target(n.vx0),n.y0=p.map_from_target(n.vy0),n.x1=c.map_from_target(n.vx1),n.y1=p.map_from_target(n.vy1);else if("poly"===n.type)for(n.x=new Array(n.vx.length),n.y=new Array(n.vy.length),s=l=0,u=n.vx.length;u>=0?u>l:l>u;s=u>=0?++l:--l)n.x[s]=c.map_from_target(n.vx[s]),n.y[s]=p.map_from_target(n.vy[s]);else a.debug("Unrecognized selection geometry type: '"+n.type+"'");return e&&(h=this.plot_model.get("tool_events"),i?(r=h.get("geometries"),r.push(n)):r=[n],h.set("geometries",r),h.save()),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.initialize=function(t,i){var n,r,s,o,l,u;for(e.__super__.initialize.call(this,t,i),o=this.get("names"),u=this.get("renderers"),0===u.length&&(n=this.get("plot").get("renderers"),u=function(){var t,e,i;for(i=[],t=0,e=n.length;e>t;t++)l=n[t],"GlyphRenderer"===l.type&&i.push(l);return i}()),o.length>0&&(u=function(){var t,e,i;for(i=[],t=0,e=u.length;e>t;t++)l=u[t],o.indexOf(l.get("name"))>=0&&i.push(l);return i}()),this.set("renderers",u),a.debug("setting "+u.length+" renderers for "+this.type+" "+this.id),r=0,s=u.length;s>r;r++)l=u[r],a.debug(" - "+l.type+" "+l.id);return null},e.prototype.defaults=function(){return o.extend({},e.__super__.defaults.call(this),{renderers:[],names:[],multi_select_modifier:"shift"})},e}(n.Model),e.exports={Model:r,View:s}},{"../../common/logging":119,"./gesture_tool":235,underscore:92}],241:[function(t,e,i){var n,r,s,o,a=function(t,e){function i(){this.constructor=t}for(var n in e)l.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},l={}.hasOwnProperty;o=t("underscore"),n=t("./select_tool"),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype._tap=function(t){var e,i,n,r,s;return i=this.plot_view.canvas,r=i.sx_to_vx(t.bokeh.sx),s=i.sy_to_vy(t.bokeh.sy),e=null!=(n=t.srcEvent.shiftKey)?n:!1,this._select(r,s,!0,e)},e.prototype._select=function(t,e,i,n){var r,s,o,a,l,u,h,c;for(o={type:"point",vx:t,vy:e},r=this.mget("callback"),h=this.mget("renderers"),a=0,l=h.length;l>a;a++)u=h[a],s=u.get("data_source"),c=s.get("selection_manager"),c.select(this,this.plot_view.renderers[u.id],o,i,n),null!=r&&r.execute(s);return this._save_geometry(o,i,n),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return a(e,t),e.prototype.default_view=s,e.prototype.type="TapTool",e.prototype.tool_name="Tap",e.prototype.icon="data:image/png;base64,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",e.prototype.event_type="tap",e.prototype.default_order=10,e}(n.Model),e.exports={Model:r,View:s}},{"./select_tool":240,underscore:92}],242:[function(t,e,i){var n,r,s,o,a,l=function(t,e){function i(){this.constructor=t}for(var n in e)u.call(e,n)&&(t[n]=e[n]);return i.prototype=e.prototype,t.prototype=new i,t.__super__=e.prototype,t},u={}.hasOwnProperty;o=t("underscore"),n=t("./gesture_tool"),("undefined"==typeof a||null===a)&&(a={}),s=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype._pinch=function(t){var e;return e=t.scale>=1?20*(t.scale-1):-20/t.scale,t.bokeh.delta=e,this._scroll(t)},e.prototype._scroll=function(t){var e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M,C,D,T,S,A,P,E;s=this.plot_model.get("frame"),a=s.get("h_range"),x=s.get("v_range"),k=this.plot_view.canvas.sx_to_vx(t.bokeh.sx),D=this.plot_view.canvas.sy_to_vy(t.bokeh.sy),(k<a.get("start")||k>a.get("end"))&&(w=!0),(D<x.get("start")||D>x.get("end"))&&(o=!0),u=navigator.userAgent.toLowerCase().indexOf("firefox")>-1?20:1,e=null!=(null!=(c=t.originalEvent)?c.deltaY:void 0)?-t.originalEvent.deltaY*u:t.bokeh.delta,r=this.mget("speed")*e,r>.9?r=.9:-.9>r&&(r=-.9),C=a.get("start"),M=a.get("end"),S=x.get("start"),T=x.get("end"),i=this.mget("dimensions"),i.indexOf("width")>-1&&!w?(_=C-(C-k)*r,v=M-(M-k)*r):(_=C,v=M),i.indexOf("height")>-1&&!o?(y=S-(S-D)*r,b=T-(T-D)*r):(y=S,b=T),A={},p=s.get("x_mappers");for(h in p)l=p[h],d=l.v_map_from_target([_,v],!0),m=d[0],n=d[1],A[h]={start:m,end:n};P={},f=s.get("y_mappers");for(h in f)l=f[h],g=l.v_map_from_target([y,b],!0),m=g[0],n=g[1],P[h]={start:m,end:n};return E={xrs:A,yrs:P,factor:r},this.plot_view.update_range(E),this.plot_view.interactive_timestamp=Date.now(),null},e}(n.View),r=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=s,e.prototype.type="WheelZoomTool",e.prototype.tool_name="Wheel 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e,i,n,r,s,o,a,l,u,h;if(this.mget("active")){for(n=this.plot_model.get("frame"),e=this.plot_model.get("canvas"),u=e.sx_to_vx(t.bokeh.sx),h=e.sy_to_vy(t.bokeh.sy),o=this.mget("dimensions"),a=[],r=0,s=o.length;s>r;r++)i=o[r],l=this.mget("spans")[i],n.contains(u,h)?"width"===i?a.push(l.set("location",h)):a.push(l.set("location",u)):a.push(l.unset("location"));return a}},e.prototype._move_exit=function(t){var e,i,n,r,s,o;for(r=this.mget("dimensions"),s=[],i=0,n=r.length;n>i;i++)e=r[i],o=this.mget("spans")[e],s.push(o.unset("location"));return s},e}(s.View),n=function(t){function e(){return e.__super__.constructor.apply(this,arguments)}return l(e,t),e.prototype.default_view=r,e.prototype.type="CrosshairTool",e.prototype.tool_name="Crosshair",e.prototype.initialize=function(t,i){var n;return e.__super__.initialize.call(this,t,i),this.register_property("tooltip",function(){return this._get_dim_tooltip("Crosshair",this._check_dims(this.get("dimensions"),"crosshair 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i||Array.isArray(i)||(i=Object.keys(i)),r=i.length,n=0;r>n;n+=1)s=i[n],u+=s;throw a=new Error("RuntimeError:"+("OpenGL got errors ("+e+"): "+u)),a.name="RuntimeError",a}},e=function(){this.__init__&&this.__init__.apply(this,arguments)},e.prototype._base_class=Object,e.prototype.__init__=function(t){if(this._gl=t,this._handle=null,this._create(),null===this._handle)throw"AssertionError: this._handle !== null"},e.prototype._create=function(){var t;throw t=new Error("NotImplementedError:"),t.name="NotImplementedError",t},n=function(){this.__init__&&this.__init__.apply(this,arguments)},n.prototype=Object.create(e.prototype),n.prototype._base_class=e.prototype,n.prototype.UTYPEMAP={"float":"uniform1fv",vec2:"uniform2fv",vec3:"uniform3fv",vec4:"uniform4fv","int":"uniform1iv",ivec2:"uniform2iv",ivec3:"uniform3iv",ivec4:"uniform4iv",bool:"uniform1iv",bvec2:"uniform2iv",bvec3:"uniform3iv",bvec4:"uniform4iv",mat2:"uniformMatrix2fv",mat3:"uniformMatrix3fv",mat4:"uniformMatrix4fv",sampler1D:"uniform1i",sampler2D:"uniform1i",sampler3D:"uniform1i"},n.prototype.ATYPEMAP={"float":"vertexAttrib1f",vec2:"vertexAttrib2f",vec3:"vertexAttrib3f",vec4:"vertexAttrib4f"},n.prototype.ATYPEINFO={"float":[1,5126],vec2:[2,5126],vec3:[3,5126],vec4:[4,5126]},n.prototype._create=function(){this._handle=this._gl.createProgram(),this._handles=[],this._unset_variables=[],this._validated=!1,this._samplers={},this._attributes={},this._known_invalid=[]},n.prototype["delete"]=function(){this._gl.deleteProgram(this._handle)},n.prototype.activate=function(){this._gl.useProgram(this._handle)},n.prototype.deactivate=function(){this._gl.useProgram(0)},n.prototype.set_shaders=function(t,e){var i,n,r,s,o,a,l,u,h,c,p,d,f;for(l=this._gl,this._linked=!1,f=l.createShader(l.VERTEX_SHADER),a=l.createShader(l.FRAGMENT_SHADER),p=[[t,f,"vertex"],[e,a,"fragment"]],h=0;2>h;h+=1)if(n=p[h],i=n[0],u=n[1],d=n[2],l.shaderSource(u,i),l.compileShader(u),c=l.getShaderParameter(u,l.COMPILE_STATUS),!c)throw o=l.getShaderInfoLog(u),s=new Error("RuntimeError:"+("errors in "+d+" shader:\n"+o)),s.name="RuntimeError",s;if(l.attachShader(this._handle,f),l.attachShader(this._handle,a),l.linkProgram(this._handle),!l.getProgramParameter(this._handle,l.LINK_STATUS))throw r=new Error("RuntimeError:Program link error:\n"+l.getProgramInfoLog(this._handle)),r.name="RuntimeError",r;l.detachShader(this._handle,f),l.detachShader(this._handle,a),l.deleteShader(f),l.deleteShader(a),this._unset_variables=this._get_active_attributes_and_uniforms(),this._handles={},this._known_invalid=[],this._linked=!0},n.prototype._get_active_attributes_and_uniforms=function(){var t,e,i,n,r,s,o,a,l,u,h,c,p,d,f,g,m,_,v,y,b,w,x,k,M;for(m=this._gl,w=new RegExp("(\\w+)\\s*(\\[(\\d+)\\])\\s*"),r=m.getProgramParameter(this._handle,m.ACTIVE_UNIFORMS),e=m.getProgramParameter(this._handle,m.ACTIVE_ATTRIBUTES),t=[],x=[],c=[[t,e,m.getActiveAttrib],[x,r,m.getActiveUniform]],"object"!=typeof c||Array.isArray(c)||(c=Object.keys(c)),d=c.length,p=0;d>p;p+=1)for(M=c[p],h=M,i=h[0],n=h[1],g=h[2],_=0;n>_;_+=1)if(v=g.call(m,this._handle,_),b=v.name,y=b.match(w))for(b=y.group(0),_=0;_<v.size;_+=1)(i.append||i.push).apply(i,[[""+b+"["+_+"]",v.type]]);else(i.append||i.push).apply(i,[[b,v.type]]);for(M=[],f=t,"object"!=typeof f||Array.isArray(f)||(f=Object.keys(f)),o=f.length,s=0;o>s;s+=1)k=f[s],(M.append||M.push).apply(M,[k[0]]);for(a=x,"object"!=typeof a||Array.isArray(a)||(a=Object.keys(a)),u=a.length,l=0;u>l;l+=1)k=a[l],(M.append||M.push).apply(M,[k[0]]);return M},n.prototype.set_texture=function(t,e){var i,n,r,s,o,a,l;if(!this._linked)throw o=new Error("RuntimeError:Cannot set uniform when program has no code"),o.name="RuntimeError",o;if(a="function"==typeof(i=this._handles).get?i.get(t,-1):i[t]||-1,0>a){if(((n=this._known_invalid).indexOf?n:Object.keys(n)).indexOf(t)>=0)return;if(a=this._gl.getUniformLocation(this._handle,t),((r=this._unset_variables).indexOf?r:Object.keys(r)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=a,0>a)return(this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),void console.log("Variable "+t+" is not an active uniform")}this.activate(),l=Object.keys(this._samplers).length,((s=this._samplers).indexOf?s:Object.keys(s)).indexOf(t)>=0&&(l=this._samplers[t][this._samplers[t].length-1]),this._samplers[t]=[e._target,e._handle,l],this._gl.uniform1i(a,l)},n.prototype.set_uniform=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(!this._linked)throw u=new Error("RuntimeError:Cannot set uniform when program has no code"),u.name="RuntimeError",u;if(c="function"==typeof(r=this._handles).get?r.get(t,-1):r[t]||-1,n=1,0>c){if(((s=this._known_invalid).indexOf?s:Object.keys(s)).indexOf(t)>=0)return;if(c=this._gl.getUniformLocation(this._handle,t),((o=this._unset_variables).indexOf?o:Object.keys(o)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),0!=e.indexOf("mat")&&(n=Math.floor(i.length/this.ATYPEINFO[e][0])),n>1)for(p=0;n>p;p+=1)((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(""+t+"["+p+"]")>=0&&(d=""+t+"["+p+"]",((l=this._unset_variables).indexOf?l:Object.keys(l)).indexOf(d)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[d]));if(this._handles[t]=c,0>c)return this._known_invalid.add(t),void logger.info("Variable "+t+" is not an active uniform")}h=this.UTYPEMAP[e],this.activate(),this._gl[h](c,i)},n.prototype.set_attribute=function(t,e,i,n){var r,s,o,a,l,u,h,c,p,d,f,g,m,_;if(n=void 0===n?null:n,!this._linked)throw h=new Error("RuntimeError:Cannot set attribute when program has no code"),h.name="RuntimeError",h;if(d="function"==typeof(s=this._handles).get?s.get(t,-1):s[t]||-1,0>d){if(((o=this._known_invalid).indexOf?o:Object.keys(o)).indexOf(t)>=0)return;if(d=this._gl.getAttribLocation(this._handle,t),((a=this._unset_variables).indexOf?a:Object.keys(a)).indexOf(t)>=0&&(this._unset_variables.remove||function(t){this.splice(this.indexOf(t),1)}).apply(this._unset_variables,[t]),this._handles[t]=d,0>d){if((this._known_invalid.append||this._known_invalid.push).apply(this._known_invalid,[t]),i&&0!=i[0]&&i[2]>0)return;return void console.log("Variable "+t+" is not an active attribute")}}this.activate(),null===i?(c=this.ATYPEMAP[e],this._attributes[t]=[0,d,c,n]):(l=i,_=l[0],m=l[1],f=l[2],u=this.ATYPEINFO[e],g=u[0],p=u[1],c="vertexAttribPointer",r=[g,p,this._gl.FALSE,m,f],this._attributes[t]=[_._handle,d,c,r])},n.prototype._pre_draw=function(){var t,e,i,n,r,s,o,a,l,u,h,c;this.activate(),n=this._samplers;for(c in n)n.hasOwnProperty(c)&&(c=n[c],i=c,l=i[0],a=i[1],u=i[2],this._gl.activeTexture(this._gl.TEXTURE0+u),this._gl.bindTexture(l,a));s=this._attributes;for(c in s)s.hasOwnProperty(c)&&(c=s[c],r=c,h=r[0],e=r[1],o=r[2],t=r[3],h?(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,h),this._gl.enableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))):(this._gl.bindBuffer(this._gl.ARRAY_BUFFER,null),this._gl.disableVertexAttribArray(e),this._gl[o].apply(this._gl,[e].concat(t))));this._validated||(this._validated=!0,this._validate())},n.prototype._validate=function(){var t;if(this._unset_variables.length&&console.log("Program has unset variables: "+this._unset_variables),this._gl.validateProgram(this._handle),!this._gl.getProgramParameter(this._handle,this._gl.VALIDATE_STATUS))throw console.log(this._gl.getProgramInfoLog(this._handle)),t=new Error("RuntimeError:Program validation error"),t.name="RuntimeError",t},n.prototype.draw=function(t,e){var n,r,s,a,l,u;if(!this._linked)throw a=new Error("RuntimeError:Cannot draw program if code has not been set"),a.name="RuntimeError",a;o(this._gl,"before draw"),e instanceof i?(this._pre_draw(),e.activate(),n=e._buffer_size/2,u=this._gl.UNSIGNED_SHORT,this._gl.drawElements(t,n,u,0),e.deactivate()):(r=e,l=r[0],n=r[1],n&&(this._pre_draw(),this._gl.drawArrays(t,l,n))),s=this._gl.getError(),o(this._gl,"after draw")},t=function(){this.__init__&&this.__init__.apply(this,arguments)},t.prototype=Object.create(e.prototype),t.prototype._base_class=e.prototype,t.prototype._target=null,t.prototype._usage=35048,t.prototype._create=function(){this._handle=this._gl.createBuffer(),this._buffer_size=0},t.prototype["delete"]=function(){this._gl.deleteBuffer(this._handle)},t.prototype.activate=function(){this._gl.bindBuffer(this._target,this._handle)},t.prototype.deactivate=function(){this._gl.bindBuffer(this._target,null)},t.prototype.set_size=function(t){t!=this._buffer_size&&(this.activate(),this._gl.bufferData(this._target,t,this._usage),this._buffer_size=t)},t.prototype.set_data=function(t,e){var i;this.activate(),i=e.length*e.BYTES_PER_ELEMENT,this._gl.bufferSubData(this._target,t,e)},s=function(){this.__init__&&this.__init__.apply(this,arguments)},s.prototype=Object.create(t.prototype),s.prototype._base_class=t.prototype,s.prototype._target=34962,i=function(){this.__init__&&this.__init__.apply(this,arguments)},i.prototype=Object.create(t.prototype),i.prototype._base_class=t.prototype,i.prototype._target=34963,r=function(){this.__init__&&this.__init__.apply(this,arguments)},r.prototype=Object.create(e.prototype),r.prototype._base_class=e.prototype,r.prototype._target=3553,r.prototype._types={Int8Array:5120,Uint8Array:5121,Int16Array:5122,Uint16Array:5123,Int32Array:5124,Int32Array:5125,Float32Array:5126},r.prototype._create=function(){this._handle=this._gl.createTexture(),this._shape_format=null},r.prototype["delete"]=function(){this._gl.deleteTexture(this._handle)},r.prototype.activate=function(){this._gl.bindTexture(this._target,this._handle)},r.prototype.deactivate=function(){this._gl.bindTexture(this._target,0)},r.prototype._get_alignment=function(t){var e,i,n,r,s;for(i=[4,8,2,1],n=i,"object"!=typeof n||Array.isArray(n)||(n=Object.keys(n)),s=n.length,r=0;s>r;r+=1)if(e=n[r],t%e==0)return e},r.prototype.set_wrapping=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_S,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_WRAP_T,e)},r.prototype.set_interpolation=function(t,e){this.activate(),this._gl.texParameterf(this._target,this._gl.TEXTURE_MIN_FILTER,t),this._gl.texParameterf(this._target,this._gl.TEXTURE_MAG_FILTER,e)},r.prototype.set_size=function(t,e){var i,n,r;i=t,n=i[0],r=i[1],[n,r,e]!=this._shape_format&&(this._shape_format=[n,r,e],this.activate(),this._gl.texImage2D(this._target,0,e,r,n,0,e,this._gl.UNSIGNED_BYTE,null))},r.prototype.set_data=function(t,e,i){var n,r,s,o,a,l,u,h,c,p,d;if(this.activate(),l=this._shape_format[2],r=e,h=r[0],c=r[1],s=t,d=s[0],p=s[1],u="function"==typeof(o=this._types).get?o.get(i.constructor.name,null):o[i.constructor.name]||null,null===u)throw a=new Error("ValueError:"+("Type "+i.constructor.name+" not allowed for texture")),a.name="ValueError",a;n=this._get_alignment(e[e.length-2]*e[e.length-1]),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,n),this._gl.texSubImage2D(this._target,0,p,d,c,h,l,u,i),4!=n&&this._gl.pixelStorei(this._gl.UNPACK_ALIGNMENT,4)},{Buffer:t,GlooObject:e,IndexBuffer:i,Program:n,Texture2D:r,VertexBuffer:s,check_error:o}})},{}],299:[function(t,e,i){var n=t("jquery");t("./jQRangeSlider"),e.exports=n.widget("ui.dateRangeSlider",n.ui.rangeSlider,{options:{bounds:{min:new Date(2010,0,1).valueOf(),max:new Date(2012,0,1).valueOf()},defaultValues:{min:new Date(2010,1,11).valueOf(),max:new Date(2011,1,11).valueOf()}},_create:function(){n.ui.rangeSlider.prototype._create.apply(this),this.element.addClass("bk-ui-dateRangeSlider")},destroy:function(){this.element.removeClass("bk-ui-dateRangeSlider"),n.ui.rangeSlider.prototype.destroy.apply(this)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min.valueOf(),max:this.options.defaultValues.max.valueOf()}},_setRulerParameters:function(){this.ruler.ruler({min:new Date(this.options.bounds.min),max:new Date(this.options.bounds.max),scales:this.options.scales})},_setOption:function(t,e){("defaultValues"===t||"bounds"===t)&&"undefined"!=typeof e&&null!==e&&this._isValidDate(e.min)&&this._isValidDate(e.max)?n.ui.rangeSlider.prototype._setOption.apply(this,[t,{min:e.min.valueOf(),max:e.max.valueOf()}]):n.ui.rangeSlider.prototype._setOption.apply(this,this._toArray(arguments))},_handleType:function(){return"dateRangeSliderHandle"},option:function(t){if("bounds"===t||"defaultValues"===t){var e=n.ui.rangeSlider.prototype.option.apply(this,arguments);return{min:new Date(e.min),max:new Date(e.max)}}return n.ui.rangeSlider.prototype.option.apply(this,this._toArray(arguments))},_defaultFormatter:function(t){var e=t.getMonth()+1,i=t.getDate();return""+t.getFullYear()+"-"+(10>e?"0"+e:e)+"-"+(10>i?"0"+i:i)},_getFormatter:function(){var t=this.options.formatter;return(this.options.formatter===!1||null===this.options.formatter)&&(t=this._defaultFormatter),function(t){return function(e){return t(new Date(e))}}(t)},values:function(t,e){var i=null;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.values.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.values.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},min:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.min.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.min.apply(this))},max:function(t){return this._isValidDate(t)?new Date(n.ui.rangeSlider.prototype.max.apply(this,[t.valueOf()])):new Date(n.ui.rangeSlider.prototype.max.apply(this))},bounds:function(t,e){var i;return i=this._isValidDate(t)&&this._isValidDate(e)?n.ui.rangeSlider.prototype.bounds.apply(this,[t.valueOf(),e.valueOf()]):n.ui.rangeSlider.prototype.bounds.apply(this,this._toArray(arguments)),{min:new Date(i.min),max:new Date(i.max)}},_isValidDate:function(t){return"undefined"!=typeof t&&t instanceof Date},_toArray:function(t){return Array.prototype.slice.call(t)}})},{"./jQRangeSlider":300,jquery:18}],300:[function(t,e,i){var n=t("jquery");t("jquery-ui/core"),t("jquery-ui/widget"),t("jquery-ui/mouse"),t("jquery-mousewheel"),e.exports=n.widget("ui.rangeSlider",{options:{bounds:{min:0,max:100},defaultValues:{min:20,max:50},wheelMode:null,wheelSpeed:4,arrows:!0,valueLabels:"show",formatter:null,durationIn:0,durationOut:400,delayOut:200,range:{min:!1,max:!1},step:!1,scales:!1,enabled:!0,symmetricPositionning:!1},_values:null,_valuesChanged:!1,_initialized:!1,bar:null,leftHandle:null,rightHandle:null,innerBar:null,container:null,arrows:null,labels:null,changing:{min:!1,max:!1},changed:{min:!1,max:!1},ruler:null,_create:function(){this._setDefaultValues(),this.labels={left:null,right:null,leftDisplayed:!0,rightDisplayed:!0},this.arrows={left:null,right:null},this.changing={min:!1,max:!1},this.changed={min:!1,max:!1},this._createElements(),this._bindResize(),setTimeout(n.proxy(this.resize,this),1),setTimeout(n.proxy(this._initValues,this),1)},_setDefaultValues:function(){this._values={min:this.options.defaultValues.min,max:this.options.defaultValues.max}},_bindResize:function(){var t=this;this._resizeProxy=function(e){t.resize(e)},n(window).resize(this._resizeProxy)},_initWidth:function(){this.container.css("width",this.element.width()-this.container.outerWidth(!0)+this.container.width()),this.innerBar.css("width",this.container.width()-this.innerBar.outerWidth(!0)+this.innerBar.width())},_initValues:function(){this._initialized=!0,this.values(this._values.min,this._values.max)},_setOption:function(t,e){this._setWheelOption(t,e),this._setArrowsOption(t,e),this._setLabelsOption(t,e),this._setLabelsDurations(t,e),this._setFormatterOption(t,e),this._setBoundsOption(t,e),this._setRangeOption(t,e),this._setStepOption(t,e),this._setScalesOption(t,e),this._setEnabledOption(t,e),this._setPositionningOption(t,e)},_validProperty:function(t,e,i){return null===t||"undefined"==typeof t[e]?i:t[e]},_setStepOption:function(t,e){"step"===t&&(this.options.step=e,this._leftHandle("option","step",e),this._rightHandle("option","step",e),this._changed(!0))},_setScalesOption:function(t,e){"scales"===t&&(e===!1||null===e?(this.options.scales=!1,this._destroyRuler()):e instanceof Array&&(this.options.scales=e,this._updateRuler()))},_setRangeOption:function(t,e){"range"===t&&(this._bar("option","range",e),this.options.range=this._bar("option","range"),this._changed(!0))},_setBoundsOption:function(t,e){"bounds"===t&&"undefined"!=typeof e.min&&"undefined"!=typeof e.max&&this.bounds(e.min,e.max)},_setWheelOption:function(t,e){("wheelMode"===t||"wheelSpeed"===t)&&(this._bar("option",t,e),this.options[t]=this._bar("option",t))},_setLabelsOption:function(t,e){if("valueLabels"===t){if("hide"!==e&&"show"!==e&&"change"!==e)return;this.options.valueLabels=e,"hide"!==e?(this._createLabels(),this._leftLabel("update"),this._rightLabel("update")):this._destroyLabels()}},_setFormatterOption:function(t,e){"formatter"===t&&null!==e&&"function"==typeof e&&"hide"!==this.options.valueLabels&&(this._leftLabel("option","formatter",e),this.options.formatter=this._rightLabel("option","formatter",e))},_setArrowsOption:function(t,e){"arrows"!==t||e!==!0&&e!==!1||e===this.options.arrows||(e===!0?(this.element.removeClass("bk-ui-rangeSlider-noArrow").addClass("bk-ui-rangeSlider-withArrows"),this.arrows.left.css("display","block"),this.arrows.right.css("display","block"),this.options.arrows=!0):e===!1&&(this.element.addClass("bk-ui-rangeSlider-noArrow").removeClass("bk-ui-rangeSlider-withArrows"),this.arrows.left.css("display","none"),this.arrows.right.css("display","none"),this.options.arrows=!1),this._initWidth())},_setLabelsDurations:function(t,e){if("durationIn"===t||"durationOut"===t||"delayOut"===t){if(parseInt(e,10)!==e)return;null!==this.labels.left&&this._leftLabel("option",t,e),null!==this.labels.right&&this._rightLabel("option",t,e),this.options[t]=e}},_setEnabledOption:function(t,e){"enabled"===t&&this.toggle(e)},_setPositionningOption:function(t,e){"symmetricPositionning"===t&&(this._rightHandle("option",t,e),this.options[t]=this._leftHandle("option",t,e))},_createElements:function(){"absolute"!==this.element.css("position")&&this.element.css("position","relative"),this.element.addClass("bk-ui-rangeSlider"),this.container=n("<div class='bk-ui-rangeSlider-container' />").css("position","absolute").appendTo(this.element),this.innerBar=n("<div class='bk-ui-rangeSlider-innerBar' />").css("position","absolute").css("top",0).css("left",0),this._createHandles(),this._createBar(),this.container.prepend(this.innerBar),this._createArrows(),"hide"!==this.options.valueLabels?this._createLabels():this._destroyLabels(),this._updateRuler(),this.options.enabled||this._toggle(this.options.enabled)},_createHandle:function(t){return n("<div />")[this._handleType()](t).bind("sliderDrag",n.proxy(this._changing,this)).bind("stop",n.proxy(this._changed,this))},_createHandles:function(){this.leftHandle=this._createHandle({isLeft:!0,bounds:this.options.bounds,value:this._values.min,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container),this.rightHandle=this._createHandle({isLeft:!1,bounds:this.options.bounds,value:this._values.max,step:this.options.step,symmetricPositionning:this.options.symmetricPositionning}).appendTo(this.container)},_createBar:function(){this.bar=n("<div />").prependTo(this.container).bind("sliderDrag scroll zoom",n.proxy(this._changing,this)).bind("stop",n.proxy(this._changed,this)),this._bar({leftHandle:this.leftHandle,rightHandle:this.rightHandle,values:{min:this._values.min,max:this._values.max},type:this._handleType(),range:this.options.range,wheelMode:this.options.wheelMode,wheelSpeed:this.options.wheelSpeed}),this.options.range=this._bar("option","range"),this.options.wheelMode=this._bar("option","wheelMode"),this.options.wheelSpeed=this._bar("option","wheelSpeed")},_createArrows:function(){this.arrows.left=this._createArrow("left"),this.arrows.right=this._createArrow("right"),this.options.arrows?this.element.addClass("bk-ui-rangeSlider-withArrows"):(this.arrows.left.css("display","none"),this.arrows.right.css("display","none"),this.element.addClass("bk-ui-rangeSlider-noArrow"))},_createArrow:function(t){var e,i=n("<div class='bk-ui-rangeSlider-arrow' />").append("<div class='bk-ui-rangeSlider-arrow-inner' />").addClass("bk-ui-rangeSlider-"+t+"Arrow").css("position","absolute").css(t,0).appendTo(this.element);return e="right"===t?n.proxy(this._scrollRightClick,this):n.proxy(this._scrollLeftClick,this),i.bind("mousedown touchstart",e),i},_proxy:function(t,e,i){var n=Array.prototype.slice.call(i);return t&&t[e]?t[e].apply(t,n):null},_handleType:function(){return"rangeSliderHandle"},_barType:function(){return"rangeSliderBar"},_bar:function(){return this._proxy(this.bar,this._barType(),arguments)},_labelType:function(){return"rangeSliderLabel"},_leftLabel:function(){return this._proxy(this.labels.left,this._labelType(),arguments)},_rightLabel:function(){return this._proxy(this.labels.right,this._labelType(),arguments)},_leftHandle:function(){return this._proxy(this.leftHandle,this._handleType(),arguments)},_rightHandle:function(){return this._proxy(this.rightHandle,this._handleType(),arguments)},_getValue:function(t,e){return e===this.rightHandle&&(t-=e.outerWidth()),t*(this.options.bounds.max-this.options.bounds.min)/(this.container.innerWidth()-e.outerWidth(!0))+this.options.bounds.min},_trigger:function(t){var e=this;setTimeout(function(){e.element.trigger(t,{label:e.element,values:e.values()})},1)},_changing:function(){this._updateValues()&&(this._trigger("valuesChanging"),this._valuesChanged=!0)},_deactivateLabels:function(){"change"===this.options.valueLabels&&(this._leftLabel("option","show","hide"),this._rightLabel("option","show","hide"))},_reactivateLabels:function(){"change"===this.options.valueLabels&&(this._leftLabel("option","show","change"),this._rightLabel("option","show","change"))},_changed:function(t){t===!0&&this._deactivateLabels(),(this._updateValues()||this._valuesChanged)&&(this._trigger("valuesChanged"),t!==!0&&this._trigger("userValuesChanged"),this._valuesChanged=!1),t===!0&&this._reactivateLabels()},_updateValues:function(){var t=this._leftHandle("value"),e=this._rightHandle("value"),i=this._min(t,e),n=this._max(t,e),r=i!==this._values.min||n!==this._values.max;return this._values.min=this._min(t,e),this._values.max=this._max(t,e),r},_min:function(t,e){return Math.min(t,e)},_max:function(t,e){return Math.max(t,e)},_createLabel:function(t,e){var i;return null===t?(i=this._getLabelConstructorParameters(t,e),t=n("<div />").appendTo(this.element)[this._labelType()](i)):(i=this._getLabelRefreshParameters(t,e),t[this._labelType()](i)),t},_getLabelConstructorParameters:function(t,e){return{handle:e,handleType:this._handleType(),formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getLabelRefreshParameters:function(){return{formatter:this._getFormatter(),show:this.options.valueLabels,durationIn:this.options.durationIn,durationOut:this.options.durationOut,delayOut:this.options.delayOut}},_getFormatter:function(){return this.options.formatter===!1||null===this.options.formatter?this._defaultFormatter:this.options.formatter},_defaultFormatter:function(t){return Math.round(t)},_destroyLabel:function(t){return null!==t&&(t[this._labelType()]("destroy"),t.remove(),t=null),t},_createLabels:function(){this.labels.left=this._createLabel(this.labels.left,this.leftHandle),this.labels.right=this._createLabel(this.labels.right,this.rightHandle),this._leftLabel("pair",this.labels.right)},_destroyLabels:function(){this.labels.left=this._destroyLabel(this.labels.left),this.labels.right=this._destroyLabel(this.labels.right)},_stepRatio:function(){return this._leftHandle("stepRatio")},_scrollRightClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar("startScroll"),this._bindStopScroll(),void this._continueScrolling("scrollRight",4*this._stepRatio(),1)):!1},_continueScrolling:function(t,e,i,n){if(!this.options.enabled)return!1;this._bar(t,i),n=n||5,n--;var r=this,s=16,o=Math.max(1,4/this._stepRatio());this._scrollTimeout=setTimeout(function(){0===n&&(e>s?e=Math.max(s,e/1.5):i=Math.min(o,2*i),n=5),r._continueScrolling(t,e,i,n)},e)},_scrollLeftClick:function(t){return this.options.enabled?(t.preventDefault(),this._bar("startScroll"),this._bindStopScroll(),void this._continueScrolling("scrollLeft",4*this._stepRatio(),1)):!1},_bindStopScroll:function(){var t=this;this._stopScrollHandle=function(e){e.preventDefault(),t._stopScroll()},n(document).bind("mouseup touchend",this._stopScrollHandle)},_stopScroll:function(){n(document).unbind("mouseup touchend",this._stopScrollHandle),this._stopScrollHandle=null,this._bar("stopScroll"),clearTimeout(this._scrollTimeout)},_createRuler:function(){this.ruler=n("<div class='bk-ui-rangeSlider-ruler' />").appendTo(this.innerBar)},_setRulerParameters:function(){this.ruler.ruler({min:this.options.bounds.min,max:this.options.bounds.max,scales:this.options.scales})},_destroyRuler:function(){null!==this.ruler&&n.fn.ruler&&(this.ruler.ruler("destroy"),this.ruler.remove(),this.ruler=null)},_updateRuler:function(){this._destroyRuler(),this.options.scales!==!1&&n.fn.ruler&&(this._createRuler(),this._setRulerParameters())},values:function(t,e){var i;if("undefined"!=typeof t&&"undefined"!=typeof e){if(!this._initialized)return this._values.min=t,this._values.max=e,this._values;this._deactivateLabels(),i=this._bar("values",t,e),this._changed(!0),this._reactivateLabels()}else i=this._bar("values",t,e);return i},min:function(t){return this._values.min=this.values(t,this._values.max).min,this._values.min},max:function(t){return this._values.max=this.values(this._values.min,t).max,this._values.max},bounds:function(t,e){return this._isValidValue(t)&&this._isValidValue(e)&&e>t&&(this._setBounds(t,e),this._updateRuler(),this._changed(!0)),this.options.bounds},_isValidValue:function(t){return"undefined"!=typeof t&&parseFloat(t)===t},_setBounds:function(t,e){this.options.bounds={min:t,max:e},this._leftHandle("option","bounds",this.options.bounds),this._rightHandle("option","bounds",this.options.bounds),this._bar("option","bounds",this.options.bounds)},zoomIn:function(t){this._bar("zoomIn",t)},zoomOut:function(t){this._bar("zoomOut",t)},scrollLeft:function(t){this._bar("startScroll"),this._bar("scrollLeft",t),this._bar("stopScroll")},scrollRight:function(t){this._bar("startScroll"),this._bar("scrollRight",t),this._bar("stopScroll")},resize:function(){this._initWidth(),this._leftHandle("update"),this._rightHandle("update"),this._bar("update")},enable:function(){this.toggle(!0)},disable:function(){this.toggle(!1)},toggle:function(t){void 0===t&&(t=!this.options.enabled),this.options.enabled!==t&&this._toggle(t)},_toggle:function(t){this.options.enabled=t,this.element.toggleClass("bk-ui-rangeSlider-disabled",!t);var e=t?"enable":"disable";this._bar(e),this._leftHandle(e),this._rightHandle(e),this._leftLabel(e),this._rightLabel(e)},destroy:function(){this.element.removeClass("bk-ui-rangeSlider-withArrows bk-ui-rangeSlider-noArrow bk-ui-rangeSlider-disabled"),this._destroyWidgets(),this._destroyElements(),this.element.removeClass("bk-ui-rangeSlider"),this.options=null,n(window).unbind("resize",this._resizeProxy),this._resizeProxy=null,this._bindResize=null,n.Widget.prototype.destroy.apply(this,arguments)},_destroyWidget:function(t){this["_"+t]("destroy"),this[t].remove(),this[t]=null},_destroyWidgets:function(){this._destroyWidget("bar"),this._destroyWidget("leftHandle"),this._destroyWidget("rightHandle"),this._destroyRuler(),this._destroyLabels()},_destroyElements:function(){this.container.remove(),this.container=null,this.innerBar.remove(),this.innerBar=null,this.arrows.left.remove(),this.arrows.right.remove(),this.arrows=null}})},{jquery:18,"jquery-mousewheel":4,"jquery-ui/core":7,"jquery-ui/mouse":13,"jquery-ui/widget":17}],301:[function(t,e,i){var n=t("jquery");n.fn.drag=function(t,e,i){var r="string"==typeof t?t:"",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf("drag")&&(r="drag"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)};var r=n.event,s=r.special,o=s.drag={defaults:{which:1,distance:0,not:":input",handle:null,relative:!1,drop:!0,click:!1},datakey:"dragdata",noBubble:!0,add:function(t){var e=n.data(this,o.datakey),i=t.data||{};e.related+=1,n.each(o.defaults,function(t,n){void 0!==i[t]&&(e[t]=i[t])})},remove:function(){n.data(this,o.datakey).related-=1},setup:function(){if(!n.data(this,o.datakey)){var t=n.extend({related:0},o.defaults);n.data(this,o.datakey,t),r.add(this,"touchstart mousedown",o.init,t),this.attachEvent&&this.attachEvent("ondragstart",o.dontstart)}},teardown:function(){var t=n.data(this,o.datakey)||{};t.related||(n.removeData(this,o.datakey),r.remove(this,"touchstart mousedown",o.init),o.textselect(!0),this.detachEvent&&this.detachEvent("ondragstart",o.dontstart))},init:function(t){if(!o.touched){var e,i=t.data;if(!(0!=t.which&&i.which>0&&t.which!=i.which)&&!n(t.target).is(i.not)&&(!i.handle||n(t.target).closest(i.handle,t.currentTarget).length)&&(o.touched="touchstart"==t.type?this:null,i.propagates=1,i.mousedown=this,i.interactions=[o.interaction(this,i)],i.target=t.target,i.pageX=t.pageX,i.pageY=t.pageY,i.dragging=null,e=o.hijack(t,"draginit",i),i.propagates))return e=o.flatten(e),e&&e.length&&(i.interactions=[],n.each(e,function(){i.interactions.push(o.interaction(this,i))})),i.propagates=i.interactions.length,i.drop!==!1&&s.drop&&s.drop.handler(t,i),o.textselect(!1),o.touched?r.add(o.touched,"touchmove touchend",o.handler,i):r.add(document,"mousemove mouseup",o.handler,i),!o.touched||i.live?!1:void 0}},interaction:function(t,e){var i=n(t)[e.relative?"position":"offset"]()||{top:0,left:0};return{drag:t,callback:new o.callback,droppable:[],offset:i}},handler:function(t){var e=t.data;switch(t.type){case!e.dragging&&"touchmove":t.preventDefault();case!e.dragging&&"mousemove":if(Math.pow(t.pageX-e.pageX,2)+Math.pow(t.pageY-e.pageY,2)<Math.pow(e.distance,2))break;t.target=e.target,o.hijack(t,"dragstart",e),e.propagates&&(e.dragging=!0);case"touchmove":t.preventDefault();case"mousemove":if(e.dragging){if(o.hijack(t,"drag",e),e.propagates){e.drop!==!1&&s.drop&&s.drop.handler(t,e);break}t.type="mouseup"}case"touchend":case"mouseup":default:o.touched?r.remove(o.touched,"touchmove touchend",o.handler):r.remove(document,"mousemove mouseup",o.handler),e.dragging&&(e.drop!==!1&&s.drop&&s.drop.handler(t,e),o.hijack(t,"dragend",e)),o.textselect(!0),e.click===!1&&e.dragging&&n.data(e.mousedown,"suppress.click",(new Date).getTime()+5),e.dragging=o.touched=!1}},hijack:function(t,e,i,s,a){if(i){var l,u,h,c={event:t.originalEvent,type:t.type},p=e.indexOf("drop")?"drag":"drop",d=s||0,f=isNaN(s)?i.interactions.length:s;t.type=e,t.originalEvent=null,i.results=[];do if(u=i.interactions[d]){if("dragend"!==e&&u.cancelled)continue;h=o.properties(t,i,u),
+        u.results=[],n(a||u[p]||i.droppable).each(function(s,a){return h.target=a,t.isPropagationStopped=function(){return!1},l=a?r.dispatch.call(a,t,h):null,l===!1?("drag"==p&&(u.cancelled=!0,i.propagates-=1),"drop"==e&&(u[p][s]=null)):"dropinit"==e&&u.droppable.push(o.element(l)||a),"dragstart"==e&&(u.proxy=n(o.element(l)||u.drag)[0]),u.results.push(l),delete t.result,"dropinit"!==e?l:void 0}),i.results[d]=o.flatten(u.results),"dropinit"==e&&(u.droppable=o.flatten(u.droppable)),"dragstart"!=e||u.cancelled||h.update()}while(++d<f);return t.type=c.type,t.originalEvent=c.event,o.flatten(i.results)}},properties:function(t,e,i){var n=i.callback;return n.drag=i.drag,n.proxy=i.proxy||i.drag,n.startX=e.pageX,n.startY=e.pageY,n.deltaX=t.pageX-e.pageX,n.deltaY=t.pageY-e.pageY,n.originalX=i.offset.left,n.originalY=i.offset.top,n.offsetX=n.originalX+n.deltaX,n.offsetY=n.originalY+n.deltaY,n.drop=o.flatten((i.drop||[]).slice()),n.available=o.flatten((i.droppable||[]).slice()),n},element:function(t){return t&&(t.jquery||1==t.nodeType)?t:void 0},flatten:function(t){return n.map(t,function(t){return t&&t.jquery?n.makeArray(t):t&&t.length?o.flatten(t):t})},textselect:function(t){n(document)[t?"unbind":"bind"]("selectstart",o.dontstart).css("MozUserSelect",t?"":"none"),document.unselectable=t?"off":"on"},dontstart:function(){return!1},callback:function(){}};o.callback.prototype={update:function(){s.drop&&this.available.length&&n.each(this.available,function(t){s.drop.locate(this,t)})}};var a=r.dispatch;r.dispatch=function(t){return n.data(this,"suppress."+t.type)-(new Date).getTime()>0?void n.removeData(this,"suppress."+t.type):a.apply(this,arguments)};var l=r.fixHooks.touchstart=r.fixHooks.touchmove=r.fixHooks.touchend=r.fixHooks.touchcancel={props:"clientX clientY pageX pageY screenX screenY".split(" "),filter:function(t,e){if(e){var i=e.touches&&e.touches[0]||e.changedTouches&&e.changedTouches[0]||null;i&&n.each(l.props,function(e,n){t[n]=i[n]})}return t}};s.draginit=s.dragstart=s.dragend=o},{jquery:18}],302:[function(t,e,i){var n=t("jquery");t("jquery_event_drag");n.fn.drop=function(t,e,i){var r="string"==typeof t?t:"",s=n.isFunction(t)?t:n.isFunction(e)?e:null;return 0!==r.indexOf("drop")&&(r="drop"+r),i=(t==s?e:i)||{},s?this.bind(r,i,s):this.trigger(r)},n.drop=function(t){t=t||{},o.multi=t.multi===!0?1/0:t.multi===!1?1:isNaN(t.multi)?o.multi:t.multi,o.delay=t.delay||o.delay,o.tolerance=n.isFunction(t.tolerance)?t.tolerance:null===t.tolerance?null:o.tolerance,o.mode=t.mode||o.mode||"intersect"};var r=n.event,s=r.special,o=n.event.special.drop={multi:1,delay:20,mode:"overlap",targets:[],datakey:"dropdata",noBubble:!0,add:function(t){var e=n.data(this,o.datakey);e.related+=1},remove:function(){n.data(this,o.datakey).related-=1},setup:function(){if(!n.data(this,o.datakey)){var t={related:0,active:[],anyactive:0,winner:0,location:{}};n.data(this,o.datakey,t),o.targets.push(this)}},teardown:function(){var t=n.data(this,o.datakey)||{};if(!t.related){n.removeData(this,o.datakey);var e=this;o.targets=n.grep(o.targets,function(t){return t!==e})}},handler:function(t,e){var i;if(e)switch(t.type){case"mousedown":case"touchstart":i=n(o.targets),"string"==typeof e.drop&&(i=i.filter(e.drop)),i.each(function(){var t=n.data(this,o.datakey);t.active=[],t.anyactive=0,t.winner=0}),e.droppable=i,s.drag.hijack(t,"dropinit",e);break;case"mousemove":case"touchmove":o.event=t,o.timer||o.tolerate(e);break;case"mouseup":case"touchend":o.timer=clearTimeout(o.timer),e.propagates&&(s.drag.hijack(t,"drop",e),s.drag.hijack(t,"dropend",e))}},locate:function(t,e){var i=n.data(t,o.datakey),r=n(t),s=r.offset()||{},a=r.outerHeight(),l=r.outerWidth(),u={elem:t,width:l,height:a,top:s.top,left:s.left,right:s.left+l,bottom:s.top+a};return i&&(i.location=u,i.index=e,i.elem=t),u},contains:function(t,e){return(e[0]||e.left)>=t.left&&(e[0]||e.right)<=t.right&&(e[1]||e.top)>=t.top&&(e[1]||e.bottom)<=t.bottom},modes:{intersect:function(t,e,i){return this.contains(i,[t.pageX,t.pageY])?1e9:this.modes.overlap.apply(this,arguments)},overlap:function(t,e,i){return Math.max(0,Math.min(i.bottom,e.bottom)-Math.max(i.top,e.top))*Math.max(0,Math.min(i.right,e.right)-Math.max(i.left,e.left))},fit:function(t,e,i){return 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s;!function(t){function e(t){var e=1e-8;return 0>t?e>-t:e>t}function i(){return t.createMap(t.Constraint.Compare)}function n(){return t.createMap(l.Compare)}function r(){return t.createMap(t.Variable.Compare)}function s(){return t.createMap(t.Variable.Compare)}var o=function(){function o(){this._cnMap=i(),this._rowMap=n(),this._varMap=r(),this._editMap=s(),this._infeasibleRows=[],this._objective=new h,this._artificial=null,this._idTick=0}return o.prototype.addConstraint=function(t){var i=this._cnMap.find(t);if(void 0!==i)throw new Error("duplicate constraint");var n=this._createRow(t),r=n.row,s=n.tag,o=this._chooseSubject(r,s);if(0===o.type()&&r.allDummies()){if(!e(r.constant()))throw new Error("unsatifiable constraint");o=s.marker}if(0===o.type()){if(!this._addWithArtificialVariable(r))throw new Error("unsatisfiable constraint")}else 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o=this._cnMap.find(s).second,a={tag:o,constraint:s,constant:0};this._editMap.insert(e,a)},o.prototype.removeEditVariable=function(t){var e=this._editMap.erase(t);if(void 0===e)throw new Error("unknown edit variable");this.removeConstraint(e.second.constraint)},o.prototype.hasEditVariable=function(t){return this._editMap.contains(t)},o.prototype.suggestValue=function(t,e){var i=this._editMap.find(t);if(void 0===i)throw new Error("unknown edit variable");var n=this._rowMap,r=i.second,s=e-r.constant;r.constant=e;var o=r.tag.marker,a=n.find(o);if(void 0!==a)return a.second.add(-s)<0&&this._infeasibleRows.push(o),void this._dualOptimize();var l=r.tag.other,a=n.find(l);if(void 0!==a)return a.second.add(s)<0&&this._infeasibleRows.push(l),void this._dualOptimize();for(var u=0,h=n.size();h>u;++u){var a=n.itemAt(u),c=a.second,p=c.coefficientFor(o);0!==p&&c.add(s*p)<0&&1!==a.first.type()&&this._infeasibleRows.push(a.first)}this._dualOptimize()},o.prototype.updateVariables=function(){for(var t=this._varMap,e=this._rowMap,i=0,n=t.size();n>i;++i){var r=t.itemAt(i),s=e.find(r.second);void 0!==s?r.first.setValue(s.second.constant()):r.first.setValue(0)}},o.prototype._getVarSymbol=function(t){var e=this,i=function(){return e._makeSymbol(1)};return this._varMap.setDefault(t,i).second},o.prototype._createRow=function(i){for(var n=i.expression(),r=new h(n.constant()),s=n.terms(),o=0,a=s.size();a>o;++o){var l=s.itemAt(o);if(!e(l.second)){var c=this._getVarSymbol(l.first),p=this._rowMap.find(c);void 0!==p?r.insertRow(p.second,l.second):r.insertSymbol(c,l.second)}}var d=this._objective,f=i.strength(),g={marker:u,other:u};switch(i.op()){case 0:case 1:var m=0===i.op()?1:-1,_=this._makeSymbol(2);if(g.marker=_,r.insertSymbol(_,m),f<t.Strength.required){var v=this._makeSymbol(3);g.other=v,r.insertSymbol(v,-m),d.insertSymbol(v,f)}break;case 2:if(f<t.Strength.required){var y=this._makeSymbol(3),b=this._makeSymbol(3);g.marker=y,g.other=b,r.insertSymbol(y,-1),r.insertSymbol(b,1),d.insertSymbol(y,f),d.insertSymbol(b,f)}else{var w=this._makeSymbol(4);g.marker=w,r.insertSymbol(w)}}return r.constant()<0&&r.reverseSign(),{row:r,tag:g}},o.prototype._chooseSubject=function(t,e){for(var i=t.cells(),n=0,r=i.size();r>n;++n){var s=i.itemAt(n);if(1===s.first.type())return s.first}var o=e.marker.type();return(2===o||3===o)&&t.coefficientFor(e.marker)<0?e.marker:(o=e.other.type(),(2===o||3===o)&&t.coefficientFor(e.other)<0?e.other:u)},o.prototype._addWithArtificialVariable=function(t){var i=this._makeSymbol(2);this._rowMap.insert(i,t.copy()),this._artificial=t.copy(),this._optimize(this._artificial);var n=e(this._artificial.constant());this._artificial=null;var r=this._rowMap.erase(i);if(void 0!==r){var s=r.second;if(s.isConstant())return n;var o=this._anyPivotableSymbol(s);if(0===o.type())return!1;s.solveForEx(i,o),this._substitute(o,s),this._rowMap.insert(o,s)}for(var 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s=n.second;t.erase(i),s.solveForEx(i,r),this._substitute(r,s),t.insert(r,s)}}},o.prototype._getEnteringSymbol=function(t){for(var e=t.cells(),i=0,n=e.size();n>i;++i){var r=e.itemAt(i),s=r.first;if(r.second<0&&4!==s.type())return s}return u},o.prototype._getDualEnteringSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=t.cells(),r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first,l=o.second;if(l>0&&4!==a.type()){var h=this._objective.coefficientFor(a),c=h/l;e>c&&(e=c,i=a)}}return i},o.prototype._getLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=u,n=this._rowMap,r=0,s=n.size();s>r;++r){var o=n.itemAt(r),a=o.first;if(1!==a.type()){var l=o.second,h=l.coefficientFor(t);if(0>h){var c=-l.constant()/h;e>c&&(e=c,i=a)}}}return i},o.prototype._getMarkerLeavingSymbol=function(t){for(var e=Number.MAX_VALUE,i=e,n=e,r=u,s=r,o=r,a=r,l=this._rowMap,h=0,c=l.size();c>h;++h){var p=l.itemAt(h),d=p.second,f=d.coefficientFor(t);if(0!==f){var g=p.first;if(1===g.type())a=g;else if(0>f){var 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r?f[t]?"<input type='checkbox' checked='checked'>":"<input type='checkbox'>":null}var p,d=new s.EventHandler,f={},g={columnId:"_checkbox_selector",cssClass:null,toolTip:"Select/Deselect All",width:30},m=r.extend(!0,{},g,t);r.extend(this,{init:e,destroy:i,getColumnDefinition:h})}var r=t("jquery"),s=t("../slick.core");e.exports=n},{"../slick.core":307,jquery:18}],306:[function(t,e,i){function n(t){function e(e){v=r.extend(!0,{},x,t),m=e,w.subscribe(m.onActiveCellChanged,n(d)),w.subscribe(m.onKeyDown,n(f)),w.subscribe(m.onClick,n(g))}function i(){w.unsubscribeAll()}function n(t){return function(){_||(_=!0,t.apply(this,arguments),_=!1)}}function o(t){for(var e=[],i=0;i<t.length;i++)for(var n=t[i].fromRow;n<=t[i].toRow;n++)e.push(n);return e}function a(t){for(var e=[],i=m.getColumns().length-1,n=0;n<t.length;n++)e.push(new s.Range(t[n],0,t[n],i));return e}function l(t,e){var i,n=[];for(i=t;e>=i;i++)n.push(i);for(i=e;t>i;i++)n.push(i);return n}function u(){return o(y)}function 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$(t.target).is("input,textarea")}),updateColumnCaches(),createColumnHeaders(),setupColumnSort(),createCssRules(),resizeCanvas(),bindAncestorScrollEvents(),$container.bind("resize.bk-slickgrid",resizeCanvas),$viewport.bind("scroll",handleScroll),$headerScroller.bind("contextmenu",handleHeaderContextMenu).bind("click",handleHeaderClick).delegate(".bk-slick-header-column","mouseenter",handleHeaderMouseEnter).delegate(".bk-slick-header-column","mouseleave",handleHeaderMouseLeave),$headerRowScroller.bind("scroll",handleHeaderRowScroll),$focusSink.add($focusSink2).bind("keydown",handleKeyDown),$canvas.bind("keydown",handleKeyDown).bind("click",handleClick).bind("dblclick",handleDblClick).bind("contextmenu",handleContextMenu).bind("draginit",handleDragInit).bind("dragstart",{distance:3},handleDragStart).bind("drag",handleDrag).bind("dragend",handleDragEnd).delegate(".bk-slick-cell","mouseenter",handleMouseEnter).delegate(".bk-slick-cell","mouseleave",handleMouseLeave),navigator.userAgent.toLowerCase().match(/webkit/)&&navigator.userAgent.toLowerCase().match(/macintosh/)&&$canvas.bind("mousewheel",handleMouseWheel))}function registerPlugin(t){plugins.unshift(t),t.init(self)}function unregisterPlugin(t){for(var e=plugins.length;e>=0;e--)if(plugins[e]===t){plugins[e].destroy&&plugins[e].destroy(),plugins.splice(e,1);break}}function setSelectionModel(t){selectionModel&&(selectionModel.onSelectedRangesChanged.unsubscribe(handleSelectedRangesChanged),selectionModel.destroy&&selectionModel.destroy()),selectionModel=t,selectionModel&&(selectionModel.init(self),selectionModel.onSelectedRangesChanged.subscribe(handleSelectedRangesChanged))}function getSelectionModel(){return selectionModel}function getCanvasNode(){return $canvas[0]}function measureScrollbar(){var t=$("<div style='position:absolute; top:-10000px; left:-10000px; width:100px; height:100px; overflow:scroll;'></div>").appendTo("body"),e={width:t.width()-t[0].clientWidth,height:t.height()-t[0].clientHeight};return t.remove(),e}function getHeadersWidth(){for(var t=0,e=0,i=columns.length;i>e;e++){var n=columns[e].width;t+=n}return t+=scrollbarDimensions.width,Math.max(t,viewportW)+1e3}function getCanvasWidth(){for(var t=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW,e=0,i=columns.length;i--;)e+=columns[i].width;return options.fullWidthRows?Math.max(e,t):e}function updateCanvasWidth(t){var e=canvasWidth;canvasWidth=getCanvasWidth(),canvasWidth!=e&&($canvas.width(canvasWidth),$headerRow.width(canvasWidth),$headers.width(getHeadersWidth()),viewportHasHScroll=canvasWidth>viewportW-scrollbarDimensions.width),$headerRowSpacer.width(canvasWidth+(viewportHasVScroll?scrollbarDimensions.width:0)),(canvasWidth!=e||t)&&applyColumnWidths()}function disableSelection(t){t&&t.jquery&&t.attr("unselectable","on").css("MozUserSelect","none").bind("selectstart.ui",function(){return!1})}function getMaxSupportedCssHeight(){for(var t=1e6,e=navigator.userAgent.toLowerCase().match(/firefox/)?6e6:1e9,i=$("<div style='display:none' />").appendTo(document.body);;){var n=2*t;if(i.css("height",n),n>e||i.height()!==n)break;t=n}return i.remove(),t}function bindAncestorScrollEvents(){for(var t=$canvas[0];(t=t.parentNode)!=document.body&&null!=t;)if(t==$viewport[0]||t.scrollWidth!=t.clientWidth||t.scrollHeight!=t.clientHeight){var e=$(t);$boundAncestors=$boundAncestors?$boundAncestors.add(e):e,e.bind("scroll."+uid,handleActiveCellPositionChange)}}function unbindAncestorScrollEvents(){$boundAncestors&&($boundAncestors.unbind("scroll."+uid),$boundAncestors=null)}function updateColumnHeader(t,e,i){if(initialized){var n=getColumnIndex(t);if(null!=n){var r=columns[n],s=$headers.children().eq(n);s&&(void 0!==e&&(columns[n].name=e),void 0!==i&&(columns[n].toolTip=i),trigger(self.onBeforeHeaderCellDestroy,{node:s[0],column:r}),s.attr("title",i||"").children().eq(0).html(e),trigger(self.onHeaderCellRendered,{node:s[0],column:r}))}}}function getHeaderRow(){return $headerRow[0]}function getHeaderRowColumn(t){var e=getColumnIndex(t),i=$headerRow.children().eq(e);return i&&i[0]}function createColumnHeaders(){function t(){$(this).addClass("bk-ui-state-hover")}function e(){$(this).removeClass("bk-ui-state-hover")}$headers.find(".bk-slick-header-column").each(function(){var t=$(this).data("column");t&&trigger(self.onBeforeHeaderCellDestroy,{node:this,column:t})}),$headers.empty(),$headers.width(getHeadersWidth()),$headerRow.find(".bk-slick-headerrow-column").each(function(){var t=$(this).data("column");t&&trigger(self.onBeforeHeaderRowCellDestroy,{node:this,column:t})}),$headerRow.empty();for(var i=0;i<columns.length;i++){var n=columns[i],r=$("<div class='bk-ui-state-default bk-slick-header-column' />").html("<span class='bk-slick-column-name'>"+n.name+"</span>").width(n.width-headerColumnWidthDiff).attr("id",""+uid+n.id).attr("title",n.toolTip||"").data("column",n).addClass(n.headerCssClass||"").appendTo($headers);if((options.enableColumnReorder||n.sortable)&&r.on("mouseenter",t).on("mouseleave",e),n.sortable&&(r.addClass("bk-slick-header-sortable"),r.append("<span class='bk-slick-sort-indicator' />")),trigger(self.onHeaderCellRendered,{node:r[0],column:n}),options.showHeaderRow){var s=$("<div class='bk-ui-state-default bk-slick-headerrow-column l"+i+" r"+i+"'></div>").data("column",n).appendTo($headerRow);trigger(self.onHeaderRowCellRendered,{node:s[0],column:n})}}setSortColumns(sortColumns),setupColumnResize(),options.enableColumnReorder&&setupColumnReorder()}function setupColumnSort(){$headers.click(function(t){if(t.metaKey=t.metaKey||t.ctrlKey,!$(t.target).hasClass("bk-slick-resizable-handle")){var e=$(t.target).closest(".bk-slick-header-column");if(e.length){var i=e.data("column");if(i.sortable){if(!getEditorLock().commitCurrentEdit())return;for(var n=null,r=0;r<sortColumns.length;r++)if(sortColumns[r].columnId==i.id){n=sortColumns[r],n.sortAsc=!n.sortAsc;break}t.metaKey&&options.multiColumnSort?n&&sortColumns.splice(r,1):((t.shiftKey||t.metaKey)&&options.multiColumnSort||(sortColumns=[]),n?0==sortColumns.length&&sortColumns.push(n):(n={columnId:i.id,sortAsc:i.defaultSortAsc},sortColumns.push(n))),setSortColumns(sortColumns),options.multiColumnSort?trigger(self.onSort,{multiColumnSort:!0,sortCols:$.map(sortColumns,function(t){return{sortCol:columns[getColumnIndex(t.columnId)],sortAsc:t.sortAsc}})},t):trigger(self.onSort,{multiColumnSort:!1,sortCol:i,sortAsc:n.sortAsc},t)}}}})}function setupColumnReorder(){$headers.filter(":ui-sortable").sortable("destroy"),$headers.sortable({containment:"parent",distance:3,axis:"x",cursor:"default",tolerance:"intersection",helper:"clone",placeholder:"bk-slick-sortable-placeholder bk-ui-state-default bk-slick-header-column",start:function(t,e){e.placeholder.width(e.helper.outerWidth()-headerColumnWidthDiff),$(e.helper).addClass("bk-slick-header-column-active")},beforeStop:function(t,e){$(e.helper).removeClass("bk-slick-header-column-active")},stop:function(t){if(!getEditorLock().commitCurrentEdit())return void $(this).sortable("cancel");for(var e=$headers.sortable("toArray"),i=[],n=0;n<e.length;n++)i.push(columns[getColumnIndex(e[n].replace(uid,""))]);setColumns(i),trigger(self.onColumnsReordered,{}),t.stopPropagation(),setupColumnResize()}})}function setupColumnResize(){var t,e,i,n,r,s,o,a,l;r=$headers.children(),r.find(".bk-slick-resizable-handle").remove(),r.each(function(t,e){columns[t].resizable&&(void 0===a&&(a=t),l=t)}),void 0!==a&&r.each(function(u,h){a>u||options.forceFitColumns&&u>=l||(t=$(h),$("<div class='bk-slick-resizable-handle' />").appendTo(h).bind("dragstart",function(t,a){if(!getEditorLock().commitCurrentEdit())return!1;n=t.pageX,$(this).parent().addClass("bk-slick-header-column-active");var l=null,h=null;if(r.each(function(t,e){columns[t].previousWidth=$(e).outerWidth()}),options.forceFitColumns)for(l=0,h=0,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(null!==h&&(i.maxWidth?h+=i.maxWidth-i.previousWidth:h=null),l+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));var c=0,p=0;for(e=0;u>=e;e++)i=columns[e],i.resizable&&(null!==p&&(i.maxWidth?p+=i.maxWidth-i.previousWidth:p=null),c+=i.previousWidth-Math.max(i.minWidth||0,absoluteColumnMinWidth));null===l&&(l=1e5),null===c&&(c=1e5),null===h&&(h=1e5),null===p&&(p=1e5),o=n+Math.min(l,p),s=n-Math.min(c,h)}).bind("drag",function(t,a){var l,h,c=Math.min(o,Math.max(s,t.pageX))-n;if(0>c){for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0))}else{for(h=c,e=u;e>=0;e--)i=columns[e],i.resizable&&(h&&i.maxWidth&&i.maxWidth-i.previousWidth<h?(h-=i.maxWidth-i.previousWidth,i.width=i.maxWidth):(i.width=i.previousWidth+h,h=0));if(options.forceFitColumns)for(h=-c,e=u+1;e<r.length;e++)i=columns[e],i.resizable&&(l=Math.max(i.minWidth||0,absoluteColumnMinWidth),h&&i.previousWidth+h<l?(h+=i.previousWidth-l,i.width=l):(i.width=i.previousWidth+h,h=0))}applyColumnHeaderWidths(),options.syncColumnCellResize&&applyColumnWidths()}).bind("dragend",function(t,n){var s;for($(this).parent().removeClass("bk-slick-header-column-active"),e=0;e<r.length;e++)i=columns[e],s=$(r[e]).outerWidth(),i.previousWidth!==s&&i.rerenderOnResize&&invalidateAllRows();updateCanvasWidth(!0),render(),trigger(self.onColumnsResized,{})}))})}function getVBoxDelta(t){var e=["borderTopWidth","borderBottomWidth","paddingTop","paddingBottom"],i=0;return $.each(e,function(e,n){i+=parseFloat(t.css(n))||0}),i}function measureCellPaddingAndBorder(){var t,e=["borderLeftWidth","borderRightWidth","paddingLeft","paddingRight"],i=["borderTopWidth","borderBottomWidth","paddingTop","paddingBottom"];t=$("<div class='bk-ui-state-default bk-slick-header-column' style='visibility:hidden'>-</div>").appendTo($headers),headerColumnWidthDiff=headerColumnHeightDiff=0,"border-box"!=t.css("box-sizing")&&"border-box"!=t.css("-moz-box-sizing")&&"border-box"!=t.css("-webkit-box-sizing")&&($.each(e,function(e,i){headerColumnWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){headerColumnHeightDiff+=parseFloat(t.css(i))||0})),t.remove();var n=$("<div class='bk-slick-row' />").appendTo($canvas);t=$("<div class='bk-slick-cell' id='' style='visibility:hidden'>-</div>").appendTo(n),cellWidthDiff=cellHeightDiff=0,"border-box"!=t.css("box-sizing")&&"border-box"!=t.css("-moz-box-sizing")&&"border-box"!=t.css("-webkit-box-sizing")&&($.each(e,function(e,i){cellWidthDiff+=parseFloat(t.css(i))||0}),$.each(i,function(e,i){cellHeightDiff+=parseFloat(t.css(i))||0})),n.remove(),absoluteColumnMinWidth=Math.max(headerColumnWidthDiff,cellWidthDiff)}function createCssRules(){$style=$("<style type='text/css' rel='stylesheet' />").appendTo($("head"));for(var t=options.rowHeight-cellHeightDiff,e=["."+uid+" .bk-slick-header-column { left: 1000px; }","."+uid+" .bk-slick-top-panel { height:"+options.topPanelHeight+"px; }","."+uid+" .bk-slick-headerrow-columns { height:"+options.headerRowHeight+"px; }","."+uid+" .bk-slick-cell { height:"+t+"px; }","."+uid+" .bk-slick-row { height:"+options.rowHeight+"px; }"],i=0;i<columns.length;i++)e.push("."+uid+" .l"+i+" { }"),e.push("."+uid+" .r"+i+" { }");$style[0].styleSheet?$style[0].styleSheet.cssText=e.join(" "):$style[0].appendChild(document.createTextNode(e.join(" ")))}function getColumnCssRules(t){if(!stylesheet){for(var e=document.styleSheets,i=0;i<e.length;i++)if((e[i].ownerNode||e[i].owningElement)==$style[0]){stylesheet=e[i];break}if(!stylesheet)throw new Error("Cannot find stylesheet.");columnCssRulesL=[],columnCssRulesR=[];for(var n,r,s=stylesheet.cssRules||stylesheet.rules,i=0;i<s.length;i++){var o=s[i].selectorText;(n=/\.l\d+/.exec(o))?(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesL[r]=s[i]):(n=/\.r\d+/.exec(o))&&(r=parseInt(n[0].substr(2,n[0].length-2),10),columnCssRulesR[r]=s[i])}}return{left:columnCssRulesL[t],right:columnCssRulesR[t]}}function removeCssRules(){$style.remove(),stylesheet=null}function destroy(){getEditorLock().cancelCurrentEdit(),trigger(self.onBeforeDestroy,{});for(var t=plugins.length;t--;)unregisterPlugin(plugins[t]);options.enableColumnReorder&&$headers.filter(":ui-sortable").sortable("destroy"),unbindAncestorScrollEvents(),$container.unbind(".bk-slickgrid"),removeCssRules(),$canvas.unbind("draginit dragstart dragend drag"),$container.empty().removeClass(uid)}function trigger(t,e,i){return i=i||new Slick.EventData,e=e||{},e.grid=self,t.notify(e,i,self)}function getEditorLock(){return options.editorLock}function getEditController(){return editController}function getColumnIndex(t){return columnsById[t]}function autosizeColumns(){var t,e,i,n=[],r=0,s=0,o=viewportHasVScroll?viewportW-scrollbarDimensions.width:viewportW;for(t=0;t<columns.length;t++)e=columns[t],n.push(e.width),s+=e.width,e.resizable&&(r+=e.width-Math.max(e.minWidth,absoluteColumnMinWidth));for(i=s;s>o&&r;){var a=(s-o)/r;for(t=0;t<columns.length&&s>o;t++){e=columns[t];var l=n[t];if(!(!e.resizable||l<=e.minWidth||absoluteColumnMinWidth>=l)){var u=Math.max(e.minWidth,absoluteColumnMinWidth),h=Math.floor(a*(l-u))||1;h=Math.min(h,l-u),s-=h,r-=h,n[t]-=h}}if(s>=i)break;i=s}for(i=s;o>s;){var c=o/s;for(t=0;t<columns.length&&o>s;t++){e=columns[t];var p,d=n[t];p=!e.resizable||e.maxWidth<=d?0:Math.min(Math.floor(c*d)-d,e.maxWidth-d||1e6)||1,s+=p,n[t]+=p}if(i>=s)break;i=s}var f=!1;for(t=0;t<columns.length;t++)columns[t].rerenderOnResize&&columns[t].width!=n[t]&&(f=!0),columns[t].width=n[t];applyColumnHeaderWidths(),updateCanvasWidth(!0),f&&(invalidateAllRows(),render())}function applyColumnHeaderWidths(){if(initialized){for(var t,e=0,i=$headers.children(),n=i.length;n>e;e++)t=$(i[e]),t.width()!==columns[e].width-headerColumnWidthDiff&&t.width(columns[e].width-headerColumnWidthDiff);updateColumnCaches()}}function applyColumnWidths(){for(var t,e,i=0,n=0;n<columns.length;n++)t=columns[n].width,e=getColumnCssRules(n),e.left.style.left=i+"px",e.right.style.right=canvasWidth-i-t+"px",i+=columns[n].width}function setSortColumn(t,e){setSortColumns([{columnId:t,sortAsc:e}])}function setSortColumns(t){sortColumns=t;var e=$headers.children();e.removeClass("bk-slick-header-column-sorted").find(".bk-slick-sort-indicator").removeClass("bk-slick-sort-indicator-asc bk-slick-sort-indicator-desc"),$.each(sortColumns,function(t,i){null==i.sortAsc&&(i.sortAsc=!0);var n=getColumnIndex(i.columnId);null!=n&&e.eq(n).addClass("bk-slick-header-column-sorted").find(".bk-slick-sort-indicator").addClass(i.sortAsc?"bk-slick-sort-indicator-asc":"bk-slick-sort-indicator-desc")})}function getSortColumns(){return sortColumns}function handleSelectedRangesChanged(t,e){selectedRows=[];for(var i={},n=0;n<e.length;n++)for(var r=e[n].fromRow;r<=e[n].toRow;r++){i[r]||(selectedRows.push(r),i[r]={});for(var s=e[n].fromCell;s<=e[n].toCell;s++)canCellBeSelected(r,s)&&(i[r][columns[s].id]=options.selectedCellCssClass)}setCellCssStyles(options.selectedCellCssClass,i),trigger(self.onSelectedRowsChanged,{rows:getSelectedRows()},t)}function getColumns(){return columns}function updateColumnCaches(){columnPosLeft=[],columnPosRight=[];for(var t=0,e=0,i=columns.length;i>e;e++)columnPosLeft[e]=t,columnPosRight[e]=t+columns[e].width,t+=columns[e].width}function setColumns(t){columns=t,columnsById={};for(var e=0;e<columns.length;e++){var i=columns[e]=$.extend({},columnDefaults,columns[e]);columnsById[i.id]=e,i.minWidth&&i.width<i.minWidth&&(i.width=i.minWidth),i.maxWidth&&i.width>i.maxWidth&&(i.width=i.maxWidth)}updateColumnCaches(),initialized&&(invalidateAllRows(),createColumnHeaders(),removeCssRules(),createCssRules(),resizeCanvas(),applyColumnWidths(),handleScroll())}function getOptions(){return options}function setOptions(t){getEditorLock().commitCurrentEdit()&&(makeActiveCellNormal(),options.enableAddRow!==t.enableAddRow&&invalidateRow(getDataLength()),options=$.extend(options,t),validateAndEnforceOptions(),$viewport.css("overflow-y",options.autoHeight?"hidden":"auto"),render())}function validateAndEnforceOptions(){options.autoHeight&&(options.leaveSpaceForNewRows=!1)}function setData(t,e){data=t,invalidateAllRows(),updateRowCount(),e&&scrollTo(0)}function getData(){return data}function getDataLength(){return data.getLength?data.getLength():data.length}function getDataLengthIncludingAddNew(){return getDataLength()+(options.enableAddRow?1:0)}function getDataItem(t){return data.getItem?data.getItem(t):data[t]}function getTopPanel(){return $topPanel[0]}function setTopPanelVisibility(t){options.showTopPanel!=t&&(options.showTopPanel=t,t?$topPanelScroller.slideDown("fast",resizeCanvas):$topPanelScroller.slideUp("fast",resizeCanvas))}function setHeaderRowVisibility(t){options.showHeaderRow!=t&&(options.showHeaderRow=t,t?$headerRowScroller.slideDown("fast",resizeCanvas):$headerRowScroller.slideUp("fast",resizeCanvas))}function getContainerNode(){return $container.get(0)}function getRowTop(t){return options.rowHeight*t-offset}function getRowFromPosition(t){return Math.floor((t+offset)/options.rowHeight)}function scrollTo(t){t=Math.max(t,0),t=Math.min(t,th-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0));var e=offset;page=Math.min(n-1,Math.floor(t/ph)),offset=Math.round(page*cj);var i=t-offset;if(offset!=e){var r=getVisibleRange(i);cleanupRows(r),updateRowPositions()}prevScrollTop!=i&&(vScrollDir=i+offset>prevScrollTop+e?1:-1,$viewport[0].scrollTop=lastRenderedScrollTop=scrollTop=prevScrollTop=i,trigger(self.onViewportChanged,{}))}function defaultFormatter(t,e,i,n,r){return null==i?"":(i+"").replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;")}function getFormatter(t,e){function i(t,e,i,n,r){return o.format(t,e,i,n,r)}var n=data.getItemMetadata&&data.getItemMetadata(t),r=n&&n.columns&&(n.columns[e.id]||n.columns[getColumnIndex(e.id)]),s=r&&r.formatter||n&&n.formatter||e.formatter||options.formatterFactory&&options.formatterFactory.getFormatter(e)||options.defaultFormatter;if(void 0!==s.format){var o=s;s=i}return s}function getEditor(t,e){var i,n=columns[e],r=data.getItemMetadata&&data.getItemMetadata(t),s=r&&r.columns;return i=s&&s[n.id]&&void 0!==s[n.id].editor?s[n.id].editor:s&&s[e]&&void 0!==s[e].editor?s[e].editor:n.editor||options.editorFactory&&options.editorFactory.getEditor(n),void 0!==i.default_view&&(i=i.default_view),i}function getDataItemValueForColumn(t,e){return options.dataItemColumnValueExtractor?options.dataItemColumnValueExtractor(t,e):t[e.field]}function appendRowHtml(t,e,i,n){var r=getDataItem(e),s=n>e&&!r,o="bk-slick-row"+(s?" loading":"")+(e===activeRow?" active":"")+(e%2==1?" odd":" even");r||(o+=" "+options.addNewRowCssClass);var a=data.getItemMetadata&&data.getItemMetadata(e);a&&a.cssClasses&&(o+=" "+a.cssClasses),t.push("<div class='bk-ui-widget-content "+o+"' style='top:"+getRowTop(e)+"px'>");for(var l,u,h=0,c=columns.length;c>h;h++){if(u=columns[h],l=1,a&&a.columns){var p=a.columns[u.id]||a.columns[h];l=p&&p.colspan||1,"*"===l&&(l=c-h)}if(columnPosRight[Math.min(c-1,h+l-1)]>i.leftPx){if(columnPosLeft[h]>i.rightPx)break;appendCellHtml(t,e,h,l,r)}l>1&&(h+=l-1)}t.push("</div>")}function appendCellHtml(t,e,i,n,r){var s=columns[i],o="bk-slick-cell l"+i+" r"+Math.min(columns.length-1,i+n-1)+(s.cssClass?" "+s.cssClass:"");e===activeRow&&i===activeCell&&(o+=" active");for(var a in cellCssClasses)cellCssClasses[a][e]&&cellCssClasses[a][e][s.id]&&(o+=" "+cellCssClasses[a][e][s.id]);if(t.push("<div class='"+o+"'>"),r){var l=getDataItemValueForColumn(r,s);t.push(getFormatter(e,s)(e,i,l,s,r))}t.push("</div>"),rowsCache[e].cellRenderQueue.push(i),rowsCache[e].cellColSpans[i]=n}function cleanupRows(t){for(var e in rowsCache)(e=parseInt(e,10))!==activeRow&&(e<t.top||e>t.bottom)&&removeRowFromCache(e)}function invalidate(){updateRowCount(),invalidateAllRows(),render()}function invalidateAllRows(){currentEditor&&makeActiveCellNormal();for(var t in rowsCache)removeRowFromCache(t)}function removeRowFromCache(t){var e=rowsCache[t];e&&(rowNodeFromLastMouseWheelEvent==e.rowNode?(e.rowNode.style.display="none",zombieRowNodeFromLastMouseWheelEvent=rowNodeFromLastMouseWheelEvent):$canvas[0].removeChild(e.rowNode),delete rowsCache[t],delete postProcessedRows[t],renderedRows--,counter_rows_removed++)}function invalidateRows(t){var e,i;if(t&&t.length)for(vScrollDir=0,e=0,i=t.length;i>e;e++)currentEditor&&activeRow===t[e]&&makeActiveCellNormal(),rowsCache[t[e]]&&removeRowFromCache(t[e])}function invalidateRow(t){invalidateRows([t])}function updateCell(t,e){var i=getCellNode(t,e);if(i){var n=columns[e],r=getDataItem(t);currentEditor&&activeRow===t&&activeCell===e?currentEditor.loadValue(r):(i.innerHTML=r?getFormatter(t,n)(t,e,getDataItemValueForColumn(r,n),n,r):"",invalidatePostProcessingResults(t))}}function updateRow(t){var e=rowsCache[t];if(e){ensureCellNodesInRowsCache(t);var i=getDataItem(t);for(var n in e.cellNodesByColumnIdx)if(e.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n],s=e.cellNodesByColumnIdx[n];t===activeRow&&n===activeCell&&currentEditor?currentEditor.loadValue(i):i?s.innerHTML=getFormatter(t,r)(t,n,getDataItemValueForColumn(i,r),r,i):s.innerHTML=""}invalidatePostProcessingResults(t)}}function getViewportHeight(){return parseFloat($.css($container[0],"height",!0))-parseFloat($.css($container[0],"paddingTop",!0))-parseFloat($.css($container[0],"paddingBottom",!0))-parseFloat($.css($headerScroller[0],"height"))-getVBoxDelta($headerScroller)-(options.showTopPanel?options.topPanelHeight+getVBoxDelta($topPanelScroller):0)-(options.showHeaderRow?options.headerRowHeight+getVBoxDelta($headerRowScroller):0)}function resizeCanvas(){initialized&&(viewportH=options.autoHeight?options.rowHeight*getDataLengthIncludingAddNew():getViewportHeight(),numVisibleRows=Math.ceil(viewportH/options.rowHeight),viewportW=parseFloat($.css($container[0],"width",!0)),options.autoHeight||$viewport.height(viewportH),options.forceFitColumns&&autosizeColumns(),updateRowCount(),handleScroll(),lastRenderedScrollLeft=-1,render())}function updateRowCount(){if(initialized){var t=getDataLengthIncludingAddNew(),e=t+(options.leaveSpaceForNewRows?numVisibleRows-1:0),i=viewportHasVScroll;viewportHasVScroll=!options.autoHeight&&e*options.rowHeight>viewportH,makeActiveCellNormal();var r=t-1;for(var s in rowsCache)s>=r&&removeRowFromCache(s);activeCellNode&&activeRow>r&&resetActiveCell();var o=h;th=Math.max(options.rowHeight*e,viewportH-scrollbarDimensions.height),maxSupportedCssHeight>th?(h=ph=th,n=1,cj=0):(h=maxSupportedCssHeight,ph=h/100,n=Math.floor(th/ph),cj=(th-h)/(n-1)),h!==o&&($canvas.css("height",h),scrollTop=$viewport[0].scrollTop);var a=th-viewportH>=scrollTop+offset;0==th||0==scrollTop?page=offset=0:scrollTo(a?scrollTop+offset:th-viewportH),h!=o&&options.autoHeight&&resizeCanvas(),options.forceFitColumns&&i!=viewportHasVScroll&&autosizeColumns(),updateCanvasWidth(!1)}}function getVisibleRange(t,e){return null==t&&(t=scrollTop),null==e&&(e=scrollLeft),{top:getRowFromPosition(t),bottom:getRowFromPosition(t+viewportH)+1,leftPx:e,rightPx:e+viewportW}}function getRenderedRange(t,e){var i=getVisibleRange(t,e),n=Math.round(viewportH/options.rowHeight),r=3;return-1==vScrollDir?(i.top-=n,i.bottom+=r):1==vScrollDir?(i.top-=r,i.bottom+=n):(i.top-=r,i.bottom+=r),i.top=Math.max(0,i.top),i.bottom=Math.min(getDataLengthIncludingAddNew()-1,i.bottom),i.leftPx-=viewportW,i.rightPx+=viewportW,i.leftPx=Math.max(0,i.leftPx),i.rightPx=Math.min(canvasWidth,i.rightPx),i}function ensureCellNodesInRowsCache(t){var e=rowsCache[t];if(e&&e.cellRenderQueue.length)for(var i=e.rowNode.lastChild;e.cellRenderQueue.length;){var n=e.cellRenderQueue.pop();e.cellNodesByColumnIdx[n]=i,i=i.previousSibling}}function cleanUpCells(t,e){var i=0,n=rowsCache[e],r=[];for(var s in n.cellNodesByColumnIdx)if(n.cellNodesByColumnIdx.hasOwnProperty(s)){s=0|s;var o=n.cellColSpans[s];(columnPosLeft[s]>t.rightPx||columnPosRight[Math.min(columns.length-1,s+o-1)]<t.leftPx)&&(e!=activeRow||s!=activeCell)&&r.push(s)}for(var a;null!=(a=r.pop());)n.rowNode.removeChild(n.cellNodesByColumnIdx[a]),delete n.cellColSpans[a],delete n.cellNodesByColumnIdx[a],postProcessedRows[e]&&delete postProcessedRows[e][a],i++}function cleanUpAndRenderCells(t){for(var e,i,n,r=[],s=[],o=0,a=t.top,l=t.bottom;l>=a;a++)if(e=rowsCache[a]){ensureCellNodesInRowsCache(a),cleanUpCells(t,a),i=0;var u=data.getItemMetadata&&data.getItemMetadata(a);u=u&&u.columns;for(var h=getDataItem(a),c=0,p=columns.length;p>c&&!(columnPosLeft[c]>t.rightPx);c++)if(null==(n=e.cellColSpans[c])){if(n=1,u){var d=u[columns[c].id]||u[c];n=d&&d.colspan||1,"*"===n&&(n=p-c)}columnPosRight[Math.min(p-1,c+n-1)]>t.leftPx&&(appendCellHtml(r,a,c,n,h),i++),c+=n>1?n-1:0}else c+=n>1?n-1:0;i&&(o+=i,s.push(a))}if(r.length){var f=document.createElement("div");f.innerHTML=r.join("");for(var g,m;null!=(g=s.pop());){e=rowsCache[g];for(var _;null!=(_=e.cellRenderQueue.pop());)m=f.lastChild,e.rowNode.appendChild(m),e.cellNodesByColumnIdx[_]=m}}}function renderRows(t){for(var e=$canvas[0],i=[],n=[],r=!1,s=getDataLength(),o=t.top,a=t.bottom;a>=o;o++)rowsCache[o]||(renderedRows++,n.push(o),rowsCache[o]={rowNode:null,cellColSpans:[],cellNodesByColumnIdx:[],cellRenderQueue:[]},appendRowHtml(i,o,t,s),activeCellNode&&activeRow===o&&(r=!0),counter_rows_rendered++);if(n.length){var l=document.createElement("div");l.innerHTML=i.join("");for(var o=0,a=n.length;a>o;o++)rowsCache[n[o]].rowNode=e.appendChild(l.firstChild);
+        r&&(activeCellNode=getCellNode(activeRow,activeCell))}}function startPostProcessing(){options.enableAsyncPostRender&&(clearTimeout(h_postrender),h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}function invalidatePostProcessingResults(t){delete postProcessedRows[t],postProcessFromRow=Math.min(postProcessFromRow,t),postProcessToRow=Math.max(postProcessToRow,t),startPostProcessing()}function updateRowPositions(){for(var t in rowsCache)rowsCache[t].rowNode.style.top=getRowTop(t)+"px"}function render(){if(initialized){var t=getVisibleRange(),e=getRenderedRange();cleanupRows(e),lastRenderedScrollLeft!=scrollLeft&&cleanUpAndRenderCells(e),renderRows(e),postProcessFromRow=t.top,postProcessToRow=Math.min(getDataLengthIncludingAddNew()-1,t.bottom),startPostProcessing(),lastRenderedScrollTop=scrollTop,lastRenderedScrollLeft=scrollLeft,h_render=null}}function handleHeaderRowScroll(){var t=$headerRowScroller[0].scrollLeft;t!=$viewport[0].scrollLeft&&($viewport[0].scrollLeft=t)}function handleScroll(){scrollTop=$viewport[0].scrollTop,scrollLeft=$viewport[0].scrollLeft;var t=Math.abs(scrollTop-prevScrollTop),e=Math.abs(scrollLeft-prevScrollLeft);if(e&&(prevScrollLeft=scrollLeft,$headerScroller[0].scrollLeft=scrollLeft,$topPanelScroller[0].scrollLeft=scrollLeft,$headerRowScroller[0].scrollLeft=scrollLeft),t)if(vScrollDir=scrollTop>prevScrollTop?1:-1,prevScrollTop=scrollTop,viewportH>t)scrollTo(scrollTop+offset);else{var i=offset;page=h==viewportH?0:Math.min(n-1,Math.floor(scrollTop*((th-viewportH)/(h-viewportH))*(1/ph))),offset=Math.round(page*cj),i!=offset&&invalidateAllRows()}(e||t)&&(h_render&&clearTimeout(h_render),(Math.abs(lastRenderedScrollTop-scrollTop)>20||Math.abs(lastRenderedScrollLeft-scrollLeft)>20)&&(options.forceSyncScrolling||Math.abs(lastRenderedScrollTop-scrollTop)<viewportH&&Math.abs(lastRenderedScrollLeft-scrollLeft)<viewportW?render():h_render=setTimeout(render,50),trigger(self.onViewportChanged,{}))),trigger(self.onScroll,{scrollLeft:scrollLeft,scrollTop:scrollTop})}function asyncPostProcessRows(){for(var t=getDataLength();postProcessToRow>=postProcessFromRow;){var e=vScrollDir>=0?postProcessFromRow++:postProcessToRow--,i=rowsCache[e];if(i&&!(e>=t)){postProcessedRows[e]||(postProcessedRows[e]={}),ensureCellNodesInRowsCache(e);for(var n in i.cellNodesByColumnIdx)if(i.cellNodesByColumnIdx.hasOwnProperty(n)){n=0|n;var r=columns[n];if(r.asyncPostRender&&!postProcessedRows[e][n]){var s=i.cellNodesByColumnIdx[n];s&&r.asyncPostRender(s,e,getDataItem(e),r),postProcessedRows[e][n]=!0}}return void(h_postrender=setTimeout(asyncPostProcessRows,options.asyncPostRenderDelay))}}}function updateCellCssStylesOnRenderedRows(t,e){var i,n,r,s;for(var o in rowsCache){if(s=e&&e[o],r=t&&t[o],s)for(n in s)r&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).removeClass(s[n]));if(r)for(n in r)s&&s[n]==r[n]||(i=getCellNode(o,getColumnIndex(n)),i&&$(i).addClass(r[n]))}}function addCellCssStyles(t,e){if(cellCssClasses[t])throw"addCellCssStyles: cell CSS hash with key '"+t+"' already exists.";cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,null),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function removeCellCssStyles(t){cellCssClasses[t]&&(updateCellCssStylesOnRenderedRows(null,cellCssClasses[t]),delete cellCssClasses[t],trigger(self.onCellCssStylesChanged,{key:t,hash:null}))}function setCellCssStyles(t,e){var i=cellCssClasses[t];cellCssClasses[t]=e,updateCellCssStylesOnRenderedRows(e,i),trigger(self.onCellCssStylesChanged,{key:t,hash:e})}function getCellCssStyles(t){return cellCssClasses[t]}function flashCell(t,e,i){function n(t){t&&setTimeout(function(){r.queue(function(){r.toggleClass(options.cellFlashingCssClass).dequeue(),n(t-1)})},i)}if(i=i||100,rowsCache[t]){var r=$(getCellNode(t,e));n(4)}}function handleMouseWheel(t){var e=$(t.target).closest(".bk-slick-row")[0];e!=rowNodeFromLastMouseWheelEvent&&(zombieRowNodeFromLastMouseWheelEvent&&zombieRowNodeFromLastMouseWheelEvent!=e&&($canvas[0].removeChild(zombieRowNodeFromLastMouseWheelEvent),zombieRowNodeFromLastMouseWheelEvent=null),rowNodeFromLastMouseWheelEvent=e)}function handleDragInit(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragInit,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDragStart(t,e){var i=getCellFromEvent(t);if(!i||!cellExists(i.row,i.cell))return!1;var n=trigger(self.onDragStart,e,t);return t.isImmediatePropagationStopped()?n:!1}function handleDrag(t,e){return trigger(self.onDrag,e,t)}function handleDragEnd(t,e){trigger(self.onDragEnd,e,t)}function handleKeyDown(t){trigger(self.onKeyDown,{row:activeRow,cell:activeCell},t);var e=t.isImmediatePropagationStopped();if(!e)if(t.shiftKey||t.altKey||t.ctrlKey)9!=t.which||!t.shiftKey||t.ctrlKey||t.altKey||(e=navigatePrev());else if(27==t.which){if(!getEditorLock().isActive())return;cancelEditAndSetFocus()}else 34==t.which?(navigatePageDown(),e=!0):33==t.which?(navigatePageUp(),e=!0):37==t.which?e=navigateLeft():39==t.which?e=navigateRight():38==t.which?e=navigateUp():40==t.which?e=navigateDown():9==t.which?e=navigateNext():13==t.which&&(options.editable&&(currentEditor?activeRow===getDataLength()?navigateDown():commitEditAndSetFocus():getEditorLock().commitCurrentEdit()&&makeActiveCellEditable()),e=!0);if(e){t.stopPropagation(),t.preventDefault();try{t.originalEvent.keyCode=0}catch(i){}}}function handleClick(t){currentEditor||(t.target!=document.activeElement||$(t.target).hasClass("bk-slick-cell"))&&setFocus();var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||activeCell==e.cell&&activeRow==e.row||!canCellBeActive(e.row,e.cell)||(!getEditorLock().isActive()||getEditorLock().commitCurrentEdit())&&(scrollRowIntoView(e.row,!1),setActiveCellInternal(getCellNode(e.row,e.cell))))}function handleContextMenu(t){var e=$(t.target).closest(".bk-slick-cell",$canvas);0!==e.length&&(activeCellNode!==e[0]||null===currentEditor)&&trigger(self.onContextMenu,{},t)}function handleDblClick(t){var e=getCellFromEvent(t);!e||null!==currentEditor&&activeRow==e.row&&activeCell==e.cell||(trigger(self.onDblClick,{row:e.row,cell:e.cell},t),t.isImmediatePropagationStopped()||options.editable&&gotoCell(e.row,e.cell,!0))}function handleHeaderMouseEnter(t){trigger(self.onHeaderMouseEnter,{column:$(this).data("column")},t)}function handleHeaderMouseLeave(t){trigger(self.onHeaderMouseLeave,{column:$(this).data("column")},t)}function handleHeaderContextMenu(t){var e=$(t.target).closest(".bk-slick-header-column",".bk-slick-header-columns"),i=e&&e.data("column");trigger(self.onHeaderContextMenu,{column:i},t)}function handleHeaderClick(t){var e=$(t.target).closest(".bk-slick-header-column",".bk-slick-header-columns"),i=e&&e.data("column");i&&trigger(self.onHeaderClick,{column:i},t)}function handleMouseEnter(t){trigger(self.onMouseEnter,{},t)}function handleMouseLeave(t){trigger(self.onMouseLeave,{},t)}function cellExists(t,e){return!(0>t||t>=getDataLength()||0>e||e>=columns.length)}function getCellFromPoint(t,e){for(var i=getRowFromPosition(e),n=0,r=0,s=0;s<columns.length&&t>r;s++)r+=columns[s].width,n++;return 0>n&&(n=0),{row:i,cell:n-1}}function getCellFromNode(t){var e=/l\d+/.exec(t.className);if(!e)throw"getCellFromNode: cannot get cell - "+t.className;return parseInt(e[0].substr(1,e[0].length-1),10)}function getRowFromNode(t){for(var e in rowsCache)if(rowsCache[e].rowNode===t)return 0|e;return null}function getCellFromEvent(t){var e=$(t.target).closest(".bk-slick-cell",$canvas);if(!e.length)return null;var i=getRowFromNode(e[0].parentNode),n=getCellFromNode(e[0]);return null==i||null==n?null:{row:i,cell:n}}function getCellNodeBox(t,e){if(!cellExists(t,e))return null;for(var i=getRowTop(t),n=i+options.rowHeight-1,r=0,s=0;e>s;s++)r+=columns[s].width;var o=r+columns[e].width;return{top:i,left:r,bottom:n,right:o}}function resetActiveCell(){setActiveCellInternal(null,!1)}function setFocus(){-1==tabbingDirection?$focusSink[0].focus():$focusSink2[0].focus()}function scrollCellIntoView(t,e,i){scrollRowIntoView(t,i);var n=getColspan(t,e),r=columnPosLeft[e],s=columnPosRight[e+(n>1?n-1:0)],o=scrollLeft+viewportW;scrollLeft>r?($viewport.scrollLeft(r),handleScroll(),render()):s>o&&($viewport.scrollLeft(Math.min(r,s-$viewport[0].clientWidth)),handleScroll(),render())}function setActiveCellInternal(t,e){null!==activeCellNode&&(makeActiveCellNormal(),$(activeCellNode).removeClass("active"),rowsCache[activeRow]&&$(rowsCache[activeRow].rowNode).removeClass("active"));var i=activeCellNode!==t;activeCellNode=t,null!=activeCellNode?(activeRow=getRowFromNode(activeCellNode.parentNode),activeCell=activePosX=getCellFromNode(activeCellNode),null==e&&(e=activeRow==getDataLength()||options.autoEdit),$(activeCellNode).addClass("active"),$(rowsCache[activeRow].rowNode).addClass("active"),options.editable&&e&&isCellPotentiallyEditable(activeRow,activeCell)&&(clearTimeout(h_editorLoader),options.asyncEditorLoading?h_editorLoader=setTimeout(function(){makeActiveCellEditable()},options.asyncEditorLoadDelay):makeActiveCellEditable())):activeRow=activeCell=null,i&&trigger(self.onActiveCellChanged,getActiveCell())}function clearTextSelection(){if(document.selection&&document.selection.empty)try{document.selection.empty()}catch(t){}else if(window.getSelection){var e=window.getSelection();e&&e.removeAllRanges&&e.removeAllRanges()}}function isCellPotentiallyEditable(t,e){var i=getDataLength();return i>t&&!getDataItem(t)?!1:columns[e].cannotTriggerInsert&&t>=i?!1:getEditor(t,e)?!0:!1}function makeActiveCellNormal(){if(currentEditor){if(trigger(self.onBeforeCellEditorDestroy,{editor:currentEditor}),currentEditor.destroy(),currentEditor=null,activeCellNode){var t=getDataItem(activeRow);if($(activeCellNode).removeClass("editable invalid"),t){var e=columns[activeCell],i=getFormatter(activeRow,e);activeCellNode.innerHTML=i(activeRow,activeCell,getDataItemValueForColumn(t,e),e,t),invalidatePostProcessingResults(activeRow)}}navigator.userAgent.toLowerCase().match(/msie/)&&clearTextSelection(),getEditorLock().deactivate(editController)}}function makeActiveCellEditable(t){if(activeCellNode){if(!options.editable)throw"Grid : makeActiveCellEditable : should never get called when options.editable is false";if(clearTimeout(h_editorLoader),isCellPotentiallyEditable(activeRow,activeCell)){var e=columns[activeCell],i=getDataItem(activeRow);if(trigger(self.onBeforeEditCell,{row:activeRow,cell:activeCell,item:i,column:e})===!1)return void setFocus();getEditorLock().activate(editController),$(activeCellNode).addClass("editable"),t||(activeCellNode.innerHTML=""),currentEditor=new(t||getEditor(activeRow,activeCell))({grid:self,gridPosition:absBox($container[0]),position:absBox(activeCellNode),container:activeCellNode,column:e,item:i||{},commitChanges:commitEditAndSetFocus,cancelChanges:cancelEditAndSetFocus}),i&&currentEditor.loadValue(i),serializedEditorValue=currentEditor.serializeValue(),currentEditor.position&&handleActiveCellPositionChange()}}}function commitEditAndSetFocus(){getEditorLock().commitCurrentEdit()&&(setFocus(),options.autoEdit&&navigateDown())}function cancelEditAndSetFocus(){getEditorLock().cancelCurrentEdit()&&setFocus()}function absBox(t){var e={top:t.offsetTop,left:t.offsetLeft,bottom:0,right:0,width:$(t).outerWidth(),height:$(t).outerHeight(),visible:!0};e.bottom=e.top+e.height,e.right=e.left+e.width;for(var i=t.offsetParent;(t=t.parentNode)!=document.body;)e.visible&&t.scrollHeight!=t.offsetHeight&&"visible"!=$(t).css("overflowY")&&(e.visible=e.bottom>t.scrollTop&&e.top<t.scrollTop+t.clientHeight),e.visible&&t.scrollWidth!=t.offsetWidth&&"visible"!=$(t).css("overflowX")&&(e.visible=e.right>t.scrollLeft&&e.left<t.scrollLeft+t.clientWidth),e.left-=t.scrollLeft,e.top-=t.scrollTop,t===i&&(e.left+=t.offsetLeft,e.top+=t.offsetTop,i=t.offsetParent),e.bottom=e.top+e.height,e.right=e.left+e.width;return e}function getActiveCellPosition(){return absBox(activeCellNode)}function getGridPosition(){return absBox($container[0])}function handleActiveCellPositionChange(){if(activeCellNode&&(trigger(self.onActiveCellPositionChanged,{}),currentEditor)){var t=getActiveCellPosition();currentEditor.show&&currentEditor.hide&&(t.visible?currentEditor.show():currentEditor.hide()),currentEditor.position&&currentEditor.position(t)}}function getCellEditor(){return currentEditor}function getActiveCell(){return activeCellNode?{row:activeRow,cell:activeCell}:null}function getActiveCellNode(){return activeCellNode}function scrollRowIntoView(t,e){var i=t*options.rowHeight,n=(t+1)*options.rowHeight-viewportH+(viewportHasHScroll?scrollbarDimensions.height:0);(t+1)*options.rowHeight>scrollTop+viewportH+offset?(scrollTo(e?i:n),render()):t*options.rowHeight<scrollTop+offset&&(scrollTo(e?n:i),render())}function scrollRowToTop(t){scrollTo(t*options.rowHeight),render()}function scrollPage(t){var e=t*numVisibleRows;if(scrollTo((getRowFromPosition(scrollTop)+e)*options.rowHeight),render(),options.enableCellNavigation&&null!=activeRow){var i=activeRow+e,n=getDataLengthIncludingAddNew();i>=n&&(i=n-1),0>i&&(i=0);for(var r=0,s=null,o=activePosX;activePosX>=r;)canCellBeActive(i,r)&&(s=r),r+=getColspan(i,r);null!==s?(setActiveCellInternal(getCellNode(i,s)),activePosX=o):resetActiveCell()}}function navigatePageDown(){scrollPage(1)}function navigatePageUp(){scrollPage(-1)}function getColspan(t,e){var i=data.getItemMetadata&&data.getItemMetadata(t);if(!i||!i.columns)return 1;var n=i.columns[columns[e].id]||i.columns[e],r=n&&n.colspan;return r="*"===r?columns.length-e:r||1}function findFirstFocusableCell(t){for(var e=0;e<columns.length;){if(canCellBeActive(t,e))return e;e+=getColspan(t,e)}return null}function findLastFocusableCell(t){for(var e=0,i=null;e<columns.length;)canCellBeActive(t,e)&&(i=e),e+=getColspan(t,e);return i}function gotoRight(t,e,i){if(e>=columns.length)return null;do e+=getColspan(t,e);while(e<columns.length&&!canCellBeActive(t,e));return e<columns.length?{row:t,cell:e,posX:e}:null}function gotoLeft(t,e,i){if(0>=e)return null;var n=findFirstFocusableCell(t);if(null===n||n>=e)return null;for(var r,s={row:t,cell:n,posX:n};;){if(r=gotoRight(s.row,s.cell,s.posX),!r)return null;if(r.cell>=e)return s;s=r}}function gotoDown(t,e,i){for(var n,r=getDataLengthIncludingAddNew();;){if(++t>=r)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoUp(t,e,i){for(var n;;){if(--t<0)return null;for(n=e=0;i>=e;)n=e,e+=getColspan(t,e);if(canCellBeActive(t,n))return{row:t,cell:n,posX:i}}}function gotoNext(t,e,i){if(null==t&&null==e&&(t=e=i=0,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};var n=gotoRight(t,e,i);if(n)return n;for(var r=null,s=getDataLengthIncludingAddNew();++t<s;)if(r=findFirstFocusableCell(t),null!==r)return{row:t,cell:r,posX:r};return null}function gotoPrev(t,e,i){if(null==t&&null==e&&(t=getDataLengthIncludingAddNew()-1,e=i=columns.length-1,canCellBeActive(t,e)))return{row:t,cell:e,posX:e};for(var n,r;!n&&!(n=gotoLeft(t,e,i));){if(--t<0)return null;e=0,r=findLastFocusableCell(t),null!==r&&(n={row:t,cell:r,posX:r})}return n}function navigateRight(){return navigate("right")}function navigateLeft(){return navigate("left")}function navigateDown(){return navigate("down")}function navigateUp(){return navigate("up")}function navigateNext(){return navigate("next")}function navigatePrev(){return navigate("prev")}function navigate(t){if(!options.enableCellNavigation)return!1;if(!activeCellNode&&"prev"!=t&&"next"!=t)return!1;if(!getEditorLock().commitCurrentEdit())return!0;setFocus();var e={up:-1,down:1,left:-1,right:1,prev:-1,next:1};tabbingDirection=e[t];var i={up:gotoUp,down:gotoDown,left:gotoLeft,right:gotoRight,prev:gotoPrev,next:gotoNext},n=i[t],r=n(activeRow,activeCell,activePosX);if(r){var s=r.row==getDataLength();return scrollCellIntoView(r.row,r.cell,!s),setActiveCellInternal(getCellNode(r.row,r.cell)),activePosX=r.posX,!0}return setActiveCellInternal(getCellNode(activeRow,activeCell)),!1}function getCellNode(t,e){return 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') 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+         *
+         * http://api.jqueryui.com/button/#theming
+         */.bk-ui-button{display:inline-block;position:relative;padding:0;line-height:normal;margin-right:.1em;cursor:pointer;vertical-align:middle;text-align:center;overflow:visible}.bk-ui-button,.bk-ui-button:link,.bk-ui-button:visited,.bk-ui-button:hover,.bk-ui-button:active{text-decoration:none}.bk-ui-button-icon-only{width:2.2em}button.bk-ui-button-icon-only{width:2.4em}.bk-ui-button-icons-only{width:3.4em}button.bk-ui-button-icons-only{width:3.7em}.bk-ui-button .bk-ui-button-text{display:block;line-height:normal}.bk-ui-button-text-only .bk-ui-button-text{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-button-text,.bk-ui-button-icons-only .bk-ui-button-text{padding:.4em;text-indent:-9999999px}.bk-ui-button-text-icon-primary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 1em .4em 2.1em}.bk-ui-button-text-icon-secondary .bk-ui-button-text,.bk-ui-button-text-icons .bk-ui-button-text{padding:.4em 2.1em .4em 1em}.bk-ui-button-text-icons .bk-ui-button-text{padding-left:2.1em;padding-right:2.1em}input.bk-ui-button{padding:.4em 1em}.bk-ui-button-icon-only .bk-ui-icon,.bk-ui-button-text-icon-primary .bk-ui-icon,.bk-ui-button-text-icon-secondary .bk-ui-icon,.bk-ui-button-text-icons .bk-ui-icon,.bk-ui-button-icons-only .bk-ui-icon{position:absolute;top:50%;margin-top:-8px}.bk-ui-button-icon-only .bk-ui-icon{left:50%;margin-left:-8px}.bk-ui-button-text-icon-primary .bk-ui-button-icon-primary,.bk-ui-button-text-icons .bk-ui-button-icon-primary,.bk-ui-button-icons-only .bk-ui-button-icon-primary{left:.5em}.bk-ui-button-text-icon-secondary .bk-ui-button-icon-secondary,.bk-ui-button-text-icons .bk-ui-button-icon-secondary,.bk-ui-button-icons-only .bk-ui-button-icon-secondary{right:.5em}.bk-ui-buttonset{margin-right:7px}.bk-ui-buttonset .bk-ui-button{margin-left:0;margin-right:-.3em}input.bk-ui-button::-moz-focus-inner,button.bk-ui-button::-moz-focus-inner{border:0;padding:0}/*!
+         * jQuery UI Datepicker 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/datepicker/#theming
+         */.bk-ui-datepicker{width:17em;padding:.2em .2em 0;display:none}.bk-ui-datepicker .bk-ui-datepicker-header{position:relative;padding:.2em 0}.bk-ui-datepicker .bk-ui-datepicker-prev,.bk-ui-datepicker .bk-ui-datepicker-next{position:absolute;top:2px;width:1.8em;height:1.8em}.bk-ui-datepicker .bk-ui-datepicker-prev-hover,.bk-ui-datepicker .bk-ui-datepicker-next-hover{top:1px}.bk-ui-datepicker .bk-ui-datepicker-prev{left:2px}.bk-ui-datepicker .bk-ui-datepicker-next{right:2px}.bk-ui-datepicker .bk-ui-datepicker-prev-hover{left:1px}.bk-ui-datepicker .bk-ui-datepicker-next-hover{right:1px}.bk-ui-datepicker .bk-ui-datepicker-prev span,.bk-ui-datepicker .bk-ui-datepicker-next span{display:block;position:absolute;left:50%;margin-left:-8px;top:50%;margin-top:-8px}.bk-ui-datepicker .bk-ui-datepicker-title{margin:0 2.3em;line-height:1.8em;text-align:center}.bk-ui-datepicker .bk-ui-datepicker-title select{font-size:1em;margin:1px 0}.bk-ui-datepicker select.bk-ui-datepicker-month,.bk-ui-datepicker select.bk-ui-datepicker-year{width:45%}.bk-ui-datepicker table{width:100%;font-size:.9em;border-collapse:collapse;margin:0 0 .4em}.bk-ui-datepicker th{padding:.7em .3em;text-align:center;font-weight:bold;border:0}.bk-ui-datepicker td{border:0;padding:1px}.bk-ui-datepicker td span,.bk-ui-datepicker td a{display:block;padding:.2em;text-align:right;text-decoration:none}.bk-ui-datepicker .bk-ui-datepicker-buttonpane{background-image:none;margin:.7em 0 0 0;padding:0 .2em;border-left:0;border-right:0;border-bottom:0}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button{float:right;margin:.5em .2em .4em;cursor:pointer;padding:.2em .6em .3em .6em;width:auto;overflow:visible}.bk-ui-datepicker .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current{float:left}.bk-ui-datepicker.bk-ui-datepicker-multi{width:auto}.bk-ui-datepicker-multi .bk-ui-datepicker-group{float:left}.bk-ui-datepicker-multi .bk-ui-datepicker-group table{width:95%;margin:0 auto .4em}.bk-ui-datepicker-multi-2 .bk-ui-datepicker-group{width:50%}.bk-ui-datepicker-multi-3 .bk-ui-datepicker-group{width:33.3%}.bk-ui-datepicker-multi-4 .bk-ui-datepicker-group{width:25%}.bk-ui-datepicker-multi .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-multi .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-left-width:0}.bk-ui-datepicker-multi .bk-ui-datepicker-buttonpane{clear:left}.bk-ui-datepicker-row-break{clear:both;width:100%;font-size:0}.bk-ui-datepicker-rtl{direction:rtl}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev{right:2px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next{left:2px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-prev:hover{right:1px;left:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-next:hover{left:1px;right:auto}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane{clear:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button{float:left}.bk-ui-datepicker-rtl .bk-ui-datepicker-buttonpane button.bk-ui-datepicker-current,.bk-ui-datepicker-rtl .bk-ui-datepicker-group{float:right}.bk-ui-datepicker-rtl .bk-ui-datepicker-group-last .bk-ui-datepicker-header,.bk-ui-datepicker-rtl .bk-ui-datepicker-group-middle .bk-ui-datepicker-header{border-right-width:0;border-left-width:1px}/*!
+         * jQuery UI Dialog 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/dialog/#theming
+         */.bk-ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.bk-ui-dialog .bk-ui-dialog-titlebar{padding:.4em 1em;position:relative}.bk-ui-dialog .bk-ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.bk-ui-dialog .bk-ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.bk-ui-dialog .bk-ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:0;overflow:auto}.bk-ui-dialog .bk-ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 1em .5em .4em}.bk-ui-dialog .bk-ui-dialog-buttonpane .bk-ui-dialog-buttonset{float:right}.bk-ui-dialog .bk-ui-dialog-buttonpane button{margin:.5em .4em .5em 0;cursor:pointer}.bk-ui-dialog .bk-ui-resizable-se{width:12px;height:12px;right:-5px;bottom:-5px;background-position:16px 16px}.bk-ui-draggable .bk-ui-dialog-titlebar{cursor:move}/*!
+         * jQuery UI Draggable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-draggable-handle{-ms-touch-action:none;touch-action:none}/*!
+         * jQuery UI Menu 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/menu/#theming
+         */.bk-ui-menu{list-style:none;padding:0;margin:0;display:block;outline:0}.bk-ui-menu .bk-ui-menu{position:absolute}.bk-ui-menu .bk-ui-menu-item{position:relative;margin:0;padding:3px 1em 3px .4em;cursor:pointer;min-height:0;list-style-image:url("data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7")}.bk-ui-menu .bk-ui-menu-divider{margin:5px 0;height:0;font-size:0;line-height:0;border-width:1px 0 0 0}.bk-ui-menu .bk-ui-state-focus,.bk-ui-menu .bk-ui-state-active{margin:-1px}.bk-ui-menu-icons{position:relative}.bk-ui-menu-icons .bk-ui-menu-item{padding-left:2em}.bk-ui-menu .bk-ui-icon{position:absolute;top:0;bottom:0;left:.2em;margin:auto 0}.bk-ui-menu .bk-ui-menu-icon{left:auto;right:0}/*!
+         * jQuery UI Progressbar 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/progressbar/#theming
+         */.bk-ui-progressbar{height:2em;text-align:left;overflow:hidden}.bk-ui-progressbar .bk-ui-progressbar-value{margin:-1px;height:100%}.bk-ui-progressbar .bk-ui-progressbar-overlay{background:url("data:image/gif;base64,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");height:100%;filter:alpha(opacity=25);opacity:.25}.bk-ui-progressbar-indeterminate .bk-ui-progressbar-value{background-image:none}/*!
+         * jQuery UI Resizable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-resizable{position:relative}.bk-ui-resizable-handle{position:absolute;font-size:.1px;display:block;-ms-touch-action:none;touch-action:none}.bk-ui-resizable-disabled .bk-ui-resizable-handle,.bk-ui-resizable-autohide .bk-ui-resizable-handle{display:none}.bk-ui-resizable-n{cursor:n-resize;height:7px;width:100%;top:-5px;left:0}.bk-ui-resizable-s{cursor:s-resize;height:7px;width:100%;bottom:-5px;left:0}.bk-ui-resizable-e{cursor:e-resize;width:7px;right:-5px;top:0;height:100%}.bk-ui-resizable-w{cursor:w-resize;width:7px;left:-5px;top:0;height:100%}.bk-ui-resizable-se{cursor:se-resize;width:12px;height:12px;right:1px;bottom:1px}.bk-ui-resizable-sw{cursor:sw-resize;width:9px;height:9px;left:-5px;bottom:-5px}.bk-ui-resizable-nw{cursor:nw-resize;width:9px;height:9px;left:-5px;top:-5px}.bk-ui-resizable-ne{cursor:ne-resize;width:9px;height:9px;right:-5px;top:-5px}/*!
+         * jQuery UI Selectable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-selectable{-ms-touch-action:none;touch-action:none}.bk-ui-selectable-helper{position:absolute;z-index:100;border:1px dotted black}/*!
+         * jQuery UI Selectmenu 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/selectmenu/#theming
+         */.bk-ui-selectmenu-menu{padding:0;margin:0;position:absolute;top:0;left:0;display:none}.bk-ui-selectmenu-menu .bk-ui-menu{overflow:auto;overflow-x:hidden;padding-bottom:1px}.bk-ui-selectmenu-menu .bk-ui-menu .bk-ui-selectmenu-optgroup{font-size:1em;font-weight:bold;line-height:1.5;padding:2px .4em;margin:.5em 0 0 0;height:auto;border:0}.bk-ui-selectmenu-open{display:block}.bk-ui-selectmenu-button{display:inline-block;overflow:hidden;position:relative;text-decoration:none;cursor:pointer}.bk-ui-selectmenu-button span.bk-ui-icon{right:.5em;left:auto;margin-top:-8px;position:absolute;top:50%}.bk-ui-selectmenu-button span.bk-ui-selectmenu-text{text-align:left;padding:.4em 2.1em .4em 1em;display:block;line-height:1.4;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}/*!
+         * jQuery UI Sortable 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         */.bk-ui-sortable-handle{-ms-touch-action:none;touch-action:none}/*!
+         * jQuery UI Slider 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/slider/#theming
+         */.bk-ui-slider{position:relative;text-align:left}.bk-ui-slider .bk-ui-slider-handle{position:absolute;z-index:2;width:1.2em;height:1.2em;cursor:default;-ms-touch-action:none;touch-action:none}.bk-ui-slider .bk-ui-slider-range{position:absolute;z-index:1;font-size:.7em;display:block;border:0;background-position:0 0}.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-handle,.bk-ui-slider.bk-ui-state-disabled .bk-ui-slider-range{filter:inherit}.bk-ui-slider-horizontal{height:.8em}.bk-ui-slider-horizontal .bk-ui-slider-handle{top:-.3em;margin-left:-.6em}.bk-ui-slider-horizontal .bk-ui-slider-range{top:0;height:100%}.bk-ui-slider-horizontal .bk-ui-slider-range-min{left:0}.bk-ui-slider-horizontal .bk-ui-slider-range-max{right:0}.bk-ui-slider-vertical{width:.8em;height:100px}.bk-ui-slider-vertical .bk-ui-slider-handle{left:-.3em;margin-left:0;margin-bottom:-.6em}.bk-ui-slider-vertical .bk-ui-slider-range{left:0;width:100%}.bk-ui-slider-vertical .bk-ui-slider-range-min{bottom:0}.bk-ui-slider-vertical .bk-ui-slider-range-max{top:0}/*!
+         * jQuery UI Spinner 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/spinner/#theming
+         */.bk-ui-spinner{position:relative;display:inline-block;overflow:hidden;padding:0;vertical-align:middle}.bk-ui-spinner-input{border:0;background:0;color:inherit;padding:0;margin:.2em 0;vertical-align:middle;margin-left:.4em;margin-right:22px}.bk-ui-spinner-button{width:16px;height:50%;font-size:.5em;padding:0;margin:0;text-align:center;position:absolute;cursor:default;display:block;overflow:hidden;right:0}.bk-ui-spinner a.bk-ui-spinner-button{border-top:0;border-bottom:0;border-right:0}.bk-ui-spinner .bk-ui-icon{position:absolute;margin-top:-8px;top:50%;left:0}.bk-ui-spinner-up{top:0}.bk-ui-spinner-down{bottom:0}.bk-ui-spinner .bk-ui-icon-triangle-1-s{background-position:-65px -16px}/*!
+         * jQuery UI Tabs 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/tabs/#theming
+         */.bk-ui-tabs{position:relative;padding:.2em}.bk-ui-tabs .bk-ui-tabs-nav{margin:0;padding:.2em .2em 0}.bk-ui-tabs .bk-ui-tabs-nav li{list-style:none;float:left;position:relative;top:0;margin:1px .2em 0 0;border-bottom-width:0;padding:0;white-space:nowrap}.bk-ui-tabs .bk-ui-tabs-nav .bk-ui-tabs-anchor{float:left;padding:.5em 1em;text-decoration:none}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active{margin-bottom:-1px;padding-bottom:1px}.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-state-disabled .bk-ui-tabs-anchor,.bk-ui-tabs .bk-ui-tabs-nav li.bk-ui-tabs-loading .bk-ui-tabs-anchor{cursor:text}.bk-ui-tabs-collapsible .bk-ui-tabs-nav li.bk-ui-tabs-active .bk-ui-tabs-anchor{cursor:pointer}.bk-ui-tabs .bk-ui-tabs-panel{display:block;border-width:0;padding:1em 1.4em;background:0}/*!
+         * jQuery UI Tooltip 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/tooltip/#theming
+         */.bk-ui-tooltip{padding:8px;position:absolute;z-index:9999;max-width:300px;-webkit-box-shadow:0 0 5px #aaa;box-shadow:0 0 5px #aaa}body .bk-ui-tooltip{border-width:2px}/*!
+         * jQuery UI CSS Framework 1.11.2
+         * http://jqueryui.com
+         *
+         * Copyright 2014 jQuery Foundation and other contributors
+         * Released under the MIT license.
+         * http://jquery.org/license
+         *
+         * http://api.jqueryui.com/category/theming/
+         *
+         * To view and modify this theme, visit http://jqueryui.com/themeroller/
+         */.bk-ui-widget{font-family:Verdana,Arial,sans-serif;font-size:1.1em}.bk-ui-widget .bk-ui-widget{font-size:1em}.bk-ui-widget input,.bk-ui-widget select,.bk-ui-widget textarea,.bk-ui-widget button{font-family:Verdana,Arial,sans-serif;font-size:1em}.bk-ui-widget-content{border:1px solid #aaa;background:#fff url("images/ui-bg_flat_75_ffffff_40x100.png") 50% 50% repeat-x;color:#222}.bk-ui-widget-content a{color:#222}.bk-ui-widget-header{border:1px solid #aaa;background:#ccc url("images/ui-bg_highlight-soft_75_cccccc_1x100.png") 50% 50% repeat-x;color:#222;font-weight:bold}.bk-ui-widget-header a{color:#222}.bk-ui-state-default,.bk-ui-widget-content .bk-ui-state-default,.bk-ui-widget-header .bk-ui-state-default{border:1px solid #d3d3d3;background:#e6e6e6 url("images/ui-bg_glass_75_e6e6e6_1x400.png") 50% 50% repeat-x;font-weight:normal;color:#555}.bk-ui-state-default a,.bk-ui-state-default a:link,.bk-ui-state-default 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.bk-slick-pager-settings a{padding:2px;text-decoration:underline;cursor:pointer}.bk-ui-rangeSlider{height:22px}.bk-ui-rangeSlider .bk-ui-rangeSlider-innerBar{height:16px;margin:3px 6px;background:#DDD}.bk-ui-rangeSlider .bk-ui-rangeSlider-handle{width:6px;height:22px;background:#AAA;background:rgba(100,100,100,0.3);cursor:col-resize}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar{margin:1px 0;background:#CCC;background:rgba(100,100,150,0.2);height:20px;cursor:move;cursor:grab;cursor:-moz-grab}.bk-ui-rangeSlider .bk-ui-rangeSlider-bar.bk-ui-draggable-dragging{cursor:-moz-grabbing;cursor:grabbing}.bk-ui-rangeSlider-arrow{height:16px;margin:2px 0;width:16px;background-repeat:no-repeat}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-leftArrow{background-image:url('icons-classic/resultset_previous.png');background-position:center left}.bk-ui-rangeSlider-arrow.bk-ui-rangeSlider-rightArrow{background-image:url('icons-classic/resultset_next.png');background-position:center 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+        /*# sourceMappingURL=bokeh.min.css.map */
+        /* END C:\Users\Bradlee Speice\Anaconda3\lib\site-packages\bokeh\server\static\css/bokeh.min.css */
+</style>
+    <div>
+        <a href="http://bokeh.pydata.org" target="_blank" class="bk-logo bk-logo-small bk-logo-notebook"></a>
+        <span>BokehJS successfully loaded.</span>
+    </div>
+
+
+After taking some time to explore how the weather in North Carolina stacked up over the past years, I was interested in doing the same analysis for other cities. Growing up with family from Binghamton, NY I was always told it was very cloudy there. And Seattle has a nasty reputation for being very depressing and cloudy. All said, the cities I want to examine are:
+- Binghamton, NY
+- Cary, NC
+- Seattle, WA
+- New York City, NY
+
+I'd be interested to try this analysis worldwide at some point - comparing London and Seattle might be an interesting analysis. For now though, we'll stick with trying out the US data.
+
+There will be plenty of charts. I want to know: **How has average cloud cover and precipitation chance changed over the years for each city mentioned?** This will hopefully tell us whether Seattle has actually earned its reputation for being a depressing city.
+
+
+```python
+city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))
+forecasts_df = pd.DataFrame.from_dict(city_forecasts)
+```
+
+
+```python
+cities = ['binghamton', 'cary', 'nyc', 'seattle']
+city_colors = {cities[i]: Palette[i] for i in range(0, 4)}
+
+def safe_cover(frame):
+    if frame and 'cloudCover' in frame:
+        return frame['cloudCover']
+    else:
+        return np.NaN
+
+def monthly_avg_cloudcover(city, year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(forecasts_df[city][x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.
+    with warnings.catch_warnings():
+        warnings.simplefilter('ignore')
+        return np.nanmean(cloud_cover_vals), cloud_cover_samples
+```
+
+
+```python
+years = range(1990, 2016)
+def city_avg_cc(city, month):
+    return [monthly_avg_cloudcover(city, y, month) for y in years]
+
+months = [
+    ('July', 7),
+    ('August', 8),
+    ('September', 9),
+    ('October', 10),
+    ('November', 11)
+]
+
+for month, month_id in months:
+    month_averages = {city: city_avg_cc(city, month_id) for city in cities}
+    f = figure(title="{} Average Cloud Cover".format(month),
+               x_axis_label='Year',
+               y_axis_label='Cloud Cover Percentage')
+    for city in cities:
+        f.line(years, [x[0] for x in month_averages[city]],
+               legend=city, color=city_colors[city])
+    show(f)
+```
+
+
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+        Bokeh.load_models(all_models);
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+        	Bokeh.logger.info('Realizing plot:')
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+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
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+        Bokeh.load_models(all_models);
+        var plots = [{'modeltype': 'Plot', 'elementid': 'f8ff6948-64af-4dba-b9b1-e921a9369fa6', 'modelid': 'b1957c21-6e06-4789-ba73-3c3bd181a307'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="f8ff6948-64af-4dba-b9b1-e921a9369fa6"></div>
+
+
+
+
+
+<script type="text/javascript">
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+        Bokeh.load_models(all_models);
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+        for (idx in plots) {
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+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
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+        	Bokeh.index[plot.modelid] = view;
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+    </script>
+<div class="plotdiv" id="9a405ee2-f650-4c4e-ac2b-b1b1b94d78d7"></div>
+
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+        Bokeh.load_models(all_models);
+        var plots = [{'modeltype': 'Plot', 'elementid': '8b963c2b-3eb1-4b73-baf5-51cc6b77adc9', 'modelid': 'd7f176e0-e632-41b4-8afd-2fa738e2632e'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="8b963c2b-3eb1-4b73-baf5-51cc6b77adc9"></div>
+
+
+
+
+
+<script type="text/javascript">
+        Bokeh.$(function() {
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"LinearAxis"}, {"id": "6456d552-c6e2-4f90-86eb-7015a45f4548", "type": "Grid"}, {"id": "fefbbe2a-a32a-41fd-bd6d-12698df087c9", "type": "LinearAxis"}, {"id": "f19655d3-fbb4-468e-bea6-d17d3ae40f31", "type": "Grid"}, {"id": "182dff23-30dc-45dd-b704-dccc38a945ed", "type": "Legend"}, {"id": "be5cfebe-b5f9-4431-8bc1-d60d2677555b", "type": "GlyphRenderer"}, {"id": "6d596c88-e0a3-4ae8-85bc-797dd3a7be1c", "type": "GlyphRenderer"}, {"id": "5d2fc041-7c02-42dd-b546-44b8b8134c05", "type": "GlyphRenderer"}, {"id": "3a47193b-63db-4f1c-afa9-9c92f910356c", "type": "GlyphRenderer"}], "x_range": {"id": "86f8a90b-5ee0-43fc-a5aa-0a4314627d7e", "type": "DataRange1d"}, "above": [], "y_range": {"id": "df309b20-9ce2-4e07-bb7c-94a654471da0", "type": "DataRange1d"}}}, {"id": "86f8a90b-5ee0-43fc-a5aa-0a4314627d7e", "type": "DataRange1d", "attributes": {"doc": null, "renderers": [], "callback": null, "id": "86f8a90b-5ee0-43fc-a5aa-0a4314627d7e", "tags": [], "names": []}}];
+        Bokeh.load_models(all_models);
+        var plots = [{'modeltype': 'Plot', 'elementid': 'd6cf7ff5-8ad9-4bb0-bfc0-cbf365fd43e0', 'modelid': '6e2229f4-5116-426d-b2dd-779a826fc4bd'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="d6cf7ff5-8ad9-4bb0-bfc0-cbf365fd43e0"></div>
+
+
+
+
+Well, as it so happens it looks like there are some data issues. July's data is a bit sporadic, and 2013 seems to be missing from most months as well. I think really only two things can really be confirmed here:
+- Seattle, specifically for the months of October and November, is in fact significantly more cloudy on average than are other cities
+- All cities surveyed have seen average cloud cover decline over the months studied. There are data issues, but the trend seems clear.
+
+Let's now move from cloud cover data to looking at average rainfall chance.
+
+
+```python
+def safe_precip(frame):
+    if frame and 'precipProbability' in frame:
+        return frame['precipProbability']
+    else:
+        return np.NaN
+
+def monthly_avg_precip(city, year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_vals = list(map(lambda x: safe_precip(forecasts_df[city][x]['currently']), dates))
+    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))
+    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.
+    with warnings.catch_warnings():
+        warnings.simplefilter('ignore')
+        return np.nanmean(precip_vals), precip_samples
+
+def city_avg_precip(city, month):
+    return [monthly_avg_precip(city, y, month) for y in years]
+
+for month, month_id in months:
+    month_averages = {city: city_avg_cc(city, month_id) for city in cities}
+    f = figure(title="{} Average Precipitation Chance".format(month),
+               x_axis_label='Year',
+               y_axis_label='Precipitation Chance Percentage')
+    for city in cities:
+        f.line(years, [x[0] for x in month_averages[city]],
+               legend=city, color=city_colors[city])
+    show(f)
+```
+
+
+<script type="text/javascript">
+        Bokeh.$(function() {
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+        Bokeh.load_models(all_models);
+        var plots = [{'modeltype': 'Plot', 'elementid': '6bb8b584-4e31-4bd0-936e-1a5790e8966a', 'modelid': 'd3ce1d2d-8527-424d-a4ab-052b6312f2f1'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="6bb8b584-4e31-4bd0-936e-1a5790e8966a"></div>
+
+
+
+
+
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+        Bokeh.load_models(all_models);
+        var plots = [{'modeltype': 'Plot', 'elementid': '6d6352a7-9777-48e6-92c9-7a14b898ad73', 'modelid': 'dde74936-c1de-4952-a961-c1da1ff10836'}];
+        for (idx in plots) {
+        	var plot = plots[idx];
+        	var model = Bokeh.Collections(plot.modeltype).get(plot.modelid);
+        	Bokeh.logger.info('Realizing plot:')
+        	Bokeh.logger.info(' - modeltype: ' + plot.modeltype);
+        	Bokeh.logger.info(' - modelid: ' + plot.modelid);
+        	Bokeh.logger.info(' - elementid: ' + plot.elementid);
+        	var view = new model.default_view({
+        		model: model,
+        		el: '#' + plot.elementid
+        	});
+        	Bokeh.index[plot.modelid] = view;
+        }
+    });
+    </script>
+<div class="plotdiv" id="6d6352a7-9777-48e6-92c9-7a14b898ad73"></div>
+
+
+
+
+The same data issue caveats apply here: 2013 seems to be missing some data, and July has some issues as well. However, this seems to confirm the trends we saw with cloud cover:
+- Seattle, specifically for the months of August, October, and November has had a consistently higher chance of rain than other cities surveyed.
+- Average precipitation chance, just like average cloud cover, has been trending down over time.
+
+# Conclusion
+
+I have to admit I was a bit surprised after doing this analysis. Seattle showed a higher average cloud cover and average precipitation chance than did the other cities surveyed. Maybe Seattle is actually an objectively more depressing city to live in.
+
+Well that's all for weather data at the moment. It's been a great experiment, but I think this is about as far as I'll be able to get with weather data without some domain knowledge. Talk again soon!
diff --git a/blog/2016-01-23-cloudy-in-seattle/index.mdx b/blog/2016-01-23-cloudy-in-seattle/index.mdx
new file mode 100644
index 0000000..9116d24
--- /dev/null
+++ b/blog/2016-01-23-cloudy-in-seattle/index.mdx
@@ -0,0 +1,154 @@
+---
+slug: 2016/01/cloudy-in-seattle
+title: Cloudy in Seattle
+date: 2016-01-23 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Building on prior analysis, is Seattle's reputation as a depressing city actually well-earned?
+
+<!-- truncate -->
+
+```python
+import pickle
+import pandas as pd
+import numpy as np
+from bokeh.plotting import output_notebook, figure, show
+from bokeh.palettes import RdBu4 as Palette
+from datetime import datetime
+import warnings
+
+output_notebook()
+```
+
+```
+BokehJS successfully loaded.
+```
+
+## Examining other cities
+
+After taking some time to explore how the weather in North Carolina stacked up over the past years, I was interested in doing the same analysis for other cities. Growing up with family from Binghamton, NY I was always told it was very cloudy there. And Seattle has a nasty reputation for being very depressing and cloudy. All said, the cities I want to examine are:
+- Binghamton, NY
+- Cary, NC
+- Seattle, WA
+- New York City, NY
+
+I'd be interested to try this analysis worldwide at some point - comparing London and Seattle might be an interesting analysis. For now though, we'll stick with trying out the US data.
+
+There will be plenty of charts. I want to know: **How has average cloud cover and precipitation chance changed over the years for each city mentioned?** This will hopefully tell us whether Seattle has actually earned its reputation for being a depressing city.
+
+
+```python
+city_forecasts = pickle.load(open('city_forecasts.p', 'rb'))
+forecasts_df = pd.DataFrame.from_dict(city_forecasts)
+```
+
+
+```python
+cities = ['binghamton', 'cary', 'nyc', 'seattle']
+city_colors = {cities[i]: Palette[i] for i in range(0, 4)}
+
+def safe_cover(frame):
+    if frame and 'cloudCover' in frame:
+        return frame['cloudCover']
+    else:
+        return np.NaN
+
+def monthly_avg_cloudcover(city, year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    cloud_cover_vals = list(map(lambda x: safe_cover(forecasts_df[city][x]['currently']), dates))
+    cloud_cover_samples = len(list(filter(lambda x: x is not np.NaN, cloud_cover_vals)))
+    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.
+    with warnings.catch_warnings():
+        warnings.simplefilter('ignore')
+        return np.nanmean(cloud_cover_vals), cloud_cover_samples
+```
+
+
+```python
+years = range(1990, 2016)
+def city_avg_cc(city, month):
+    return [monthly_avg_cloudcover(city, y, month) for y in years]
+
+months = [
+    ('July', 7),
+    ('August', 8),
+    ('September', 9),
+    ('October', 10),
+    ('November', 11)
+]
+
+for month, month_id in months:
+    month_averages = {city: city_avg_cc(city, month_id) for city in cities}
+    f = figure(title="{} Average Cloud Cover".format(month),
+               x_axis_label='Year',
+               y_axis_label='Cloud Cover Percentage')
+    for city in cities:
+        f.line(years, [x[0] for x in month_averages[city]],
+               legend=city, color=city_colors[city])
+    show(f)
+```
+
+![July average cloud cover chart](./1.png)
+![August average cloud cover chart](./2.png)
+![September average cloud cover chart](./3.png)
+![October average cloud cover chart](./4.png)
+![November average cloud cover chart](./5.png)
+
+Well, as it so happens it looks like there are some data issues. July's data is a bit sporadic, and 2013 seems to be missing from most months as well. I think really only two things can really be confirmed here:
+- Seattle, specifically for the months of October and November, is in fact significantly more cloudy on average than are other cities
+- All cities surveyed have seen average cloud cover decline over the months studied. There are data issues, but the trend seems clear.
+
+Let's now move from cloud cover data to looking at average rainfall chance.
+
+
+```python
+def safe_precip(frame):
+    if frame and 'precipProbability' in frame:
+        return frame['precipProbability']
+    else:
+        return np.NaN
+
+def monthly_avg_precip(city, year, month):
+    dates = pd.DatetimeIndex(start=datetime(year, month, 1, 12),
+                             end=datetime(year, month + 1, 1, 12),
+                             freq='D', closed='left')
+    precip_vals = list(map(lambda x: safe_precip(forecasts_df[city][x]['currently']), dates))
+    precip_samples = len(list(filter(lambda x: x is not np.NaN, precip_vals)))
+    # Ignore an issue with nanmean having all NaN values. We'll discuss the data issues below.
+    with warnings.catch_warnings():
+        warnings.simplefilter('ignore')
+        return np.nanmean(precip_vals), precip_samples
+
+def city_avg_precip(city, month):
+    return [monthly_avg_precip(city, y, month) for y in years]
+
+for month, month_id in months:
+    month_averages = {city: city_avg_cc(city, month_id) for city in cities}
+    f = figure(title="{} Average Precipitation Chance".format(month),
+               x_axis_label='Year',
+               y_axis_label='Precipitation Chance Percentage')
+    for city in cities:
+        f.line(years, [x[0] for x in month_averages[city]],
+               legend=city, color=city_colors[city])
+    show(f)
+```
+
+![July average precipitation chance chart](./6.png)
+![August average precipitation chance chart](./7.png)
+![September average precipitation chance chart](./8.png)
+![October average precipitation chance chart](./9.png)
+![November average precipitation chance chart](./10.png)
+
+The same data issue caveats apply here: 2013 seems to be missing some data, and July has some issues as well. However, this seems to confirm the trends we saw with cloud cover:
+- Seattle, specifically for the months of August, October, and November has had a consistently higher chance of rain than other cities surveyed.
+- Average precipitation chance, just like average cloud cover, has been trending down over time.
+
+## Conclusion
+
+I have to admit I was a bit surprised after doing this analysis. Seattle showed a higher average cloud cover and average precipitation chance than did the other cities surveyed. Maybe Seattle is actually an objectively more depressing city to live in.
+
+Well that's all for weather data at the moment. It's been a great experiment, but I think this is about as far as I'll be able to get with weather data without some domain knowledge. Talk again soon!
\ No newline at end of file
diff --git a/blog/2016-02-03-guaranteed-money-maker/_article.md b/blog/2016-02-03-guaranteed-money-maker/_article.md
new file mode 100644
index 0000000..eec4719
--- /dev/null
+++ b/blog/2016-02-03-guaranteed-money-maker/_article.md
@@ -0,0 +1,15 @@
+Title: Guaranteed Money Maker
+Date: 2016-02-03
+Category: Blog
+Tags: martingale, strategy
+Authors: Bradlee Speice
+Summary: Developing an investment strategy based on the Martingale betting strategy
+[//]: <> "Modified: "
+
+{% notebook 2016-2-3-guaranteed-money-maker.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
diff --git a/blog/2016-02-03-guaranteed-money-maker/_notebook.ipynb b/blog/2016-02-03-guaranteed-money-maker/_notebook.ipynb
new file mode 100644
index 0000000..8b99ee9
--- /dev/null
+++ b/blog/2016-02-03-guaranteed-money-maker/_notebook.ipynb
@@ -0,0 +1,260 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### If you can see into the future, that is.\n",
+    "\n",
+    "My previous class in Stochastic Calculus covered a lot of interesting topics, and the important one for today\n",
+    "is the [Gambler's Ruin][1] problem. If you're interested in some of the theory behind it, also make sure to check out\n",
+    "[random walks][2]. The important bit is that we studied the [Martingale Betting Strategy][3], which describes for us\n",
+    "a **guaranteed way** to <span style='font-size: x-small'>eventually</span> make money.\n",
+    "\n",
+    "The strategy goes like this: You are going to toss a fair coin with a friend. If you guess heads or tails correctly, you get back double the money you bet. If you guess incorrectly, you lose money. How should you bet?\n",
+    "\n",
+    "The correct answer is that you should double your bet each time you lose. Then when you finally win, you'll be guaranteed to make back everything you lost and then &#36;1 extra! Consider the scenario:\n",
+    "\n",
+    "1. You bet &#36;1, and guess incorrectly. You're 1 dollar in the hole.\n",
+    "2. You bet &#36;2, and guess incorrectly. You're 3 dollars in the hole now.\n",
+    "3. You bet &#36;4, and guess incorrectly. You're 7 dollars in the hole.\n",
+    "4. You bet &#36;8, and guess correctly! You now get back those 8 dollars you bet, plus 8 extra for winning, for a **total profit of one dollar**!\n",
+    "\n",
+    "Mathematically, we can prove that as long as you have unlimited money to bet, you are guaranteed to make money.\n",
+    "\n",
+    "# Applying the Martingale Strategy\n",
+    "\n",
+    "But we're all realistic people, and once you start talking about \"unlimited money\" eyebrows should be raised. Even still, this is an interesting strategy to investigate, and I want to apply it to the stock market. As long as we can guarantee there's a single day in which the stock goes up, we should be able to make money right? The question is just how much we have to invest to guarantee this.\n",
+    "\n",
+    "Now it's time for the math. We'll use the following definitions:\n",
+    "\n",
+    "- $o_i$ = the share price at the opening of day $i$\n",
+    "- $c_i$ = the share price at the close of day $i$\n",
+    "- $d_i$ = the amount of money we want to invest at the beginning of day $i$\n",
+    "\n",
+    "With those definitions in place, I'd like to present the formula that is **guaranteed to make you money**. I call it *Bradlee's Investment Formula*:\n",
+    "\n",
+    "$c_n \\sum_{i=1}^n \\frac{d_i}{o_i} > \\sum_{i=1}^{n} d_i$\n",
+    "\n",
+    "It might not look like much, but if you can manage to make it so that this formula holds true, you will be guaranteed to make money. The intuition behind the formula is this: The closing share price times the number of shares you have purchased ends up greater than the amount of money you invested.\n",
+    "\n",
+    "That is, on day $n$, <span style='font-size: x-small'>if you know what the closing price will be</span> you can set up the amount of money you invest that day to **guarantee you make money**. I'll even teach you to figure out how much money that is! Take a look:\n",
+    "\n",
+    "$\n",
+    "\\begin{align}\n",
+    "c_n \\sum_{i=1}^{n-1} \\frac{d_i}{o_i} + \\frac{c_nd_n}{o_n} &> \\sum_{i=1}^{n-1}d_i + d_n\\\\\n",
+    "\\frac{c_nd_n}{o_n} - d_n &> \\sum_{i=1}^{n-1}(d_i - \\frac{c_nd_i}{o_i})\\\\\n",
+    "d_n (\\frac{c_n - o_n}{o_n}) &> \\sum_{i=1}^{n-1} d_i(1 - \\frac{c_n}{o_i})\\\\\n",
+    "d_n &> \\frac{o_n}{c_n - o_n} \\sum_{i=1}^{n-1} d_i(1 - \\frac{1}{o_i})\n",
+    "\\end{align}$\n",
+    "\n",
+    "If you invest exactly $d_n$ that day, you'll break even. But if you can make sure the money you invest is greater than that quantity on the right <span style='font-size: x-small'>(which requires that you have a crystal ball tell you the stock's closing price)</span> you are **guaranteed to make money!**\n",
+    "\n",
+    "# Interesting Implications\n",
+    "\n",
+    "On a more serious note though, the formula above tells us a couple of interesting things:\n",
+    "\n",
+    "1. It's impossible to make money without the closing price at some point being greater than the opening price (or vice-versa if you are short selling) - there is no amount of money you can invest that will turn things in your favor.\n",
+    "2. Close prices of the past aren't important if you're concerned about the bottom line. While chart technicians use price history to make judgment calls, in the end, the closing price on anything other than the last day is irrelevant.\n",
+    "3. It's possible to make money as long as there is a single day where the closing price is greater than the opening price! You might have to invest a lot to do so, but it's possible.\n",
+    "4. You must make a prediction about where the stock will close at if you want to know how much to invest. That is, we can set up our investment for the day to make money if the stock goes up 1%, but if it only goes up .5% we'll still lose money.\n",
+    "5. It's possible the winning move is to scale back your position. Consider the scenario:\n",
+    "    - You invest money and the stock closes down the day .5%\n",
+    "    - You invest tomorrow expecting the stock to go up 1%\n",
+    "    - The winning investment to break even (assuming a 1% increase) is to scale back the position, since the shares you purchased at the beginning would then be profitable\n",
+    "\n",
+    "# Running the simulation\n",
+    "\n",
+    "So now that we've defined our investment formula,we need to tweak a couple things in order to make an investment strategy we can actually work with. There are two issues we need to address:\n",
+    "\n",
+    "1. The formula only tells us how much to invest if we want to break even ($d_n$). If we actually want to turn a profit, we need to invest more than that, which we will refer to as the **bias**.\n",
+    "2. The formula assumes we know what the closing price will be on any given day. If we don't know this, we can still invest assuming the stock price will close at a level we choose. If the price doesn't meet this objective, we try again tomorrow! This predetermined closing price will be referred to as the **expectation**.\n",
+    "\n",
+    "Now that we've defined our *bias* and *expectation*, we can actually build a strategy we can simulate. Much like the martingale strategy told you to bet twice your previous bet in order to make money, we've designed a system that tells us how much to bet in order to make money as well.\n",
+    "\n",
+    "Now, let's get to the code!\n",
+    "\n",
+    "[1]: https://en.wikipedia.org/wiki/Gambler's_ruin\n",
+    "[2]: https://en.wikipedia.org/wiki/Random_walk\n",
+    "[3]: https://en.wikipedia.org/wiki/Martingale_%28betting_system%29"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "using Quandl\n",
+    "api_key = \"\"\n",
+    "daily_investment = function(current_open, current_close, purchase_history, open_history)\n",
+    "    # We're not going to safeguard against divide by 0 - that's the user's responsibility\n",
+    "    t1 = current_close / current_open - 1\n",
+    "    t2 = sum(purchase_history - purchase_history*current_close ./ open_history)\n",
+    "    return t2 / t1\n",
+    "end;"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And let's code a way to run simulations quickly:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "is_profitable = function(current_price, purchase_history, open_history)\n",
+    "    shares = sum(purchase_history ./ open_history)\n",
+    "    return current_price*shares > sum(purchase_history)\n",
+    "end\n",
+    "\n",
+    "simulate = function(name, start, init, expected, bias)\n",
+    "    ticker_info = quandlget(name, from=start, api_key=api_key)\n",
+    "    open_vals = ticker_info[\"Open\"].values\n",
+    "    close_vals = ticker_info[\"Close\"].values\n",
+    "    invested = [init]\n",
+    "    \n",
+    "    # The simulation stops once we've made a profit\n",
+    "    day = 1\n",
+    "    profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||\n",
+    "        is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])\n",
+    "    while !profitable\n",
+    "        expected_close = open_vals[day+1] * expected\n",
+    "        todays_purchase = daily_investment(open_vals[day+1], expected_close, invested, open_vals[1:day])\n",
+    "        invested = [invested; todays_purchase + bias]\n",
+    "        # expected_profit = expected_close * sum(invested ./ open_vals[1:length(invested)]) - sum(invested)\n",
+    "        day += 1\n",
+    "        profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||\n",
+    "            is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])\n",
+    "    end\n",
+    "    \n",
+    "    shares = sum(invested ./ open_vals[1:length(invested)])\n",
+    "    max_profit = max(close_vals[day], open_vals[day+1])\n",
+    "    profit = shares * max_profit - sum(invested)\n",
+    "    return (invested, profit)\n",
+    "end\n",
+    "\n",
+    "sim_summary = function(investments, profit)\n",
+    "    leverages = [sum(investments[1:i]) for i=1:length(investments)]\n",
+    "    max_leverage = maximum(leverages) / investments[1]\n",
+    "    println(\"Max leverage: $(max_leverage)\")\n",
+    "    println(\"Days invested: $(length(investments))\")\n",
+    "    println(\"Profit: $profit\")\n",
+    "end;"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now, let's get some data and run a simulation! Our first test:\n",
+    "\n",
+    "- We'll invest 100 dollars in LMT, and expect that the stock will close up 1% every day. We'll invest $d_n$ + 10 dollars every day that we haven't turned a profit, and end the simulation once we've made a profit."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Max leverage: 5.590373200042106\n",
+      "Days invested: 5\n",
+      "Profit: 0.6894803101560001\n"
+     ]
+    }
+   ],
+   "source": [
+    "investments, profit = simulate(\"YAHOO/LMT\", Date(2015, 11, 29), 100, 1.01, 10)\n",
+    "sim_summary(investments, profit)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The result: We need to invest 5.6x our initial position over a period of 5 days to make approximately .69&#162;\n",
+    "\n",
+    "- Now let's try the same thing, but we'll assume the stock closes up 2% instead."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Max leverage: 1.854949900247809\n",
+      "Days invested: 25\n",
+      "Profit: 0.08304813163696423\n"
+     ]
+    }
+   ],
+   "source": [
+    "investments, profit = simulate(\"YAHOO/LMT\", Date(2015, 11, 29), 100, 1.02, 10)\n",
+    "sim_summary(investments, profit)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this example, we only get up to a 1.85x leveraged position, but it takes 25 days to turn a profit of 8&#162;"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Summary\n",
+    "\n",
+    "We've defined an investment strategy that can tell us how much to invest when we know what the closing position of a stock will be. We can tweak the strategy to actually make money, but plenty of work needs to be done so that we can optimize the money invested.\n",
+    "\n",
+    "In the next post I'm going to post more information about some backtests and strategy tests on this strategy (unless of course this experiment actually produces a significant profit potential, and then I'm keeping it for myself)."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Side note and disclaimer\n",
+    "\n",
+    "The claims made in this presentation about being able to guarantee making money are intended as a joke and do not constitute investment advice of any sort."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Julia 0.4.2",
+   "language": "julia",
+   "name": "julia-0.4"
+  },
+  "language_info": {
+   "file_extension": ".jl",
+   "mimetype": "application/julia",
+   "name": "julia",
+   "version": "0.4.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-02-03-guaranteed-money-maker/_notebook.md b/blog/2016-02-03-guaranteed-money-maker/_notebook.md
new file mode 100644
index 0000000..67ca64b
--- /dev/null
+++ b/blog/2016-02-03-guaranteed-money-maker/_notebook.md
@@ -0,0 +1,171 @@
+### If you can see into the future, that is.
+
+My previous class in Stochastic Calculus covered a lot of interesting topics, and the important one for today
+is the [Gambler's Ruin][1] problem. If you're interested in some of the theory behind it, also make sure to check out
+[random walks][2]. The important bit is that we studied the [Martingale Betting Strategy][3], which describes for us
+a **guaranteed way** to <span style='font-size: x-small'>eventually</span> make money.
+
+The strategy goes like this: You are going to toss a fair coin with a friend. If you guess heads or tails correctly, you get back double the money you bet. If you guess incorrectly, you lose money. How should you bet?
+
+The correct answer is that you should double your bet each time you lose. Then when you finally win, you'll be guaranteed to make back everything you lost and then &#36;1 extra! Consider the scenario:
+
+1. You bet &#36;1, and guess incorrectly. You're 1 dollar in the hole.
+2. You bet &#36;2, and guess incorrectly. You're 3 dollars in the hole now.
+3. You bet &#36;4, and guess incorrectly. You're 7 dollars in the hole.
+4. You bet &#36;8, and guess correctly! You now get back those 8 dollars you bet, plus 8 extra for winning, for a **total profit of one dollar**!
+
+Mathematically, we can prove that as long as you have unlimited money to bet, you are guaranteed to make money.
+
+# Applying the Martingale Strategy
+
+But we're all realistic people, and once you start talking about "unlimited money" eyebrows should be raised. Even still, this is an interesting strategy to investigate, and I want to apply it to the stock market. As long as we can guarantee there's a single day in which the stock goes up, we should be able to make money right? The question is just how much we have to invest to guarantee this.
+
+Now it's time for the math. We'll use the following definitions:
+
+- $o_i$ = the share price at the opening of day $i$
+- $c_i$ = the share price at the close of day $i$
+- $d_i$ = the amount of money we want to invest at the beginning of day $i$
+
+With those definitions in place, I'd like to present the formula that is **guaranteed to make you money**. I call it *Bradlee's Investment Formula*:
+
+$c_n \sum_{i=1}^n \frac{d_i}{o_i} > \sum_{i=1}^{n} d_i$
+
+It might not look like much, but if you can manage to make it so that this formula holds true, you will be guaranteed to make money. The intuition behind the formula is this: The closing share price times the number of shares you have purchased ends up greater than the amount of money you invested.
+
+That is, on day $n$, <span style='font-size: x-small'>if you know what the closing price will be</span> you can set up the amount of money you invest that day to **guarantee you make money**. I'll even teach you to figure out how much money that is! Take a look:
+
+$
+\begin{align}
+c_n \sum_{i=1}^{n-1} \frac{d_i}{o_i} + \frac{c_nd_n}{o_n} &> \sum_{i=1}^{n-1}d_i + d_n\\
+\frac{c_nd_n}{o_n} - d_n &> \sum_{i=1}^{n-1}(d_i - \frac{c_nd_i}{o_i})\\
+d_n (\frac{c_n - o_n}{o_n}) &> \sum_{i=1}^{n-1} d_i(1 - \frac{c_n}{o_i})\\
+d_n &> \frac{o_n}{c_n - o_n} \sum_{i=1}^{n-1} d_i(1 - \frac{1}{o_i})
+\end{align}$
+
+If you invest exactly $d_n$ that day, you'll break even. But if you can make sure the money you invest is greater than that quantity on the right <span style='font-size: x-small'>(which requires that you have a crystal ball tell you the stock's closing price)</span> you are **guaranteed to make money!**
+
+# Interesting Implications
+
+On a more serious note though, the formula above tells us a couple of interesting things:
+
+1. It's impossible to make money without the closing price at some point being greater than the opening price (or vice-versa if you are short selling) - there is no amount of money you can invest that will turn things in your favor.
+2. Close prices of the past aren't important if you're concerned about the bottom line. While chart technicians use price history to make judgment calls, in the end, the closing price on anything other than the last day is irrelevant.
+3. It's possible to make money as long as there is a single day where the closing price is greater than the opening price! You might have to invest a lot to do so, but it's possible.
+4. You must make a prediction about where the stock will close at if you want to know how much to invest. That is, we can set up our investment for the day to make money if the stock goes up 1%, but if it only goes up .5% we'll still lose money.
+5. It's possible the winning move is to scale back your position. Consider the scenario:
+    - You invest money and the stock closes down the day .5%
+    - You invest tomorrow expecting the stock to go up 1%
+    - The winning investment to break even (assuming a 1% increase) is to scale back the position, since the shares you purchased at the beginning would then be profitable
+
+# Running the simulation
+
+So now that we've defined our investment formula,we need to tweak a couple things in order to make an investment strategy we can actually work with. There are two issues we need to address:
+
+1. The formula only tells us how much to invest if we want to break even ($d_n$). If we actually want to turn a profit, we need to invest more than that, which we will refer to as the **bias**.
+2. The formula assumes we know what the closing price will be on any given day. If we don't know this, we can still invest assuming the stock price will close at a level we choose. If the price doesn't meet this objective, we try again tomorrow! This predetermined closing price will be referred to as the **expectation**.
+
+Now that we've defined our *bias* and *expectation*, we can actually build a strategy we can simulate. Much like the martingale strategy told you to bet twice your previous bet in order to make money, we've designed a system that tells us how much to bet in order to make money as well.
+
+Now, let's get to the code!
+
+[1]: https://en.wikipedia.org/wiki/Gambler's_ruin
+[2]: https://en.wikipedia.org/wiki/Random_walk
+[3]: https://en.wikipedia.org/wiki/Martingale_%28betting_system%29
+
+
+```julia
+using Quandl
+api_key = ""
+daily_investment = function(current_open, current_close, purchase_history, open_history)
+    # We're not going to safeguard against divide by 0 - that's the user's responsibility
+    t1 = current_close / current_open - 1
+    t2 = sum(purchase_history - purchase_history*current_close ./ open_history)
+    return t2 / t1
+end;
+```
+
+And let's code a way to run simulations quickly:
+
+
+```julia
+is_profitable = function(current_price, purchase_history, open_history)
+    shares = sum(purchase_history ./ open_history)
+    return current_price*shares > sum(purchase_history)
+end
+
+simulate = function(name, start, init, expected, bias)
+    ticker_info = quandlget(name, from=start, api_key=api_key)
+    open_vals = ticker_info["Open"].values
+    close_vals = ticker_info["Close"].values
+    invested = [init]
+    
+    # The simulation stops once we've made a profit
+    day = 1
+    profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||
+        is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])
+    while !profitable
+        expected_close = open_vals[day+1] * expected
+        todays_purchase = daily_investment(open_vals[day+1], expected_close, invested, open_vals[1:day])
+        invested = [invested; todays_purchase + bias]
+        # expected_profit = expected_close * sum(invested ./ open_vals[1:length(invested)]) - sum(invested)
+        day += 1
+        profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||
+            is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])
+    end
+    
+    shares = sum(invested ./ open_vals[1:length(invested)])
+    max_profit = max(close_vals[day], open_vals[day+1])
+    profit = shares * max_profit - sum(invested)
+    return (invested, profit)
+end
+
+sim_summary = function(investments, profit)
+    leverages = [sum(investments[1:i]) for i=1:length(investments)]
+    max_leverage = maximum(leverages) / investments[1]
+    println("Max leverage: $(max_leverage)")
+    println("Days invested: $(length(investments))")
+    println("Profit: $profit")
+end;
+```
+
+Now, let's get some data and run a simulation! Our first test:
+
+- We'll invest 100 dollars in LMT, and expect that the stock will close up 1% every day. We'll invest $d_n$ + 10 dollars every day that we haven't turned a profit, and end the simulation once we've made a profit.
+
+
+```julia
+investments, profit = simulate("YAHOO/LMT", Date(2015, 11, 29), 100, 1.01, 10)
+sim_summary(investments, profit)
+```
+
+    Max leverage: 5.590373200042106
+    Days invested: 5
+    Profit: 0.6894803101560001
+
+
+The result: We need to invest 5.6x our initial position over a period of 5 days to make approximately .69&#162;
+
+- Now let's try the same thing, but we'll assume the stock closes up 2% instead.
+
+
+```julia
+investments, profit = simulate("YAHOO/LMT", Date(2015, 11, 29), 100, 1.02, 10)
+sim_summary(investments, profit)
+```
+
+    Max leverage: 1.854949900247809
+    Days invested: 25
+    Profit: 0.08304813163696423
+
+
+In this example, we only get up to a 1.85x leveraged position, but it takes 25 days to turn a profit of 8&#162;
+
+# Summary
+
+We've defined an investment strategy that can tell us how much to invest when we know what the closing position of a stock will be. We can tweak the strategy to actually make money, but plenty of work needs to be done so that we can optimize the money invested.
+
+In the next post I'm going to post more information about some backtests and strategy tests on this strategy (unless of course this experiment actually produces a significant profit potential, and then I'm keeping it for myself).
+
+# Side note and disclaimer
+
+The claims made in this presentation about being able to guarantee making money are intended as a joke and do not constitute investment advice of any sort.
diff --git a/blog/2016-02-03-guaranteed-money-maker/index.mdx b/blog/2016-02-03-guaranteed-money-maker/index.mdx
new file mode 100644
index 0000000..3c2eded
--- /dev/null
+++ b/blog/2016-02-03-guaranteed-money-maker/index.mdx
@@ -0,0 +1,183 @@
+---
+slug: 2016/02/guaranteed-money-maker
+title: Guaranteed money maker
+date: 2016-02-03 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Developing an investment strategy based on the Martingale betting strategy
+
+If you can see into the future, that is.
+
+<!-- truncate -->
+
+My previous class in Stochastic Calculus covered a lot of interesting topics, and the important one for today is the [Gambler's Ruin][1] problem. If you're interested in some of the theory behind it, also make sure to check out [random walks][2]. The important bit is that we studied the [Martingale Betting Strategy][3], which describes for us a **guaranteed way** to <small>eventually</small> make money.
+
+The strategy goes like this: You are going to toss a fair coin with a friend. If you guess heads or tails correctly, you get back double the money you bet. If you guess incorrectly, you lose money. How should you bet?
+
+The correct answer is that you should double your bet each time you lose. Then when you finally win, you'll be guaranteed to make back everything you lost and then &#36;1 extra! Consider the scenario:
+
+1. You bet &#36;1, and guess incorrectly. You're 1 dollar in the hole.
+2. You bet &#36;2, and guess incorrectly. You're 3 dollars in the hole now.
+3. You bet &#36;4, and guess incorrectly. You're 7 dollars in the hole.
+4. You bet &#36;8, and guess correctly! You now get back those 8 dollars you bet, plus 8 extra for winning, for a **total profit of one dollar**!
+
+Mathematically, we can prove that as long as you have unlimited money to bet, you are guaranteed to make money.
+
+## Applying the Martingale Strategy
+
+But we're all realistic people, and once you start talking about "unlimited money" eyebrows should be raised. Even still, this is an interesting strategy to investigate, and I want to apply it to the stock market. As long as we can guarantee there's a single day in which the stock goes up, we should be able to make money right? The question is just how much we have to invest to guarantee this.
+
+Now it's time for the math. We'll use the following definitions:
+
+- $o_i$ = the share price at the opening of day $i$
+- $c_i$ = the share price at the close of day $i$
+- $d_i$ = the amount of money we want to invest at the beginning of day $i$
+
+With those definitions in place, I'd like to present the formula that is **guaranteed to make you money**. I call it *Bradlee's Investment Formula*:
+
+$c_n \sum_{i=1}^n \frac{d_i}{o_i} > \sum_{i=1}^{n} d_i$
+
+It might not look like much, but if you can manage to make it so that this formula holds true, you will be guaranteed to make money. The intuition behind the formula is this: The closing share price times the number of shares you have purchased ends up greater than the amount of money you invested.
+
+That is, on day $n$, <small>if you know what the closing price will be</small> you can set up the amount of money you invest that day to **guarantee you make money**. I'll even teach you to figure out how much money that is! Take a look:
+
+$$
+\begin{align*}
+c_n \sum_{i=1}^{n-1} \frac{d_i}{o_i} + \frac{c_nd_n}{o_n} &> \sum_{i=1}^{n-1}d_i + d_n\\
+\frac{c_nd_n}{o_n} - d_n &> \sum_{i=1}^{n-1}(d_i - \frac{c_nd_i}{o_i})\\
+d_n (\frac{c_n - o_n}{o_n}) &> \sum_{i=1}^{n-1} d_i(1 - \frac{c_n}{o_i})\\
+d_n &> \frac{o_n}{c_n - o_n} \sum_{i=1}^{n-1} d_i(1 - \frac{1}{o_i})
+\end{align*}
+$$
+
+If you invest exactly $d_n$ that day, you'll break even. But if you can make sure the money you invest is greater than that quantity on the right <small>(which requires that you have a crystal ball tell you the stock's closing price)</small> you are **guaranteed to make money!**
+
+## Interesting Implications
+
+On a more serious note though, the formula above tells us a couple of interesting things:
+
+1. It's impossible to make money without the closing price at some point being greater than the opening price (or vice-versa if you are short selling) - there is no amount of money you can invest that will turn things in your favor.
+2. Close prices of the past aren't important if you're concerned about the bottom line. While chart technicians use price history to make judgment calls, in the end, the closing price on anything other than the last day is irrelevant.
+3. It's possible to make money as long as there is a single day where the closing price is greater than the opening price! You might have to invest a lot to do so, but it's possible.
+4. You must make a prediction about where the stock will close at if you want to know how much to invest. That is, we can set up our investment for the day to make money if the stock goes up 1%, but if it only goes up .5% we'll still lose money.
+5. It's possible the winning move is to scale back your position. Consider the scenario:
+    - You invest money and the stock closes down the day .5%
+    - You invest tomorrow expecting the stock to go up 1%
+    - The winning investment to break even (assuming a 1% increase) is to scale back the position, since the shares you purchased at the beginning would then be profitable
+
+## Running the simulation
+
+So now that we've defined our investment formula,we need to tweak a couple things in order to make an investment strategy we can actually work with. There are two issues we need to address:
+
+1. The formula only tells us how much to invest if we want to break even ($d_n$). If we actually want to turn a profit, we need to invest more than that, which we will refer to as the **bias**.
+2. The formula assumes we know what the closing price will be on any given day. If we don't know this, we can still invest assuming the stock price will close at a level we choose. If the price doesn't meet this objective, we try again tomorrow! This predetermined closing price will be referred to as the **expectation**.
+
+Now that we've defined our *bias* and *expectation*, we can actually build a strategy we can simulate. Much like the martingale strategy told you to bet twice your previous bet in order to make money, we've designed a system that tells us how much to bet in order to make money as well.
+
+Now, let's get to the code!
+
+[1]: https://en.wikipedia.org/wiki/Gambler's_ruin
+[2]: https://en.wikipedia.org/wiki/Random_walk
+[3]: https://en.wikipedia.org/wiki/Martingale_%28betting_system%29
+
+
+```julia
+using Quandl
+api_key = ""
+daily_investment = function(current_open, current_close, purchase_history, open_history)
+    # We're not going to safeguard against divide by 0 - that's the user's responsibility
+    t1 = current_close / current_open - 1
+    t2 = sum(purchase_history - purchase_history*current_close ./ open_history)
+    return t2 / t1
+end;
+```
+
+And let's code a way to run simulations quickly:
+
+
+```julia
+is_profitable = function(current_price, purchase_history, open_history)
+    shares = sum(purchase_history ./ open_history)
+    return current_price*shares > sum(purchase_history)
+end
+
+simulate = function(name, start, init, expected, bias)
+    ticker_info = quandlget(name, from=start, api_key=api_key)
+    open_vals = ticker_info["Open"].values
+    close_vals = ticker_info["Close"].values
+    invested = [init]
+    
+    # The simulation stops once we've made a profit
+    day = 1
+    profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||
+        is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])
+    while !profitable
+        expected_close = open_vals[day+1] * expected
+        todays_purchase = daily_investment(open_vals[day+1], expected_close, invested, open_vals[1:day])
+        invested = [invested; todays_purchase + bias]
+        # expected_profit = expected_close * sum(invested ./ open_vals[1:length(invested)]) - sum(invested)
+        day += 1
+        profitable = is_profitable(close_vals[day], invested, open_vals[1:length(invested)]) ||
+            is_profitable(open_vals[day+1], invested, open_vals[1:length(invested)])
+    end
+    
+    shares = sum(invested ./ open_vals[1:length(invested)])
+    max_profit = max(close_vals[day], open_vals[day+1])
+    profit = shares * max_profit - sum(invested)
+    return (invested, profit)
+end
+
+sim_summary = function(investments, profit)
+    leverages = [sum(investments[1:i]) for i=1:length(investments)]
+    max_leverage = maximum(leverages) / investments[1]
+    println("Max leverage: $(max_leverage)")
+    println("Days invested: $(length(investments))")
+    println("Profit: $profit")
+end;
+```
+
+Now, let's get some data and run a simulation! Our first test:
+
+- We'll invest 100 dollars in LMT, and expect that the stock will close up 1% every day. We'll invest $d_n$ + 10 dollars every day that we haven't turned a profit, and end the simulation once we've made a profit.
+
+
+```julia
+investments, profit = simulate("YAHOO/LMT", Date(2015, 11, 29), 100, 1.01, 10)
+sim_summary(investments, profit)
+```
+
+```
+    Max leverage: 5.590373200042106
+    Days invested: 5
+    Profit: 0.6894803101560001
+```
+
+The result: We need to invest 5.6x our initial position over a period of 5 days to make approximately .69&#162;
+
+- Now let's try the same thing, but we'll assume the stock closes up 2% instead.
+
+
+```julia
+investments, profit = simulate("YAHOO/LMT", Date(2015, 11, 29), 100, 1.02, 10)
+sim_summary(investments, profit)
+```
+
+```
+    Max leverage: 1.854949900247809
+    Days invested: 25
+    Profit: 0.08304813163696423
+```
+
+In this example, we only get up to a 1.85x leveraged position, but it takes 25 days to turn a profit of 8&#162;
+
+## Summary
+
+We've defined an investment strategy that can tell us how much to invest when we know what the closing position of a stock will be. We can tweak the strategy to actually make money, but plenty of work needs to be done so that we can optimize the money invested.
+
+In the next post I'm going to post more information about some backtests and strategy tests on this strategy (unless of course this experiment actually produces a significant profit potential, and then I'm keeping it for myself).
+
+### Side note and disclaimer
+
+The claims made in this presentation about being able to guarantee making money are intended as a joke and do not constitute investment advice of any sort.
\ No newline at end of file
diff --git a/blog/2016-02-26-profitability-using-the-investment-formula/_article.md b/blog/2016-02-26-profitability-using-the-investment-formula/_article.md
new file mode 100644
index 0000000..e66b059
--- /dev/null
+++ b/blog/2016-02-26-profitability-using-the-investment-formula/_article.md
@@ -0,0 +1,15 @@
+Title: Profitability using the Investment Formula
+Date: 2016-02-26
+Category: Blog
+Tags: algorithmic-trading, python
+Authors: Bradlee Speice
+Summary: After developing a formula to guide our investing, how do we actually evaluate its performance in the real world?
+[//]: <> "Modified: "
+
+{% notebook 2016-2-26-profitability-using-the-investment-formula.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\\(','\\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
diff --git a/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.ipynb b/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.ipynb
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--- /dev/null
+++ b/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.ipynb
@@ -0,0 +1,383 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Profitability using the Investment Formula\n",
+    "\n",
+    "I've previously talked about crafting an [Investment Formula][1] that would guarantee making money if you could predict which direction the stock market was going to go. This is going to be the first in a series of posts trying to flesh out what an actual investment strategy based on this formula would look like.\n",
+    "\n",
+    "But first, the formula doesn't take into account two very important things: **leverage**, and the **number of days invested**. That's why I want to set up what I'm going to call the **Profitability Score**.\n",
+    "\n",
+    "The definition is going to be very simple:\n",
+    "\n",
+    "- $p$: Profit made once you exit the investment\n",
+    "- $i$: Initial investment into the asset\n",
+    "- $m$: Maximum investment in the asset\n",
+    "- $l = m / i$: The maximum leverage of an investment, as the ratio of maximum invested to initial investment\n",
+    "- $d$: The number of days it takes to turn a profit\n",
+    "\n",
+    "$s = \\frac{1000 p}{i(l + d)} = \\frac{1000 p}{m + i\\cdot d}$\n",
+    "\n",
+    "Crazy, right? The score is simply the (normalized) profit you made divided by the leverage plus days invested. The $\\cdot 1000$ is just to turn the number into something more reasonable - people don't like hearing something with a profitability score of .001 for example.\n",
+    "\n",
+    "# Theoretical Justification\n",
+    "\n",
+    "The formula itself is designed to be simple in principle: I like making a profit, and I want to penalize the leverage you incur and days you have to invest. Ideally, we want to have a stock that goes up all the time. However, the investment formula takes advantage of a different case: trying to profit from highly volatile assets. If we can make money when the investment only has one day up, let's do it!\n",
+    "\n",
+    "Even so, there are two potential issues: First, stocks that trend upward will have a higher profitability score - both leverage and days invested will be 1. To protect against only investing in this trend, I can do things like taking $\\log(d)$. I don't want to start biasing the scoring function until I have a practical reason to do so, so right now I'll leave it standing.\n",
+    "\n",
+    "The second issue is how to penalize leverage and days invested relative to each other. As it currently stands, a leverage of 6x with only 1 day invested is the same as leveraging 2x with 3 days invested. In the future, I'd again want to look at making the impact of days invested smaller - I can get over an extra 3 days in the market if it means that I don't have to incur a highly leveraged position.\n",
+    "\n",
+    "So there could be things about the scoring function we change in the future, but I want to run some actual tests before we start worrying about things like that!\n",
+    "\n",
+    "# Running a simulation\n",
+    "\n",
+    "This won't be an incredibly rigorous backtest, I just want to see some results from the work so far. Let's set up the simulation code again, and start looking into some random stocks. **If you've read the last blog post, you can skip over the code.** The only difference is that it's been ported to python to make the data-wrangling easier. Julia doesn't yet support some of the multi-index things I'm trying to do.\n",
+    "\n",
+    "[1]: https://bspeice.github.io/guaranteed-money-maker.html"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "from Quandl import get as qget\n",
+    "%matplotlib inline\n",
+    "api_key = ''\n",
+    "\n",
+    "profitability = lambda p, i, m, d: 1000*p / (m + i*d)\n",
+    "\n",
+    "def is_profitable(current_price, purchase_history, open_history):\n",
+    "    shares = (purchase_history / open_history).sum()\n",
+    "    return current_price * shares > sum(purchase_history)\n",
+    "\n",
+    "def daily_investment(current_open, current_close, purchase_history, open_history):\n",
+    "    t1 = current_close / current_open - 1\n",
+    "    t2 = (purchase_history - purchase_history * current_close / open_history).sum()\n",
+    "    return t2 / t1\n",
+    "\n",
+    "def simulate_day(open_vals, close_vals, init, expected, bias):\n",
+    "    invested = np.array([init])\n",
+    "    \n",
+    "    day = 1\n",
+    "    profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \\\n",
+    "        or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])\n",
+    "\n",
+    "    while not profitable:\n",
+    "        expected_close = open_vals[day] * expected\n",
+    "        todays_purchase = daily_investment(open_vals[day], expected_close, invested, open_vals[0:day])\n",
+    "        invested = np.append(invested, todays_purchase + bias)\n",
+    "        # expected_profit = expected_close * (invested / open_vals[0:len(invested)]).sum() - invested.sum()\n",
+    "        day += 1\n",
+    "        profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \\\n",
+    "            or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])\n",
+    "            \n",
+    "    shares = (invested / open_vals[0:len(invested)]).sum()\n",
+    "    \n",
+    "    # Make sure we can't see into the future - we know either today's close or tomorrow's open\n",
+    "    # will be profitable, but we need to check which one.\n",
+    "    if is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]):\n",
+    "        ending_price = close_vals[day-1]\n",
+    "    else:\n",
+    "        ending_price = open_vals[day]\n",
+    "        \n",
+    "    profit = shares * ending_price - sum(invested)\n",
+    "    return invested, profit\n",
+    "\n",
+    "def simulate_ts(name, start, end, initial, expected, bias):\n",
+    "    ticker_info = qget(name, trim_start=start, api_key=api_key)\n",
+    "    evaluation_times = ticker_info[:end].index\n",
+    "    \n",
+    "    # Handle Google vs. YFinance data\n",
+    "    if \"Adjusted Close\" in ticker_info.columns:\n",
+    "        close_column = \"Adjusted Close\"\n",
+    "    else:\n",
+    "        close_column = \"Close\"\n",
+    "        \n",
+    "    sim = {d: simulate_day(ticker_info[d:][\"Open\"], ticker_info[d:][close_column],\n",
+    "                       100, 1.02, 10) for d in evaluation_times}\n",
+    "    sim_series = pd.Series(sim)\n",
+    "    result = pd.DataFrame()\n",
+    "    result[\"profit\"] = sim_series.apply(lambda x: x[1])\n",
+    "    result[\"max\"] = sim_series.apply(lambda x: max(x[0]))\n",
+    "    result[\"days\"] = sim_series.apply(lambda x: len(x[0]))\n",
+    "    result[\"score\"] = sim_series.apply(lambda x: profitability(x[1], x[0][0], max(x[0]), len(x[0])))\n",
+    "    result[\"investments\"] = sim_series.apply(lambda x: x[0])\n",
+    "    \n",
+    "    return result\n",
+    "\n",
+    "def simulate_tickers(tickers):\n",
+    "    from datetime import datetime\n",
+    "    results = {}\n",
+    "    for ticker in tickers:\n",
+    "        start = datetime(2015, 1, 1)\n",
+    "        results_df = simulate_ts(ticker, start, datetime(2016, 1, 1), 100, 1.01, 10)\n",
+    "        results[ticker] = results_df\n",
+    "        \n",
+    "    return pd.concat(list(results.values()), keys=list(results.keys()), axis=1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# And now the interesting part\n",
+    "\n",
+    "Let's start looking into the data! FANG stocks have been big over the past year, let's see how they look:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "fang_df = simulate_tickers([\"YAHOO/FB\", \"YAHOO/AAPL\", \"YAHOO/NFLX\", \"YAHOO/GOOG\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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Zg0GSJEmSJFXCDoYKNHWejnk3T1Nzb2re0OzcpfprVR3ASNT5vFXX3OqaF5jb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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d03825bda0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fang_df.xs('days', axis=1, level=1).hist()\n",
+    "plt.gcf().set_size_inches(18, 8);\n",
+    "plt.gcf().suptitle(\"Distribution of Days Until Profitability\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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i4xw32J0BAAAAANDbdDSIsM/MhkiSmQ2VtD82vkfSyEbzRsTGElq4cGH89sIL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1uro7XsXgRZBk6OjyAoTyRviA2PMxjZicCywHPPAbfeqt+JMJr9evjVzAzuMnoMhQEEBQEno1GM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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d038672278>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fang_df.xs('score', axis=1, level=1).plot()\n",
+    "plt.gcf().set_size_inches(18, 6)\n",
+    "plt.gcf().suptitle(\"Profitability score over time\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's think about these graphs. First, the histogram. What we like seeing is a lot of 1's - that means there were a lot of days that the stock went up and we didn't have to worry about actually implementing the strategy - we were able to close the trade at a profit.\n",
+    "\n",
+    "Looking at the profitability score over time though is a bit more interesting. First off, stocks that are more volatile will tend to have a higher profitability score, no two ways about that. However, Netflix consistently outperformed on this metric. We know that 2015 was a good year for Netflix, so that's a (small) sign the strategy is performing as expected.\n",
+    "\n",
+    "The final interesting note happens around the end of August 2015. Around this period, the markets were selling off in a big way due to issues in China (not unlike what's happening now). Even so, all of the FANG stocks saw an uptick in profitability around this time. This is another sign that the strategy being developed performs better during periods of volatility, rather than from riding markets up or down.\n",
+    "\n",
+    "What about FANG vs. some cyclicals?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "cyclic_df = simulate_tickers([\"YAHOO/X\", \"YAHOO/CAT\", \"YAHOO/NFLX\", \"YAHOO/GOOG\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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nBwP3Ac4eWnco8HDgUOABwCuT2OGSJEmSJGnG7TXBUFX/Dly8zE1/BfzRknUP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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d0388267f0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "cyclic_df.xs('days', axis=1, level=1).hist()\n",
+    "plt.gcf().set_size_inches(18, 8);\n",
+    "plt.gcf().suptitle(\"Distribution of Days Until Profitability\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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qrGjTtJ+TBuUMAAAAAIC+JtUgwhFjzAhJMsacIulocPtBSaMjxo0Kbotp0aJF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BN41iOP4MI9e7D1/vvRfe+9CNxzD7b97nfYfN99yHfYe/CFyUn89dgYE6hMjtu0oiBQEjE2xha7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\nhUKhUCgUpor/A9AnO0PoIItTAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d0387d1b00>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "cyclic_df.xs('score', axis=1, level=1).plot()\n",
+    "plt.gcf().set_size_inches(18, 6)\n",
+    "plt.gcf().suptitle(\"Profitability score over time\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Some more interesting results come from this as well. First off, US Steel (X) has a much smoother distribution of days until profitability - it doesn't have a huge number of values at 1 and then drop off. Intuitively, we're not terribly large fans of this, we want a stock to go up! However, on the profitability score it is the only serious contender to Netflix.\n",
+    "\n",
+    "Second, we see the same trend around August - the algorithm performs well in volatile markets.\n",
+    "\n",
+    "For a final test, let's try some biotech and ETFs!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "biotech_df = simulate_tickers(['YAHOO/REGN', 'YAHOO/CELG', 'GOOG/NASDAQ_BIB', 'GOOG/NASDAQ_IBB'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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PhRN6Gy7KWwo+muI2kO+l6HL9jnL1kp5tv1o2gvwBxVwB84C/YOdEedmz/V0R8Zxym2Mo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\nWKBTQVcCAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d03a50e198>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "biotech_df.xs('days', axis=1, level=1).hist()\n",
+    "plt.gcf().set_size_inches(18, 8);\n",
+    "plt.gcf().suptitle(\"Distribution of Days Until Profitability\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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1796dgoKCsOtrJoKIiIiIiEgj8H7T29jDkFNcqM9hqJkIEW/xKCIiIiIiIiKnFgURRERE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\nEwPB/wJHuRxTmYzUe/cEM/w/RK6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RvRo2pUfzHpzV56yV/m/XN2MmjOGQbodgZqv8cRvK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\nwvscQHjd8p2DhzwvVz3kmcgT/b2NP/d/AfaWdFU4fTe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MCYtg8Dw8+wLHmNlTwNFWWoow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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1d0384f2cf8>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "biotech_df.xs('score', axis=1, level=1).plot()\n",
+    "plt.gcf().set_size_inches(18, 6)\n",
+    "plt.gcf().suptitle(\"Profitability score over time\", fontsize=18);"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this example, we don't see a whole lot of interesting things: the scores are all fairly close together with notable exceptions in late August, and mid-October.\n",
+    "\n",
+    "What is interesting is that during the volatile period, the ETF's performed significantly better than the stocks did in terms of profitability. The leveraged ETF (BIB) performed far above anyone else, and it appears that indeed, it is most profitable during volatile periods. Even so, it was far more likely to take multiple days to give a return. Its count of 1-day investments trails the other ETF and both stocks by a decent margin.\n",
+    "\n",
+    "And consider me an OCD freak, but I just really like Celgene's distribution - it looks nice and smooth."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Summary and plans for the next post\n",
+    "\n",
+    "So far I'm really enjoying playing with this strategy - there's a lot of depth here to understand, though the preliminary results seem to indicate that it profits mostly from taking the other side of a volatile trade. I'd be interested to run results later on data from January - It's been a particularly volatile start to the year so it would be neat to see whether this strategy would work then.\n",
+    "\n",
+    "For the next post, I want to start playing with some of the parameters: How do the bias and expected close influence the process? The values have been fairly conservative so far, it will be interesting to see how the simulations respond afterward."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.md b/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.md
new file mode 100644
index 0000000..1d555c3
--- /dev/null
+++ b/blog/2016-02-26-profitability-using-the-investment-formula/_notebook.md
@@ -0,0 +1,237 @@
+# Profitability using the Investment Formula
+
+I've previously talked about crafting an [Investment Formula][1] that would guarantee making money if you could predict which direction the stock market was going to go. This is going to be the first in a series of posts trying to flesh out what an actual investment strategy based on this formula would look like.
+
+But first, the formula doesn't take into account two very important things: **leverage**, and the **number of days invested**. That's why I want to set up what I'm going to call the **Profitability Score**.
+
+The definition is going to be very simple:
+
+- $p$: Profit made once you exit the investment
+- $i$: Initial investment into the asset
+- $m$: Maximum investment in the asset
+- $l = m / i$: The maximum leverage of an investment, as the ratio of maximum invested to initial investment
+- $d$: The number of days it takes to turn a profit
+
+$s = \frac{1000 p}{i(l + d)} = \frac{1000 p}{m + i\cdot d}$
+
+Crazy, right? The score is simply the (normalized) profit you made divided by the leverage plus days invested. The $\cdot 1000$ is just to turn the number into something more reasonable - people don't like hearing something with a profitability score of .001 for example.
+
+# Theoretical Justification
+
+The formula itself is designed to be simple in principle: I like making a profit, and I want to penalize the leverage you incur and days you have to invest. Ideally, we want to have a stock that goes up all the time. However, the investment formula takes advantage of a different case: trying to profit from highly volatile assets. If we can make money when the investment only has one day up, let's do it!
+
+Even so, there are two potential issues: First, stocks that trend upward will have a higher profitability score - both leverage and days invested will be 1. To protect against only investing in this trend, I can do things like taking $\log(d)$. I don't want to start biasing the scoring function until I have a practical reason to do so, so right now I'll leave it standing.
+
+The second issue is how to penalize leverage and days invested relative to each other. As it currently stands, a leverage of 6x with only 1 day invested is the same as leveraging 2x with 3 days invested. In the future, I'd again want to look at making the impact of days invested smaller - I can get over an extra 3 days in the market if it means that I don't have to incur a highly leveraged position.
+
+So there could be things about the scoring function we change in the future, but I want to run some actual tests before we start worrying about things like that!
+
+# Running a simulation
+
+This won't be an incredibly rigorous backtest, I just want to see some results from the work so far. Let's set up the simulation code again, and start looking into some random stocks. **If you've read the last blog post, you can skip over the code.** The only difference is that it's been ported to python to make the data-wrangling easier. Julia doesn't yet support some of the multi-index things I'm trying to do.
+
+[1]: https://bspeice.github.io/guaranteed-money-maker.html
+
+
+```python
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+from Quandl import get as qget
+%matplotlib inline
+api_key = ''
+
+profitability = lambda p, i, m, d: 1000*p / (m + i*d)
+
+def is_profitable(current_price, purchase_history, open_history):
+    shares = (purchase_history / open_history).sum()
+    return current_price * shares > sum(purchase_history)
+
+def daily_investment(current_open, current_close, purchase_history, open_history):
+    t1 = current_close / current_open - 1
+    t2 = (purchase_history - purchase_history * current_close / open_history).sum()
+    return t2 / t1
+
+def simulate_day(open_vals, close_vals, init, expected, bias):
+    invested = np.array([init])
+    
+    day = 1
+    profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \
+        or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])
+
+    while not profitable:
+        expected_close = open_vals[day] * expected
+        todays_purchase = daily_investment(open_vals[day], expected_close, invested, open_vals[0:day])
+        invested = np.append(invested, todays_purchase + bias)
+        # expected_profit = expected_close * (invested / open_vals[0:len(invested)]).sum() - invested.sum()
+        day += 1
+        profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \
+            or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])
+            
+    shares = (invested / open_vals[0:len(invested)]).sum()
+    
+    # Make sure we can't see into the future - we know either today's close or tomorrow's open
+    # will be profitable, but we need to check which one.
+    if is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]):
+        ending_price = close_vals[day-1]
+    else:
+        ending_price = open_vals[day]
+        
+    profit = shares * ending_price - sum(invested)
+    return invested, profit
+
+def simulate_ts(name, start, end, initial, expected, bias):
+    ticker_info = qget(name, trim_start=start, api_key=api_key)
+    evaluation_times = ticker_info[:end].index
+    
+    # Handle Google vs. YFinance data
+    if "Adjusted Close" in ticker_info.columns:
+        close_column = "Adjusted Close"
+    else:
+        close_column = "Close"
+        
+    sim = {d: simulate_day(ticker_info[d:]["Open"], ticker_info[d:][close_column],
+                       100, 1.02, 10) for d in evaluation_times}
+    sim_series = pd.Series(sim)
+    result = pd.DataFrame()
+    result["profit"] = sim_series.apply(lambda x: x[1])
+    result["max"] = sim_series.apply(lambda x: max(x[0]))
+    result["days"] = sim_series.apply(lambda x: len(x[0]))
+    result["score"] = sim_series.apply(lambda x: profitability(x[1], x[0][0], max(x[0]), len(x[0])))
+    result["investments"] = sim_series.apply(lambda x: x[0])
+    
+    return result
+
+def simulate_tickers(tickers):
+    from datetime import datetime
+    results = {}
+    for ticker in tickers:
+        start = datetime(2015, 1, 1)
+        results_df = simulate_ts(ticker, start, datetime(2016, 1, 1), 100, 1.01, 10)
+        results[ticker] = results_df
+        
+    return pd.concat(list(results.values()), keys=list(results.keys()), axis=1)
+```
+
+# And now the interesting part
+
+Let's start looking into the data! FANG stocks have been big over the past year, let's see how they look:
+
+
+```python
+fang_df = simulate_tickers(["YAHOO/FB", "YAHOO/AAPL", "YAHOO/NFLX", "YAHOO/GOOG"])
+```
+
+
+```python
+fang_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_4_0.png)
+    
+
+
+
+```python
+fang_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_5_0.png)
+    
+
+
+Let's think about these graphs. First, the histogram. What we like seeing is a lot of 1's - that means there were a lot of days that the stock went up and we didn't have to worry about actually implementing the strategy - we were able to close the trade at a profit.
+
+Looking at the profitability score over time though is a bit more interesting. First off, stocks that are more volatile will tend to have a higher profitability score, no two ways about that. However, Netflix consistently outperformed on this metric. We know that 2015 was a good year for Netflix, so that's a (small) sign the strategy is performing as expected.
+
+The final interesting note happens around the end of August 2015. Around this period, the markets were selling off in a big way due to issues in China (not unlike what's happening now). Even so, all of the FANG stocks saw an uptick in profitability around this time. This is another sign that the strategy being developed performs better during periods of volatility, rather than from riding markets up or down.
+
+What about FANG vs. some cyclicals?
+
+
+```python
+cyclic_df = simulate_tickers(["YAHOO/X", "YAHOO/CAT", "YAHOO/NFLX", "YAHOO/GOOG"])
+```
+
+
+```python
+cyclic_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_8_0.png)
+    
+
+
+
+```python
+cyclic_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_9_0.png)
+    
+
+
+Some more interesting results come from this as well. First off, US Steel (X) has a much smoother distribution of days until profitability - it doesn't have a huge number of values at 1 and then drop off. Intuitively, we're not terribly large fans of this, we want a stock to go up! However, on the profitability score it is the only serious contender to Netflix.
+
+Second, we see the same trend around August - the algorithm performs well in volatile markets.
+
+For a final test, let's try some biotech and ETFs!
+
+
+```python
+biotech_df = simulate_tickers(['YAHOO/REGN', 'YAHOO/CELG', 'GOOG/NASDAQ_BIB', 'GOOG/NASDAQ_IBB'])
+```
+
+
+```python
+biotech_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_12_0.png)
+    
+
+
+
+```python
+biotech_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+
+
+    
+![png](_notebook_files/_notebook_13_0.png)
+    
+
+
+In this example, we don't see a whole lot of interesting things: the scores are all fairly close together with notable exceptions in late August, and mid-October.
+
+What is interesting is that during the volatile period, the ETF's performed significantly better than the stocks did in terms of profitability. The leveraged ETF (BIB) performed far above anyone else, and it appears that indeed, it is most profitable during volatile periods. Even so, it was far more likely to take multiple days to give a return. Its count of 1-day investments trails the other ETF and both stocks by a decent margin.
+
+And consider me an OCD freak, but I just really like Celgene's distribution - it looks nice and smooth.
+
+# Summary and plans for the next post
+
+So far I'm really enjoying playing with this strategy - there's a lot of depth here to understand, though the preliminary results seem to indicate that it profits mostly from taking the other side of a volatile trade. I'd be interested to run results later on data from January - It's been a particularly volatile start to the year so it would be neat to see whether this strategy would work then.
+
+For the next post, I want to start playing with some of the parameters: How do the bias and expected close influence the process? The values have been fairly conservative so far, it will be interesting to see how the simulations respond afterward.
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+---
+slug: 2016/02/profitability-using-the-investment-formula
+title: Profitability using the investment formula
+date: 2016-02-26 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+After developing a formula to guide our investing, how do we actually evaluate its performance in the real world?
+
+<!-- truncate -->
+
+I've previously talked about crafting an [Investment Formula](../2016-02-03-guaranteed-money-maker/index.mdx) that would guarantee making money if you could predict which direction the stock market was going to go. This is going to be the first in a series of posts trying to flesh out what an actual investment strategy based on this formula would look like.
+
+But first, the formula doesn't take into account two very important things: **leverage**, and the **number of days invested**. That's why I want to set up what I'm going to call the **Profitability Score**.
+
+The definition is going to be very simple:
+
+- $p$: Profit made once you exit the investment
+- $i$: Initial investment into the asset
+- $m$: Maximum investment in the asset
+- $l = m / i$: The maximum leverage of an investment, as the ratio of maximum invested to initial investment
+- $d$: The number of days it takes to turn a profit
+
+$s = \frac{1000 p}{i(l + d)} = \frac{1000 p}{m + i\cdot d}$
+
+Crazy, right? The score is simply the (normalized) profit you made divided by the leverage plus days invested. The $\cdot 1000$ is just to turn the number into something more reasonable - people don't like hearing something with a profitability score of .001 for example.
+
+## Theoretical Justification
+
+The formula itself is designed to be simple in principle: I like making a profit, and I want to penalize the leverage you incur and days you have to invest. Ideally, we want to have a stock that goes up all the time. However, the investment formula takes advantage of a different case: trying to profit from highly volatile assets. If we can make money when the investment only has one day up, let's do it!
+
+Even so, there are two potential issues: First, stocks that trend upward will have a higher profitability score - both leverage and days invested will be 1. To protect against only investing in this trend, I can do things like taking $\log(d)$. I don't want to start biasing the scoring function until I have a practical reason to do so, so right now I'll leave it standing.
+
+The second issue is how to penalize leverage and days invested relative to each other. As it currently stands, a leverage of 6x with only 1 day invested is the same as leveraging 2x with 3 days invested. In the future, I'd again want to look at making the impact of days invested smaller - I can get over an extra 3 days in the market if it means that I don't have to incur a highly leveraged position.
+
+So there could be things about the scoring function we change in the future, but I want to run some actual tests before we start worrying about things like that!
+
+## Running a simulation
+
+This won't be an incredibly rigorous backtest, I just want to see some results from the work so far. Let's set up the simulation code again, and start looking into some random stocks. **If you've read the last blog post, you can skip over the code.** The only difference is that it's been ported to python to make the data-wrangling easier. Julia doesn't yet support some of the multi-index things I'm trying to do.
+
+
+```python
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+from Quandl import get as qget
+%matplotlib inline
+api_key = ''
+
+profitability = lambda p, i, m, d: 1000*p / (m + i*d)
+
+def is_profitable(current_price, purchase_history, open_history):
+    shares = (purchase_history / open_history).sum()
+    return current_price * shares > sum(purchase_history)
+
+def daily_investment(current_open, current_close, purchase_history, open_history):
+    t1 = current_close / current_open - 1
+    t2 = (purchase_history - purchase_history * current_close / open_history).sum()
+    return t2 / t1
+
+def simulate_day(open_vals, close_vals, init, expected, bias):
+    invested = np.array([init])
+    
+    day = 1
+    profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \
+        or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])
+
+    while not profitable:
+        expected_close = open_vals[day] * expected
+        todays_purchase = daily_investment(open_vals[day], expected_close, invested, open_vals[0:day])
+        invested = np.append(invested, todays_purchase + bias)
+        # expected_profit = expected_close * (invested / open_vals[0:len(invested)]).sum() - invested.sum()
+        day += 1
+        profitable = is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]) \
+            or is_profitable(open_vals[day], invested, open_vals[0:len(invested)])
+            
+    shares = (invested / open_vals[0:len(invested)]).sum()
+    
+    # Make sure we can't see into the future - we know either today's close or tomorrow's open
+    # will be profitable, but we need to check which one.
+    if is_profitable(close_vals[day-1], invested, open_vals[0:len(invested)]):
+        ending_price = close_vals[day-1]
+    else:
+        ending_price = open_vals[day]
+        
+    profit = shares * ending_price - sum(invested)
+    return invested, profit
+
+def simulate_ts(name, start, end, initial, expected, bias):
+    ticker_info = qget(name, trim_start=start, api_key=api_key)
+    evaluation_times = ticker_info[:end].index
+    
+    # Handle Google vs. YFinance data
+    if "Adjusted Close" in ticker_info.columns:
+        close_column = "Adjusted Close"
+    else:
+        close_column = "Close"
+        
+    sim = {d: simulate_day(ticker_info[d:]["Open"], ticker_info[d:][close_column],
+                       100, 1.02, 10) for d in evaluation_times}
+    sim_series = pd.Series(sim)
+    result = pd.DataFrame()
+    result["profit"] = sim_series.apply(lambda x: x[1])
+    result["max"] = sim_series.apply(lambda x: max(x[0]))
+    result["days"] = sim_series.apply(lambda x: len(x[0]))
+    result["score"] = sim_series.apply(lambda x: profitability(x[1], x[0][0], max(x[0]), len(x[0])))
+    result["investments"] = sim_series.apply(lambda x: x[0])
+    
+    return result
+
+def simulate_tickers(tickers):
+    from datetime import datetime
+    results = {}
+    for ticker in tickers:
+        start = datetime(2015, 1, 1)
+        results_df = simulate_ts(ticker, start, datetime(2016, 1, 1), 100, 1.01, 10)
+        results[ticker] = results_df
+        
+    return pd.concat(list(results.values()), keys=list(results.keys()), axis=1)
+```
+
+## And now the interesting part
+
+Let's start looking into the data! FANG stocks have been big over the past year, let's see how they look:
+
+
+```python
+fang_df = simulate_tickers(["YAHOO/FB", "YAHOO/AAPL", "YAHOO/NFLX", "YAHOO/GOOG"])
+```
+
+```python
+fang_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+
+![png](_notebook_files/_notebook_4_0.png)
+
+```python
+fang_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+    
+![png](_notebook_files/_notebook_5_0.png)
+    
+Let's think about these graphs. First, the histogram. What we like seeing is a lot of 1's - that means there were a lot of days that the stock went up and we didn't have to worry about actually implementing the strategy - we were able to close the trade at a profit.
+
+Looking at the profitability score over time though is a bit more interesting. First off, stocks that are more volatile will tend to have a higher profitability score, no two ways about that. However, Netflix consistently outperformed on this metric. We know that 2015 was a good year for Netflix, so that's a (small) sign the strategy is performing as expected.
+
+The final interesting note happens around the end of August 2015. Around this period, the markets were selling off in a big way due to issues in China (not unlike what's happening now). Even so, all of the FANG stocks saw an uptick in profitability around this time. This is another sign that the strategy being developed performs better during periods of volatility, rather than from riding markets up or down.
+
+What about FANG vs. some cyclicals?
+
+```python
+cyclic_df = simulate_tickers(["YAHOO/X", "YAHOO/CAT", "YAHOO/NFLX", "YAHOO/GOOG"])
+```
+
+```python
+cyclic_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+    
+![png](_notebook_files/_notebook_8_0.png)
+    
+
+```python
+cyclic_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+
+![png](_notebook_files/_notebook_9_0.png)
+
+Some more interesting results come from this as well. First off, US Steel (X) has a much smoother distribution of days until profitability - it doesn't have a huge number of values at 1 and then drop off. Intuitively, we're not terribly large fans of this, we want a stock to go up! However, on the profitability score it is the only serious contender to Netflix.
+
+Second, we see the same trend around August - the algorithm performs well in volatile markets.
+
+For a final test, let's try some biotech and ETFs!
+
+```python
+biotech_df = simulate_tickers(['YAHOO/REGN', 'YAHOO/CELG', 'GOOG/NASDAQ_BIB', 'GOOG/NASDAQ_IBB'])
+```
+
+```python
+biotech_df.xs('days', axis=1, level=1).hist()
+plt.gcf().set_size_inches(18, 8);
+plt.gcf().suptitle("Distribution of Days Until Profitability", fontsize=18);
+```
+    
+![png](_notebook_files/_notebook_12_0.png)
+    
+```python
+biotech_df.xs('score', axis=1, level=1).plot()
+plt.gcf().set_size_inches(18, 6)
+plt.gcf().suptitle("Profitability score over time", fontsize=18);
+```
+    
+![png](_notebook_files/_notebook_13_0.png)
+
+In this example, we don't see a whole lot of interesting things: the scores are all fairly close together with notable exceptions in late August, and mid-October.
+
+What is interesting is that during the volatile period, the ETF's performed significantly better than the stocks did in terms of profitability. The leveraged ETF (BIB) performed far above anyone else, and it appears that indeed, it is most profitable during volatile periods. Even so, it was far more likely to take multiple days to give a return. Its count of 1-day investments trails the other ETF and both stocks by a decent margin.
+
+And consider me an OCD freak, but I just really like Celgene's distribution - it looks nice and smooth.
+
+## Summary and plans for the next post
+
+So far I'm really enjoying playing with this strategy - there's a lot of depth here to understand, though the preliminary results seem to indicate that it profits mostly from taking the other side of a volatile trade. I'd be interested to run results later on data from January - It's been a particularly volatile start to the year so it would be neat to see whether this strategy would work then.
+
+For the next post, I want to start playing with some of the parameters: How do the bias and expected close influence the process? The values have been fairly conservative so far, it will be interesting to see how the simulations respond afterward.
\ No newline at end of file
diff --git a/blog/2016-03-05-predicting-santander-customer-happiness/_article.md b/blog/2016-03-05-predicting-santander-customer-happiness/_article.md
new file mode 100644
index 0000000..af9c95f
--- /dev/null
+++ b/blog/2016-03-05-predicting-santander-customer-happiness/_article.md
@@ -0,0 +1,16 @@
+Title: Predicting Santander Customer Happiness
+Date: 2016-03-05
+Category: Blog
+Tags: machine learning, data science, kaggle
+Authors: Bradlee Speice
+Summary: My first real-world data challenge: predicting whether a bank's customers will be happy.
+[//]: <> "Modified: "
+
+{% notebook 2016-3-5-predicting-santander-customer-happiness.ipynb %}
+
+<script type="text/x-mathjax-config">
+# MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
+
diff --git a/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.ipynb b/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.ipynb
new file mode 100644
index 0000000..8ba9f81
--- /dev/null
+++ b/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.ipynb
@@ -0,0 +1,436 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### My first Kaggle competition\n",
+    "\n",
+    "It's time! After embarking on a Machine Learning class this semester, and with a Saturday in which I don't have much planned, I wanted to put this class and training to work. It's my first competition submission. I want to walk you guys through how I'm approaching this problem, because I thought it would be really neat. The competition is Banco Santander's [Santander Customer Satisfaction][1] competition. It seemed like an easy enough problem I could actually make decent progress on it.\n",
+    "\n",
+    "# Data Exploration\n",
+    "\n",
+    "First up: we need to load our data and do some exploratory work. Because we're going to be using this data for model selection prior to testing, we need to make a further split. I've already gone ahead and done this work, please see the code in the [appendix below](#Appendix).\n",
+    "\n",
+    "[1]: https://www.kaggle.com/c/santander-customer-satisfaction"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "%matplotlib inline\n",
+    "\n",
+    "# Record how long it takes to run the notebook - I'm curious.\n",
+    "from datetime import datetime\n",
+    "start = datetime.now()\n",
+    "\n",
+    "dataset = pd.read_csv('split_train.csv')\n",
+    "dataset.index = dataset.ID\n",
+    "X = dataset.drop(['TARGET', 'ID', 'ID.1'], 1)\n",
+    "y = dataset.TARGET"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "array([0, 1], dtype=int64)"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "y.unique()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "369"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "len(X.columns)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Okay, so there are only [two classes we're predicting][2]: 1 for unsatisfied customers, 0 for satisfied customers. I would have preferred this to be something more like a regression, or predicting multiple classes: maybe the customer isn't the most happy, but is nowhere near closing their accounts. For now though, that's just the data we're working with.\n",
+    "\n",
+    "Now, I'd like to make a scatter matrix of everything going on. Unfortunately as noted above, we have 369 different features. There's no way I can graphically make sense of that much data to start with.\n",
+    "\n",
+    "We're also not told what the data actually represents: Are these survey results? Average time between contact with a customer care person? Frequency of contacting a customer care person? The idea is that I need to reduce the number of dimensions we're predicting across.\n",
+    "\n",
+    "## Dimensionality Reduction pt. 1 - Binary Classifiers\n",
+    "\n",
+    "My first attempt to reduce the data dimensionality is to find all the binary classifiers in the dataset \\(i.e. 0 or 1 values\\) and see if any of those are good \\(or anti-good\\) predictors of the final data.\n",
+    "\n",
+    "[2]: https://www.kaggle.com/c/santander-customer-satisfaction/data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "111"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "cols = X.columns\n",
+    "b_class = []\n",
+    "for c in cols:\n",
+    "    if len(X[c].unique()) == 2:\n",
+    "        b_class.append(c)\n",
+    "        \n",
+    "len(b_class)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "So there are 111 features in the dataset that are a binary label. Let's see if any of them are good at predicting the users satisfaction!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Accuracy</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>count</th>\n",
+       "      <td>111.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>mean</th>\n",
+       "      <td>0.905159</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>std</th>\n",
+       "      <td>0.180602</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>min</th>\n",
+       "      <td>0.043598</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>25%</th>\n",
+       "      <td>0.937329</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>50%</th>\n",
+       "      <td>0.959372</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>75%</th>\n",
+       "      <td>0.960837</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>max</th>\n",
+       "      <td>0.960837</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "         Accuracy\n",
+       "count  111.000000\n",
+       "mean     0.905159\n",
+       "std      0.180602\n",
+       "min      0.043598\n",
+       "25%      0.937329\n",
+       "50%      0.959372\n",
+       "75%      0.960837\n",
+       "max      0.960837"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# First we need to `binarize` the data to 0-1; some of the labels are {0, 1},\n",
+    "# some are {0, 3}, etc.\n",
+    "from sklearn.preprocessing import binarize\n",
+    "X_bin = binarize(X[b_class])\n",
+    "\n",
+    "accuracy = [np.mean(X_bin[:,i] == y) for i in range(0, len(b_class))]\n",
+    "acc_df = pd.DataFrame({\"Accuracy\": accuracy}, index=b_class)\n",
+    "acc_df.describe()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Wow! Looks like we've got some incredibly predictive features! So much so that we should be a bit concerned. My initial guess for what's happening is that we have a sparsity issue: so many of the values are 0, and these likely happen to line up with satisfied customers.\n",
+    "\n",
+    "So the question we must now answer, which I likely should have asked long before now: What exactly is the distribution of un/satisfied customers?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Satisfied customers: 51131; Unsatisfied customers: 2083\n",
+      "Naive guess accuracy: 0.9608561656706882\n"
+     ]
+    }
+   ],
+   "source": [
+    "unsat = y[y == 1].count()\n",
+    "print(\"Satisfied customers: {}; Unsatisfied customers: {}\".format(len(y) - unsat, unsat))\n",
+    "naive_guess = np.mean(y == np.zeros(len(y)))\n",
+    "print(\"Naive guess accuracy: {}\".format(naive_guess))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This is a bit discouraging. A naive guess of \"always satisfied\" performs as well as our best individual binary classifier. What this tells me then, is that these data columns aren't incredibly helpful in prediction. I'd be interested in a polynomial expansion of this data-set, but for now, that's more computation than I want to take on.\n",
+    "\n",
+    "# Dimensionality Reduction pt. 2 - LDA\n",
+    "\n",
+    "Knowing that our naive guess performs so well is a blessing and a curse:\n",
+    "\n",
+    "- Curse: The threshold for performance is incredibly high: We can only \"improve\" over the naive guess by 4%\n",
+    "- Blessing: All the binary classification features we just discovered are worthless on their own. We can throw them out and reduce the data dimensionality from 369 to 111.\n",
+    "\n",
+    "Now, in removing these features from the dataset, I'm not saying that there is no \"information\" contained within them. There might be. But the only way we'd know is through a polynomial expansion, and I'm not going to take that on within this post.\n",
+    "\n",
+    "My initial thought for a \"next guess\" is to use the [LDA][3] model for dimensionality reduction. However, it can only reduce dimensions to $1 - p$, with $p$ being the number of classes. Since this is a binary classification, every LDA model that I try will have dimensionality one; when I actually try this, the predictor ends up being slightly less accurate than the naive guess.\n",
+    "\n",
+    "Instead, let's take a different approach to dimensionality reduction: [principle components analysis][4]. This allows us to perform the dimensionality reduction without worrying about the number of classes. Then, we'll use a [Gaussian Naive Bayes][5] model to actually do the prediction. This model is chosen simply because it doesn't take a long time to fit and compute; because PCA will take so long, I just want a prediction at the end of this. We can worry about using a more sophisticated LDA/QDA/SVM model later.\n",
+    "\n",
+    "Now into the actual process: We're going to test out PCA dimensionality reduction from 1 - 20 dimensions, and then predict using a Gaussian Naive Bayes model. The 20 dimensions upper limit was selected because the accuracy never improves after you get beyond that \\(I found out by running it myself\\). Hopefully, we'll find that we can create a model better than the naive guess.\n",
+    "\n",
+    "[3]:http://scikit-learn.org/stable/modules/lda_qda.html\n",
+    "[4]:http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html\n",
+    "[5]:http://scikit-learn.org/stable/modules/naive_bayes.html#gaussian-naive-bayes"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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CjxBCJ2AhMAZYCbwOTI4xvlutzc3A6hjjzBBCfxKB+NAY4/oax3KCD7Upw4bB\n734Hw4enuxJJktQULTLBR4xxB/Ad4DlgATAnxvhuCOGCEML5Vc1+DHwhhDAfeB64rGYoltoih1NI\nktRxNOqRajHGZ4ADamz7r2qvV5IYZyy1KwZjSZI6Dme+k+phMJYkqeMwGEv1MBhLktRxGIylehiM\nJUnqOAzGUj0MxpIkdRwGY6keBmNJkjqOBp9jnNKT+RxjtTE7dkD37vDJJ5Cdne5qJElSY7XIc4yl\njqxTJ+jfH1auTHclkiSppRmMpQY4nEKSpI7BYCw1wGAsSVLHYDCWGmAwliSpYzAYSw0wGEuS1DEY\njKUGGIwlSeoYDMZSAwzGkiR1DAZjqQEGY0mSOgYn+JAaUFkJOTmweXPiucaSJCnzOcGH1AK6dIH8\nfPjww3RXIkmSWpLBWGqEwkKHU0iS1N4ZjKVGcJyxJEntn8FYagSDsSRJ7Z/BWGoEg7EkSe2fwVhq\nBIOxJEntn8FYagSDsSRJ7Z/BWGoEg7EkSe2fE3xIjbB5M/Tpk/iZ5V8nJUnKeE7wIbWQ7t2hVy9Y\nuzbdlUiSpJZiMJYayeEUkiS1bwZjqZEMxpIktW8GY6mRDMaSJLVvBmOpkYqKoKws3VVIkqSWYjCW\nGskeY0mS2jeDsdRIBmNJkto3g7HUSAZjSZLaN4Ox1EiFhYlg7Bw1kiS1TwZjqZF69YLsbNiwId2V\nSJKklmAwlprA4RSSJLVfBmOpCQzGkiS1XwZjqQkMxpIktV8GY6kJDMaSJLVfBmOpCXY9mUKSJLU/\nBmOpCewxliSp/TIYS01gMJYkqf0yGEtNYDCWJKn9MhhLTdCnD2zfDhUV6a5EkiSlmsFYaoIQEr3G\nZWXprkSSJKWawVhqIodTSJLUPhmMpSYyGEuS1D4ZjKUmMhhLktQ+GYylJjIYS5LUPhmMpSYyGEuS\n1D4ZjKUmMhhLktQ+GYylJvJxbZIktU8GY6mJCgpg40bYvDndlUiSpFQyGEtNFAIUFtprLElSe2Mw\nlvaC44wlSWp/DMbSXjAYS5LU/hiMpb1gMJYkqf0xGEt7wWAsSVL7YzCW9oLBWJKk9qdRwTiEcEII\n4b0QwqIQwuV1tBkdQngrhPBOCOHF1JYpZRaDsSRJ7U/nhhqEELKAXwBjgL8Db4QQfhtjfK9am1zg\nZmBsjLEshFDQUgVLmcBgLElS+9OYHuNRwOIY47IY4zZgDnBqjTZTgF/FGMsAYoxrU1umlFn69YP1\n66GyMt3G3FU+AAATCUlEQVSVSJKkVGlMMC4EPqi2vqJqW3X7A31DCC+GEN4IIUxNVYFSJurUCQYM\ngL//Pd2VSJKkVGlwKEUTjnME8GWgJ/CnEMKfYoxLUnR8KePsGk4xdGi6K5EkSanQmGBcBgyutl5U\nta26FcDaGOMWYEsI4ffAocAewbikpCT5evTo0YwePbppFUsZwnHGkiRljtLSUkpLS5t1jBBjrL9B\nCJ2AhSRuvlsJvA5MjjG+W63NgcDPgROArsBrwJkxxr/WOFZs6HxSW/Hd78KgQXDJJemuRJIk1RRC\nIMYYmvKeBnuMY4w7QgjfAZ4jMSb5zhjjuyGECxK74+0xxvdCCM8C84EdwO01Q7HU3hQVwfLl6a5C\nkiSlSoM9xik9mT3GakcefjixPPpouiuRJEk17U2PsTPfSXvJMcaSJLUvBmNpLxmMJUlqXxxKIe2l\nbdugZ0/YtAk6p+rBh5IkKSUcSiG1ouxsKCiAVavSXYkkSUoFg7HUDA6nkCSp/TAYS81QVARlNae7\nkSRJbZLBWGoGe4wlSWo/DMZSMxiMJUlqPwzGUjMYjCVJaj8MxlIzGIwlSWo/DMZSMxiMJUlqP5zg\nQ2qGLVsgNxc2b4Ys/5opSVLGcIIPqZV165YIxmvWpLsSSZLUXAZjqZkcTiFJUvtgMJaayWAsSVL7\nYDCWmqmw0GAsSVJ7YDCWmskeY0mS2geDsdRMBmNJktoHg7HUTAZjSZLaB4Ox1EwGY0mS2gcn+JCa\naeNG2Gcf2LQJQpMeIy5JklqKE3xIaZCTk5joY/36dFciSZKaw2AspYDDKSRJavsMxlIKGIwlSWr7\nDMZSChiMJUlq+wzGUgoYjCVJavsMxlIKGIwlSWr7DMZSChiMJUlq+wzGUgoUFUFZWbqrkCRJzWEw\nllLAHmNJkto+g7GUAr17Q4xQUZHuSiRJ0t4yGEspEIK9xpIktXUGYylFDMaSJLVtBmMpRQzGkiS1\nbQZjKUUMxpIktW0GYylFDMaSJLVtBmMpRQzGkiS1bQZjKUUKCw3GkiS1ZQZjKUXsMZYkqW0zGEsp\nkp8PmzbBJ5+kuxJJkrQ3DMZSiuya5KOsLN2VSJKkvWEwllLI4RSSJLVdBmMphQzGkiS1XQZjKYUM\nxpIktV0GYymFDMaSJLVdBmMphQzGkiS1XQZjKYUMxpIktV0GYymFDMaSJLVdIcbYeicLIbbm+aTW\ntnMndOsGFRWJn5IkKT1CCMQYQ1PeY4+xlEJZWTBoEPz97+muRJIkNZXBWEoxZ7+TJKltMhhLKeY4\nY0mS2iaDsZRiBmNJktomg7GUYgZjSZLaJoOxlGIGY0mS2iaDsZRiBmNJktomg7GUYgZjSZLaJif4\nkFJs+3bo0QM++QSys9NdjSRJHVOLTfARQjghhPBeCGFRCOHyetqNDCFsCyGc3pQipPakc2fo1w9W\nrUp3JZIkqSkaDMYhhCzgF8A4YAQwOYRwYB3t/hN4NtVFSm2NwykkSWp7GtNjPApYHGNcFmPcBswB\nTq2l3b8AjwKrU1if1CYVFhqMJUlqaxoTjAuBD6qtr6jalhRCGAScFmO8FWjSWA6pPbLHWJKktidV\nT6W4Aag+9thwrA7NYCxJUtvTuRFtyoDB1daLqrZV9zlgTgghAAXAiSGEbTHGx2oerKSkJPl69OjR\njB49uoklS5mvqAjefDPdVUiS1HGUlpZSWlrarGM0+Li2EEInYCEwBlgJvA5MjjG+W0f7u4DHY4y/\nrmWfj2tTh/DyyzBjBvzhD+muRJKkjmlvHtfWYI9xjHFHCOE7wHMkhl7cGWN8N4RwQWJ3vL3mW5pS\ngNQeOZRCkqS2xwk+pBawdSv06gWbN0OnTumuRpKkjqfFJviQ1DRdu0JeHqz24YWSJLUZBmOphTic\nQpKktsVgLLUQg7EkSW2LwVhqIQZjSZLaFoOx1EIMxpIktS0GY6mFFBVBWc2pcCRJUsYyGEstxB5j\nSZLaFoOx1EIMxpIktS1O8CG1kE2bID8/8TM06fHikiSpuZzgQ8ogPXoklnXr0l2JJElqDIOx1IIc\nTiFJUtthMJZakMFYkqS2w2AstSCDsSRJbYfBWGpBBmNJktoOg7HUggzGkiS1HQZjqQUVFhqMJUlq\nKwzGUguyx1iSpLbDYCy1oF3B2HltJEnKfAZjqQX17g1ZWfDRR+muRJIkNcRgLLUwh1NIktQ2GIyl\nFmYwliSpbTAYSy3MYCxJUttgMJZamMFYkqS2wWAstTCDsSRJbYPBWGphBmNJktoGg7HUwgzGkiS1\nDQZjqYUZjCVJahsMxlILy8uDykrYuDHdlUiSpPoYjKUWFkKi17isLN2VSJKk+hiMpVbgcApJkjKf\nwVhqBQZjSZIyn8FYagUGY0mSMp/BWGoFBmNJkjKfwVhqBQZjSZIyn8FYagUGY0mSMp/BWGoFBmNJ\nkjKfwVhqBQUF8PHHsGVLuiuRJEl1MRhLrSArCwYOdJIPSZIymcFYaiUOp5AkKbMZjKVWYjCWJCmz\nGYylVmIwliQpsxmMpVZiMJYkKbMZjKVWYjCWJCmzGYylVmIwliQpsxmMpVZiMJYkKbOFGGPrnSyE\n2JrnkzLJjh3QvTts3AhduqS7GkmS2rcQAjHG0JT32GMstZJOnaB/f1i5Mt2VSJKk2hiMpVbkcApJ\nkjKXwVhqRQZjSZIyl8FYakVFRVBWlu4qJElSbQzGUiuyx1iSpMxlMJZakcFYkqTMZTCWWpHBWJKk\nzGUwllqRwViSpMzlBB9SK6qshJwc2Lw58VxjSZLUMpzgQ8pwXbpAfj58+GG6K5EkSTUZjKVW5nAK\nSZIyk8FYamUGY0mSMlOjgnEI4YQQwnshhEUhhMtr2T8lhPB21fJKCOEfUl+q1D4YjCVJykwNBuMQ\nQhbwC2AcMAKYHEI4sEaz94EvxhgPBX4M3JHqQqX2orDQYCxJUiZqTI/xKGBxjHFZjHEbMAc4tXqD\nGOOrMcaPqlZfBQpTW6bUfthjLElSZmpMMC4EPqi2voL6g+83gKebU5TUnhmMJUnKTJ1TebAQwnHA\nNOCYVB5Xak8MxpIkZabGBOMyYHC19aKqbbsJIRwC3A6cEGMsr+tgJSUlydejR49m9OjRjSxVah8K\nC6GsDHbuhCyfCyNJUkqUlpZSWlrarGM0OPNdCKETsBAYA6wEXgcmxxjfrdZmMDAXmBpjfLWeYznz\nnQQUFMBf/wr9+qW7EkmS2qe9mfmuwR7jGOOOEMJ3gOdIjEm+M8b4bgjhgsTueDtwJdAXuCWEEIBt\nMcZRTf8IUsewaziFwViSpMzRYI9xSk9mj7EEwMknw/nnwymnpLsSSZLap73pMXaEo5QG3oAnSVLm\nMRhLaWAwliQp8xiMpTQwGEuSlHkMxlIaGIwlSco8BmMpDYqKEs8yliRJmcNgLKVBYWGix9iHtEiS\nlDkMxlIa9OoF2dmwYUO6K5EkSbsYjKU0cZyxJEmZxWAspYnBWJKkzGIwltLEYCxJUmYxGEtpYjCW\nJCmzGIylNDEYS5KUWQzGUpoYjCVJyiwGYylNDMaSJGUWg7GUJrsm+ZAkSZnBYCylSZ8+sH07VFSk\nuxJJkgQGYyltQkgMpygrS3clkiQJDMZSWjnOWJKkzGEwltLIYCxJUuYwGEtpZDCWJClzGIylNDIY\nS5KUOQzGUhoZjCVJyhwGYymNDMaSJGUOg7GURgZjSZIyh8FYSqOCAvjkE9i0Kd2VSJIkg7GURiEk\npoZ2kg9JktLPYCylmbPfSZKUGQzGUpo5zliSpMxgMJbSzGAsSVJmMBhLaWYwliQpM3ROdwFSR1dU\nBHPnprsKZaqtW2HDBujUac8lK+vTnyGku9LmixF27EgsO3d++rrmsm1bYtm+/dPXNdcb83pv3rN9\ne2KJ8dOaq9ef7tfpOB8kvn+7voO7XqdiW2PbVq+r+s/atjVm3968vyF1/Tda33+7e7Mv04+X6QzG\nUprZYyxIBOCFC2HBgsTy178mfi5fDr167R4Ma4bGGHcPyXUF6L3ZVn17Y0JrXfsas73656irns6d\nE0t2dmKp63V9++p63aNH49rtqm2X6gEgE1639vlqhsTqS2O3Nff91cNyzZ97u29v3l+XusJzfaF6\nb/Zl+vFa23PPNf09BmMpzQzGHUtlZSIA7wq+u5Zly2DYMDj4YBgxAiZNSvzcbz/o0qX+Y+7qaa0t\nfDZnW/XtO3c2HFobG7Dbe8+3pLYrxFaM9SGE2Jrnk9qCHTuge3fYuLHhAKS2o7ISFi/ePfwuWAB/\n+xsMHZoIvdWX/ff3z1+SUimEQIyxSX/dNhhLGWDIEHjppURgUtuybVvtAfj99xN/rtXD78EHwwEH\nQNeu6a5aktq/vQnGDqWQMsCu4RQG48y1bRssWVJ7AC4u/nQIxFe+Av/+74kA3K1buquWJDWFwVjK\nAIWFjjPOJNu3wxtvwAsvwP/+byIAL1mS+HPa1ft76qlwxRWJANy9e7orliSlgsFYygDegJd+H3wA\nzz6bWObOTfyZHH88/L//B5ddBgcemHhqgSSp/TIYSxmgqCjxWC61ns2b4fe//zQMf/gh/NM/JYLw\njTfCoEHprlCS1NoMxlIGKCqCP/4x3VW0bzHCu+8mQvAzzySu96GHwrhxcNdd8I//mHhkmCSp4zIY\nSxnAoRQto7wcfve7T3uFs7ISQfiCC+Chh6BPn3RXKEnKJAZjKQMYjFNjx47ETXPPPJMIwgsWwDHH\nJMLwJZckbpRzAglJUl18jrGUAbZtg549YdOmxNSzarwVK3a/aW7QIDjhhEQYPuYYH5kmSR2VE3xI\nbdigQfD664neY9Vt82Z4+eVPe4VXrUo8PWLcOBg7NvFINUmSnOBDasN2DacwGO+u+k1zzz4Lf/gD\nHHKIN81JklLPYCxliI48zjhG2LIlMZTkk08Sy4IFn4bhEBJB+LzzYM4cb5qTJLUMg7GUITI5GMcI\nlZWJwFo9vDZ3fdfrTZsgOzsxzrpHj8TPYcMSYfi7301MruFNc5KklmYwljJEcTHceiuUlibWY0ws\n1V83tJ6Ktjt3Jsbx1gyvWVm7B9ddS13rubmJcdONad+jhzcdSpLSz5vvpAyxfn0iFIfw6QK1v07V\nvtraZmVB9+57Btns7Bb9+JIkpZRPpZAkSZJoI0+lCA4UlCRJUgZq9WBsj7EkSZJa2t50xma1QB2S\nJElSm2MwliRJkjAYS5IkSYDBWJIkSQIMxpIkSRJgMJYkSZKARgbjEMIJIYT3QgiLQgiX19HmphDC\n4hDCvBDCYaktU5IkSWpZDQbjEEIW8AtgHDACmBxCOLBGmxOB4THG/YALgNtaoFapRZWWlqa7BKlW\nfjeVqfxuqr1pTI/xKGBxjHFZjHEbMAc4tUabU4F7AWKMrwG5IYT+Ka1UamH+glem8rupTOV3U+1N\nY4JxIfBBtfUVVdvqa1NWSxtJkiQpY3nznSRJkgSEGGP9DUL4PFASYzyhan0GEGOM11RrcxvwYozx\noar194AvxRg/rHGs+k8mSZIkpUiMMTSlfedGtHkD+EwIYQiwEpgETK7R5jHgQuChqiC9oWYo3pvi\nJEmSpNbSYDCOMe4IIXwHeI7E0Is7Y4zvhhAuSOyOt8cYnwohnBRCWAJ8Akxr2bIlSZKk1GpwKIUk\nSZLUEbTazXeNmSRESocQwv+FEN4OIbwVQng93fWoYwsh3BlC+DCEML/atrwQwnMhhIUhhGdDCLnp\nrFEdUx3fzR+EEFaEEP5StZyQzhrVMYUQikIIL4QQFoQQ/jeE8K9V25v8u7NVgnFjJgmR0mgnMDrG\neHiMcVS6i1GHdxeJ35XVzQB+F2M8AHgB+LdWr0qq/bsJ8NMY4xFVyzOtXZQEbAe+G2McARwFXFiV\nM5v8u7O1eowbM0mIlC4BH12oDBFjfAUor7H5VOCeqtf3AKe1alESdX43IfE7VEqbGOOqGOO8qtcb\ngXeBIvbid2drhYHGTBIipUsEng8hvBFCOC/dxUi16LfrST8xxlVAvzTXI1X3nRDCvBDCfzvMR+kW\nQhgKHAa8CvRv6u9Oe8kkODrGeARwEol/fjkm3QVJDfCuaWWKW4B9Y4yHAauAn6a5HnVgIYQc4FHg\noqqe45q/Kxv83dlawbgMGFxtvahqm5R2McaVVT/XAL8hMfRHyiQfhhD6A4QQBgCr01yPBCR+b8ZP\nH291BzAynfWo4wohdCYRiu+LMf62anOTf3e2VjBOThISQuhCYpKQx1rp3FKdQgg9qv6GSQihJzAW\neCe9VUkEdh+3+Rjw9arXXwN+W/MNUivZ7btZFTZ2OR1/fyp9fgn8NcZ4Y7VtTf7d2WrPMa56hMuN\nfDpJyH+2yomleoQQhpHoJY4kJrx5wO+m0imEMBsYDeQDHwI/AP4HeAQoBpYBE2OMG9JVozqmOr6b\nx5EYz7kT+D/ggtpmvpVaUgjhaOD3wP+S+P95BK4AXgcepgm/O53gQ5IkScKb7yRJkiTAYCxJkiQB\nBmNJkiQJMBhLkiRJgMFYkiRJAgzGkiRJEmAwliRJkgCDsSRJkgTA/wdTBj79QR260QAAAABJRU5E\nrkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1c61e1f7940>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from sklearn.naive_bayes import GaussianNB\n",
+    "from sklearn.decomposition import PCA\n",
+    "\n",
+    "X_no_bin = X.drop(b_class, 1)\n",
+    "\n",
+    "def evaluate_gnb(dims):\n",
+    "    pca = PCA(n_components=dims)\n",
+    "    X_xform = pca.fit_transform(X_no_bin)\n",
+    "    \n",
+    "    gnb = GaussianNB()\n",
+    "    gnb.fit(X_xform, y)\n",
+    "    return gnb.score(X_xform, y)\n",
+    "\n",
+    "dim_range = np.arange(1, 21)\n",
+    "plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label=\"Gaussian NB Accuracy\")\n",
+    "plt.axhline(naive_guess, label=\"Naive Guess\", c='k')\n",
+    "plt.axhline(1 - naive_guess, label=\"Inverse Naive Guess\", c='k')\n",
+    "plt.gcf().set_size_inches(12, 6)\n",
+    "plt.legend();"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "\\*\\*sigh...\\*\\* After all the effort and computational power, we're still at square one: we have yet to beat out the naive guess threshold. With PCA in play we end up performing terribly, but not terribly enough that we can guess against ourselves.\n",
+    "\n",
+    "Let's try one last-ditch attempt using the entire data set:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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CjxBCJ2AhMAZYCbwOTI4xvlutzc3A6hjjzBBCfxKB+NAY4/oax3KCD7Upw4bB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\nrkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1c61e5782e8>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def evaluate_gnb_full(dims):\n",
+    "    pca = PCA(n_components=dims)\n",
+    "    X_xform = pca.fit_transform(X)\n",
+    "    \n",
+    "    gnb = GaussianNB()\n",
+    "    gnb.fit(X_xform, y)\n",
+    "    return gnb.score(X_xform, y)\n",
+    "\n",
+    "dim_range = np.arange(1, 21)\n",
+    "plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label=\"Gaussian NB Accuracy\")\n",
+    "plt.axhline(naive_guess, label=\"Naive Guess\", c='k')\n",
+    "plt.axhline(1 - naive_guess, label=\"Inverse Naive Guess\", c='k')\n",
+    "plt.gcf().set_size_inches(12, 6)\n",
+    "plt.legend();"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Nothing. It is interesting to note that the graphs are almost exactly the same: This would imply again that the variables we removed earlier (all the binary classifiers) indeed have almost no predictive power. It seems this problem is high-dimensional, but with almost no data that can actually inform our decisions.\n",
+    "\n",
+    "# Summary for Day 1\n",
+    "\n",
+    "After spending a couple hours with this dataset, there seems to be a fundamental issue in play: We have very high-dimensional data, and it has no bearing on our ability to actually predict customer satisfaction. This can be a huge issue: it implies that **no matter what model we use, we fundamentally can't perform well.** I'm sure most of this is because I'm not an experienced data scientist. Even so, we have yet to develop a strategy that can actually beat out the village idiot; **so far, the bank is best off just assuming all its customers are satisfied.** Hopefully more to come soon."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Running time: 0:00:58.715714\n"
+     ]
+    }
+   ],
+   "source": [
+    "end = datetime.now()\n",
+    "print(\"Running time: {}\".format(end - start))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Appendix\n",
+    "\n",
+    "Code used to split the initial training data:\n",
+    "\n",
+    "```python\n",
+    "from sklearn.cross_validation import train_test_split\n",
+    "data = pd.read_csv('train.csv')\n",
+    "data.index = data.ID\n",
+    "\n",
+    "data_train, data_validate = train_test_split(\n",
+    "    data, train_size=.7)\n",
+    "\n",
+    "data_train.to_csv('split_train.csv')\n",
+    "data_validate.to_csv('split_validate.csv')\n",
+    "```"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.md b/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.md
new file mode 100644
index 0000000..2afcdd9
--- /dev/null
+++ b/blog/2016-03-05-predicting-santander-customer-happiness/_notebook.md
@@ -0,0 +1,269 @@
+### My first Kaggle competition
+
+It's time! After embarking on a Machine Learning class this semester, and with a Saturday in which I don't have much planned, I wanted to put this class and training to work. It's my first competition submission. I want to walk you guys through how I'm approaching this problem, because I thought it would be really neat. The competition is Banco Santander's [Santander Customer Satisfaction][1] competition. It seemed like an easy enough problem I could actually make decent progress on it.
+
+# Data Exploration
+
+First up: we need to load our data and do some exploratory work. Because we're going to be using this data for model selection prior to testing, we need to make a further split. I've already gone ahead and done this work, please see the code in the [appendix below](#Appendix).
+
+[1]: https://www.kaggle.com/c/santander-customer-satisfaction
+
+
+```python
+import pandas as pd
+import numpy as np
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+# Record how long it takes to run the notebook - I'm curious.
+from datetime import datetime
+start = datetime.now()
+
+dataset = pd.read_csv('split_train.csv')
+dataset.index = dataset.ID
+X = dataset.drop(['TARGET', 'ID', 'ID.1'], 1)
+y = dataset.TARGET
+```
+
+
+```python
+y.unique()
+```
+
+
+
+
+    array([0, 1], dtype=int64)
+
+
+
+
+```python
+len(X.columns)
+```
+
+
+
+
+    369
+
+
+
+Okay, so there are only [two classes we're predicting][2]: 1 for unsatisfied customers, 0 for satisfied customers. I would have preferred this to be something more like a regression, or predicting multiple classes: maybe the customer isn't the most happy, but is nowhere near closing their accounts. For now though, that's just the data we're working with.
+
+Now, I'd like to make a scatter matrix of everything going on. Unfortunately as noted above, we have 369 different features. There's no way I can graphically make sense of that much data to start with.
+
+We're also not told what the data actually represents: Are these survey results? Average time between contact with a customer care person? Frequency of contacting a customer care person? The idea is that I need to reduce the number of dimensions we're predicting across.
+
+## Dimensionality Reduction pt. 1 - Binary Classifiers
+
+My first attempt to reduce the data dimensionality is to find all the binary classifiers in the dataset \(i.e. 0 or 1 values\) and see if any of those are good \(or anti-good\) predictors of the final data.
+
+[2]: https://www.kaggle.com/c/santander-customer-satisfaction/data
+
+
+```python
+cols = X.columns
+b_class = []
+for c in cols:
+    if len(X[c].unique()) == 2:
+        b_class.append(c)
+        
+len(b_class)
+```
+
+
+
+
+    111
+
+
+
+So there are 111 features in the dataset that are a binary label. Let's see if any of them are good at predicting the users satisfaction!
+
+
+```python
+# First we need to `binarize` the data to 0-1; some of the labels are {0, 1},
+# some are {0, 3}, etc.
+from sklearn.preprocessing import binarize
+X_bin = binarize(X[b_class])
+
+accuracy = [np.mean(X_bin[:,i] == y) for i in range(0, len(b_class))]
+acc_df = pd.DataFrame({"Accuracy": accuracy}, index=b_class)
+acc_df.describe()
+```
+
+
+
+
+<div>
+<table border="1" class="dataframe">
+  <thead>
+    <tr style="text-align: right;">
+      <th></th>
+      <th>Accuracy</th>
+    </tr>
+  </thead>
+  <tbody>
+    <tr>
+      <th>count</th>
+      <td>111.000000</td>
+    </tr>
+    <tr>
+      <th>mean</th>
+      <td>0.905159</td>
+    </tr>
+    <tr>
+      <th>std</th>
+      <td>0.180602</td>
+    </tr>
+    <tr>
+      <th>min</th>
+      <td>0.043598</td>
+    </tr>
+    <tr>
+      <th>25%</th>
+      <td>0.937329</td>
+    </tr>
+    <tr>
+      <th>50%</th>
+      <td>0.959372</td>
+    </tr>
+    <tr>
+      <th>75%</th>
+      <td>0.960837</td>
+    </tr>
+    <tr>
+      <th>max</th>
+      <td>0.960837</td>
+    </tr>
+  </tbody>
+</table>
+</div>
+
+
+
+Wow! Looks like we've got some incredibly predictive features! So much so that we should be a bit concerned. My initial guess for what's happening is that we have a sparsity issue: so many of the values are 0, and these likely happen to line up with satisfied customers.
+
+So the question we must now answer, which I likely should have asked long before now: What exactly is the distribution of un/satisfied customers?
+
+
+```python
+unsat = y[y == 1].count()
+print("Satisfied customers: {}; Unsatisfied customers: {}".format(len(y) - unsat, unsat))
+naive_guess = np.mean(y == np.zeros(len(y)))
+print("Naive guess accuracy: {}".format(naive_guess))
+```
+
+    Satisfied customers: 51131; Unsatisfied customers: 2083
+    Naive guess accuracy: 0.9608561656706882
+
+
+This is a bit discouraging. A naive guess of "always satisfied" performs as well as our best individual binary classifier. What this tells me then, is that these data columns aren't incredibly helpful in prediction. I'd be interested in a polynomial expansion of this data-set, but for now, that's more computation than I want to take on.
+
+# Dimensionality Reduction pt. 2 - LDA
+
+Knowing that our naive guess performs so well is a blessing and a curse:
+
+- Curse: The threshold for performance is incredibly high: We can only "improve" over the naive guess by 4%
+- Blessing: All the binary classification features we just discovered are worthless on their own. We can throw them out and reduce the data dimensionality from 369 to 111.
+
+Now, in removing these features from the dataset, I'm not saying that there is no "information" contained within them. There might be. But the only way we'd know is through a polynomial expansion, and I'm not going to take that on within this post.
+
+My initial thought for a "next guess" is to use the [LDA][3] model for dimensionality reduction. However, it can only reduce dimensions to $1 - p$, with $p$ being the number of classes. Since this is a binary classification, every LDA model that I try will have dimensionality one; when I actually try this, the predictor ends up being slightly less accurate than the naive guess.
+
+Instead, let's take a different approach to dimensionality reduction: [principle components analysis][4]. This allows us to perform the dimensionality reduction without worrying about the number of classes. Then, we'll use a [Gaussian Naive Bayes][5] model to actually do the prediction. This model is chosen simply because it doesn't take a long time to fit and compute; because PCA will take so long, I just want a prediction at the end of this. We can worry about using a more sophisticated LDA/QDA/SVM model later.
+
+Now into the actual process: We're going to test out PCA dimensionality reduction from 1 - 20 dimensions, and then predict using a Gaussian Naive Bayes model. The 20 dimensions upper limit was selected because the accuracy never improves after you get beyond that \(I found out by running it myself\). Hopefully, we'll find that we can create a model better than the naive guess.
+
+[3]:http://scikit-learn.org/stable/modules/lda_qda.html
+[4]:http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html
+[5]:http://scikit-learn.org/stable/modules/naive_bayes.html#gaussian-naive-bayes
+
+
+```python
+from sklearn.naive_bayes import GaussianNB
+from sklearn.decomposition import PCA
+
+X_no_bin = X.drop(b_class, 1)
+
+def evaluate_gnb(dims):
+    pca = PCA(n_components=dims)
+    X_xform = pca.fit_transform(X_no_bin)
+    
+    gnb = GaussianNB()
+    gnb.fit(X_xform, y)
+    return gnb.score(X_xform, y)
+
+dim_range = np.arange(1, 21)
+plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label="Gaussian NB Accuracy")
+plt.axhline(naive_guess, label="Naive Guess", c='k')
+plt.axhline(1 - naive_guess, label="Inverse Naive Guess", c='k')
+plt.gcf().set_size_inches(12, 6)
+plt.legend();
+```
+
+
+    
+![png](_notebook_files/_notebook_11_0.png)
+    
+
+
+\*\*sigh...\*\* After all the effort and computational power, we're still at square one: we have yet to beat out the naive guess threshold. With PCA in play we end up performing terribly, but not terribly enough that we can guess against ourselves.
+
+Let's try one last-ditch attempt using the entire data set:
+
+
+```python
+def evaluate_gnb_full(dims):
+    pca = PCA(n_components=dims)
+    X_xform = pca.fit_transform(X)
+    
+    gnb = GaussianNB()
+    gnb.fit(X_xform, y)
+    return gnb.score(X_xform, y)
+
+dim_range = np.arange(1, 21)
+plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label="Gaussian NB Accuracy")
+plt.axhline(naive_guess, label="Naive Guess", c='k')
+plt.axhline(1 - naive_guess, label="Inverse Naive Guess", c='k')
+plt.gcf().set_size_inches(12, 6)
+plt.legend();
+```
+
+
+    
+![png](_notebook_files/_notebook_13_0.png)
+    
+
+
+Nothing. It is interesting to note that the graphs are almost exactly the same: This would imply again that the variables we removed earlier (all the binary classifiers) indeed have almost no predictive power. It seems this problem is high-dimensional, but with almost no data that can actually inform our decisions.
+
+# Summary for Day 1
+
+After spending a couple hours with this dataset, there seems to be a fundamental issue in play: We have very high-dimensional data, and it has no bearing on our ability to actually predict customer satisfaction. This can be a huge issue: it implies that **no matter what model we use, we fundamentally can't perform well.** I'm sure most of this is because I'm not an experienced data scientist. Even so, we have yet to develop a strategy that can actually beat out the village idiot; **so far, the bank is best off just assuming all its customers are satisfied.** Hopefully more to come soon.
+
+
+```python
+end = datetime.now()
+print("Running time: {}".format(end - start))
+```
+
+    Running time: 0:00:58.715714
+
+
+# Appendix
+
+Code used to split the initial training data:
+
+```python
+from sklearn.cross_validation import train_test_split
+data = pd.read_csv('train.csv')
+data.index = data.ID
+
+data_train, data_validate = train_test_split(
+    data, train_size=.7)
+
+data_train.to_csv('split_train.csv')
+data_validate.to_csv('split_validate.csv')
+```
diff --git a/blog/2016-03-05-predicting-santander-customer-happiness/_notebook_files/_notebook_11_0.png b/blog/2016-03-05-predicting-santander-customer-happiness/_notebook_files/_notebook_11_0.png
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diff --git a/blog/2016-03-05-predicting-santander-customer-happiness/index.mdx b/blog/2016-03-05-predicting-santander-customer-happiness/index.mdx
new file mode 100644
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@@ -0,0 +1,256 @@
+---
+slug: 2016/03/predicting-santander-customer-happiness
+title: Predicting Santander customer happiness
+date: 2016-03-05 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+My first Kaggle competition.
+
+<!-- truncate -->
+
+It's time! After embarking on a Machine Learning class this semester, and with a Saturday in which I don't have much planned, I wanted to put this class and training to work. It's my first competition submission. I want to walk you guys through how I'm approaching this problem, because I thought it would be really neat. The competition is Banco Santander's [Santander Customer Satisfaction][1] competition. It seemed like an easy enough problem I could actually make decent progress on it.
+
+## Data Exploration
+
+First up: we need to load our data and do some exploratory work. Because we're going to be using this data for model selection prior to testing, we need to make a further split. I've already gone ahead and done this work, please see the code in the [appendix below](#appendix).
+
+[1]: https://www.kaggle.com/c/santander-customer-satisfaction
+
+
+```python
+import pandas as pd
+import numpy as np
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+# Record how long it takes to run the notebook - I'm curious.
+from datetime import datetime
+start = datetime.now()
+
+dataset = pd.read_csv('split_train.csv')
+dataset.index = dataset.ID
+X = dataset.drop(['TARGET', 'ID', 'ID.1'], 1)
+y = dataset.TARGET
+```
+
+
+```python
+y.unique()
+```
+
+```
+    array([0, 1], dtype=int64)
+```
+
+```python
+len(X.columns)
+```
+
+```
+    369
+```
+
+Okay, so there are only [two classes we're predicting][2]: 1 for unsatisfied customers, 0 for satisfied customers. I would have preferred this to be something more like a regression, or predicting multiple classes: maybe the customer isn't the most happy, but is nowhere near closing their accounts. For now though, that's just the data we're working with.
+
+Now, I'd like to make a scatter matrix of everything going on. Unfortunately as noted above, we have 369 different features. There's no way I can graphically make sense of that much data to start with.
+
+We're also not told what the data actually represents: Are these survey results? Average time between contact with a customer care person? Frequency of contacting a customer care person? The idea is that I need to reduce the number of dimensions we're predicting across.
+
+### Dimensionality Reduction pt. 1 - Binary Classifiers
+
+My first attempt to reduce the data dimensionality is to find all the binary classifiers in the dataset \(i.e. 0 or 1 values\) and see if any of those are good \(or anti-good\) predictors of the final data.
+
+[2]: https://www.kaggle.com/c/santander-customer-satisfaction/data
+
+
+```python
+cols = X.columns
+b_class = []
+for c in cols:
+    if len(X[c].unique()) == 2:
+        b_class.append(c)
+        
+len(b_class)
+```
+
+```
+    111
+```
+
+So there are 111 features in the dataset that are a binary label. Let's see if any of them are good at predicting the users satisfaction!
+
+```python
+# First we need to `binarize` the data to 0-1; some of the labels are {0, 1},
+# some are {0, 3}, etc.
+from sklearn.preprocessing import binarize
+X_bin = binarize(X[b_class])
+
+accuracy = [np.mean(X_bin[:,i] == y) for i in range(0, len(b_class))]
+acc_df = pd.DataFrame({"Accuracy": accuracy}, index=b_class)
+acc_df.describe()
+```
+
+<div>
+<table>
+  <thead>
+    <tr>
+      <th></th>
+      <th>Accuracy</th>
+    </tr>
+  </thead>
+  <tbody>
+    <tr>
+      <th>count</th>
+      <td>111.000000</td>
+    </tr>
+    <tr>
+      <th>mean</th>
+      <td>0.905159</td>
+    </tr>
+    <tr>
+      <th>std</th>
+      <td>0.180602</td>
+    </tr>
+    <tr>
+      <th>min</th>
+      <td>0.043598</td>
+    </tr>
+    <tr>
+      <th>25%</th>
+      <td>0.937329</td>
+    </tr>
+    <tr>
+      <th>50%</th>
+      <td>0.959372</td>
+    </tr>
+    <tr>
+      <th>75%</th>
+      <td>0.960837</td>
+    </tr>
+    <tr>
+      <th>max</th>
+      <td>0.960837</td>
+    </tr>
+  </tbody>
+</table>
+</div>
+
+Wow! Looks like we've got some incredibly predictive features! So much so that we should be a bit concerned. My initial guess for what's happening is that we have a sparsity issue: so many of the values are 0, and these likely happen to line up with satisfied customers.
+
+So the question we must now answer, which I likely should have asked long before now: What exactly is the distribution of un/satisfied customers?
+
+```python
+unsat = y[y == 1].count()
+print("Satisfied customers: {}; Unsatisfied customers: {}".format(len(y) - unsat, unsat))
+naive_guess = np.mean(y == np.zeros(len(y)))
+print("Naive guess accuracy: {}".format(naive_guess))
+```
+
+```
+    Satisfied customers: 51131; Unsatisfied customers: 2083
+    Naive guess accuracy: 0.9608561656706882
+```
+
+This is a bit discouraging. A naive guess of "always satisfied" performs as well as our best individual binary classifier. What this tells me then, is that these data columns aren't incredibly helpful in prediction. I'd be interested in a polynomial expansion of this data-set, but for now, that's more computation than I want to take on.
+
+### Dimensionality Reduction pt. 2 - LDA
+
+Knowing that our naive guess performs so well is a blessing and a curse:
+
+- Curse: The threshold for performance is incredibly high: We can only "improve" over the naive guess by 4%
+- Blessing: All the binary classification features we just discovered are worthless on their own. We can throw them out and reduce the data dimensionality from 369 to 111.
+
+Now, in removing these features from the dataset, I'm not saying that there is no "information" contained within them. There might be. But the only way we'd know is through a polynomial expansion, and I'm not going to take that on within this post.
+
+My initial thought for a "next guess" is to use the [LDA][3] model for dimensionality reduction. However, it can only reduce dimensions to $1 - p$, with $p$ being the number of classes. Since this is a binary classification, every LDA model that I try will have dimensionality one; when I actually try this, the predictor ends up being slightly less accurate than the naive guess.
+
+Instead, let's take a different approach to dimensionality reduction: [principle components analysis][4]. This allows us to perform the dimensionality reduction without worrying about the number of classes. Then, we'll use a [Gaussian Naive Bayes][5] model to actually do the prediction. This model is chosen simply because it doesn't take a long time to fit and compute; because PCA will take so long, I just want a prediction at the end of this. We can worry about using a more sophisticated LDA/QDA/SVM model later.
+
+Now into the actual process: We're going to test out PCA dimensionality reduction from 1 - 20 dimensions, and then predict using a Gaussian Naive Bayes model. The 20 dimensions upper limit was selected because the accuracy never improves after you get beyond that \(I found out by running it myself\). Hopefully, we'll find that we can create a model better than the naive guess.
+
+[3]:http://scikit-learn.org/stable/modules/lda_qda.html
+[4]:http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html
+[5]:http://scikit-learn.org/stable/modules/naive_bayes.html#gaussian-naive-bayes
+
+
+```python
+from sklearn.naive_bayes import GaussianNB
+from sklearn.decomposition import PCA
+
+X_no_bin = X.drop(b_class, 1)
+
+def evaluate_gnb(dims):
+    pca = PCA(n_components=dims)
+    X_xform = pca.fit_transform(X_no_bin)
+    
+    gnb = GaussianNB()
+    gnb.fit(X_xform, y)
+    return gnb.score(X_xform, y)
+
+dim_range = np.arange(1, 21)
+plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label="Gaussian NB Accuracy")
+plt.axhline(naive_guess, label="Naive Guess", c='k')
+plt.axhline(1 - naive_guess, label="Inverse Naive Guess", c='k')
+plt.gcf().set_size_inches(12, 6)
+plt.legend();
+```
+
+![png](_notebook_files/_notebook_11_0.png)
+
+**sigh...** After all the effort and computational power, we're still at square one: we have yet to beat out the naive guess threshold. With PCA in play we end up performing terribly, but not terribly enough that we can guess against ourselves.
+
+Let's try one last-ditch attempt using the entire data set:
+
+
+```python
+def evaluate_gnb_full(dims):
+    pca = PCA(n_components=dims)
+    X_xform = pca.fit_transform(X)
+    
+    gnb = GaussianNB()
+    gnb.fit(X_xform, y)
+    return gnb.score(X_xform, y)
+
+dim_range = np.arange(1, 21)
+plt.plot(dim_range, [evaluate_gnb(dim) for dim in dim_range], label="Gaussian NB Accuracy")
+plt.axhline(naive_guess, label="Naive Guess", c='k')
+plt.axhline(1 - naive_guess, label="Inverse Naive Guess", c='k')
+plt.gcf().set_size_inches(12, 6)
+plt.legend();
+```
+
+![png](_notebook_files/_notebook_13_0.png)
+
+Nothing. It is interesting to note that the graphs are almost exactly the same: This would imply again that the variables we removed earlier (all the binary classifiers) indeed have almost no predictive power. It seems this problem is high-dimensional, but with almost no data that can actually inform our decisions.
+
+## Summary for Day 1
+
+After spending a couple hours with this dataset, there seems to be a fundamental issue in play: We have very high-dimensional data, and it has no bearing on our ability to actually predict customer satisfaction. This can be a huge issue: it implies that **no matter what model we use, we fundamentally can't perform well.** I'm sure most of this is because I'm not an experienced data scientist. Even so, we have yet to develop a strategy that can actually beat out the village idiot; **so far, the bank is best off just assuming all its customers are satisfied.** Hopefully more to come soon.
+
+
+```python
+end = datetime.now()
+print("Running time: {}".format(end - start))
+```
+
+```
+    Running time: 0:00:58.715714
+```
+
+## Appendix
+
+Code used to split the initial training data:
+
+```python
+from sklearn.cross_validation import train_test_split
+data = pd.read_csv('train.csv')
+data.index = data.ID
+
+data_train, data_validate = train_test_split(
+    data, train_size=.7)
+
+data_train.to_csv('split_train.csv')
+data_validate.to_csv('split_validate.csv')
+```
\ No newline at end of file
diff --git a/blog/2016-03-28-tweet-like-me/_article.md b/blog/2016-03-28-tweet-like-me/_article.md
new file mode 100644
index 0000000..0438b5c
--- /dev/null
+++ b/blog/2016-03-28-tweet-like-me/_article.md
@@ -0,0 +1,14 @@
+Title: Tweet Like Me
+Date: 2016-03-28
+Category: Blog
+Tags: twitter, MCMC
+Authors: Bradlee Speice
+Summary: In which I try to create a robot that will tweet like I tweet.
+[//]: <> "Modified: "
+
+{% notebook 2016-3-28-tweet-like-me.ipynb %}
+
+<script type="text/x-mathjax-config">
+MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
\ No newline at end of file
diff --git a/blog/2016-03-28-tweet-like-me/_notebook.ipynb b/blog/2016-03-28-tweet-like-me/_notebook.ipynb
new file mode 100644
index 0000000..734c4ab
--- /dev/null
+++ b/blog/2016-03-28-tweet-like-me/_notebook.ipynb
@@ -0,0 +1,461 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "An experiment in creating a robot that will imitate me on Twitter.\n",
+    "\n",
+    "---\n",
+    "\n",
+    "So, I'm taking a Machine Learning course this semester in school, and one of the topics we keep coming back to is natural language processing and the 'bag of words' data structure. That is, given a sentence:\n",
+    "\n",
+    "`How much wood would a woodchuck chuck if a woodchuck could chuck wood?`\n",
+    "\n",
+    "We can represent that sentence as the following list:\n",
+    "\n",
+    "`{\n",
+    "    How: 1\n",
+    "    much: 1\n",
+    "    wood: 2\n",
+    "    would: 2\n",
+    "    a: 2\n",
+    "    woodchuck: 2\n",
+    "    chuck: 2\n",
+    "    if: 1\n",
+    "}`\n",
+    "\n",
+    "Ignoring *where* the words happened, we're just interested in how *often* the words occurred. That got me thinking: I wonder what would happen if I built a robot that just imitated how often I said things? It's dangerous territory when computer scientists ask \"what if,\" but I got curious enough I wanted to follow through.\n",
+    "\n",
+    "## The Objective\n",
+    "\n",
+    "Given an input list of Tweets, build up the following things:\n",
+    "\n",
+    "1. The distribution of starting words; since there are no \"prior\" words to go from, we need to treat this as a special case.\n",
+    "2. The distribution of words given a previous word; for example, every time I use the word `woodchuck` in the example sentence, there is a 50% chance it is followed by `chuck` and a 50% chance it is followed by `could`. I need this distribution for all words.\n",
+    "3. The distribution of quantity of hashtags; Do I most often use just one? Two? Do they follow something like a Poisson distribution?\n",
+    "4. Distribution of hashtags; Given a number of hashtags, what is the actual content? I'll treat hashtags as separate from the content of a tweet.\n",
+    "\n",
+    "## The Data\n",
+    "\n",
+    "I'm using as input my tweet history. I don't really use Twitter anymore, but it seems like a fun use of the dataset. I'd like to eventually build this to a point where I can imitate anyone on Twitter using their last 100 tweets or so, but I'll start with this as example code.\n",
+    "\n",
+    "## The Algorithm\n",
+    "\n",
+    "I'll be using the [NLTK](http://www.nltk.org/) library for doing a lot of the heavy lifting. First, let's import the data:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import pandas as pd\n",
+    "\n",
+    "tweets = pd.read_csv('tweets.csv')\n",
+    "text = tweets.text\n",
+    "\n",
+    "# Don't include tweets in reply to or mentioning people\n",
+    "replies = text.str.contains('@')\n",
+    "text_norep = text.loc[~replies]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And now that we've got data, let's start crunching. First, tokenize and build out the distribution of first word:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "from nltk.tokenize import TweetTokenizer\n",
+    "tknzr = TweetTokenizer()\n",
+    "tokens = text_norep.map(tknzr.tokenize)\n",
+    "\n",
+    "first_words = tokens.map(lambda x: x[0])\n",
+    "first_words_alpha = first_words[first_words.str.isalpha()]\n",
+    "first_word_dist = first_words_alpha.value_counts() / len(first_words_alpha)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, we need to build out the conditional distributions. That is, what is the probability of the next word given the current word is $X$? This one is a bit more involved. First, find all unique words, and then find what words proceed them. This can probably be done in a more efficient manner than I'm currently doing here, but we'll ignore that for the moment."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "from functools import reduce\n",
+    "\n",
+    "# Get all possible words\n",
+    "all_words = reduce(lambda x, y: x+y, tokens, [])\n",
+    "unique_words = set(all_words)\n",
+    "actual_words = set([x if x[0] != '.' else None for x in unique_words])\n",
+    "\n",
+    "word_dist = {}\n",
+    "for word in iter(actual_words):\n",
+    "    indices = [i for i, j in enumerate(all_words) if j == word]\n",
+    "    proceeding = [all_words[i+1] for i in indices]\n",
+    "    word_dist[word] = proceeding"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now that we've got the tweet analysis done, it's time for the fun part: hashtags! Let's count how many hashtags are in each tweet, I want to get a sense of the distribution."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.axes._subplots.AxesSubplot at 0x18e59dc28d0>"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAYkAAAEACAYAAABGYoqtAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x18e59dabe80>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "%matplotlib inline\n",
+    "\n",
+    "hashtags = text_norep.str.count('#')\n",
+    "bins = hashtags.unique().max()\n",
+    "hashtags.plot(kind='hist', bins=bins)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "That looks like a Poisson distribution, kind of as I expected. I'm guessing my number of hashtags per tweet is $\\sim Poi(1)$, but let's actually find the [most likely estimator](https://en.wikipedia.org/wiki/Poisson_distribution#Maximum_likelihood) which in this case is just $\\bar{\\lambda}$:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "0.870236869207003"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "mle = hashtags.mean()\n",
+    "mle"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Pretty close! So we can now simulate how many hashtags are in a tweet. Let's also find what hashtags are actually used:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "603"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "hashtags = [x for x in all_words if x[0] == '#']\n",
+    "n_hashtags = len(hashtags)\n",
+    "\n",
+    "unique_hashtags = list(set([x for x in unique_words if x[0] == '#']))\n",
+    "hashtag_dist = pd.DataFrame({'hashtags': unique_hashtags,\n",
+    "                             'prob': [all_words.count(h) / n_hashtags\n",
+    "                                      for h in unique_hashtags]})\n",
+    "len(hashtag_dist)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Turns out I have used 603 different hashtags during my time on Twitter. That means I was using a unique hashtag for about every third tweet.\n",
+    "\n",
+    "In better news though, we now have all the data we need to go about actually constructing tweets! The process will happen in a few steps:\n",
+    "\n",
+    "1. Randomly select what the first word will be.\n",
+    "2. Randomly select the number of hashtags for this tweet, and then select the actual hashtags.\n",
+    "3. Fill in the remaining space of 140 characters with random words taken from my tweets.\n",
+    "\n",
+    "And hopefully, we won't have anything too crazy come out the other end. The way we do the selection follows a [Multinomial Distribution](https://en.wikipedia.org/wiki/Multinomial_distribution): given a lot of different values with specific probability, pick one. Let's give a quick example:\n",
+    "\n",
+    "```\n",
+    "x: .33\n",
+    "y: .5\n",
+    "z: .17\n",
+    "```\n",
+    "\n",
+    "That is, I pick `x` with probability 33%, `y` with probability 50%, and so on. In context of our sentence construction, I've built out the probabilities of specific words already - now I just need to simulate that distribution. Time for the engine to actually be developed!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "\n",
+    "def multinom_sim(n, vals, probs):\n",
+    "    occurrences = np.random.multinomial(n, probs)\n",
+    "    results = occurrences * vals\n",
+    "    return ' '.join(results[results != ''])\n",
+    "\n",
+    "def sim_n_hashtags(hashtag_freq):\n",
+    "    return np.random.poisson(hashtag_freq)\n",
+    "\n",
+    "def sim_hashtags(n, hashtag_dist):\n",
+    "    return multinom_sim(n, hashtag_dist.hashtags, hashtag_dist.prob)\n",
+    "\n",
+    "def sim_first_word(first_word_dist):\n",
+    "    probs = np.float64(first_word_dist.values)\n",
+    "    return multinom_sim(1, first_word_dist.reset_index()['index'], probs)\n",
+    "\n",
+    "def sim_next_word(current, word_dist):\n",
+    "    dist = pd.Series(word_dist[current])\n",
+    "    probs = np.ones(len(dist)) / len(dist)\n",
+    "    return multinom_sim(1, dist, probs)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Pulling it all together\n",
+    "\n",
+    "I've now built out all the code I need to actually simulate a sentence written by me. Let's try doing an example with five words and a single hashtag:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "'My first all-nighter of friends #oldschool'"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first = sim_first_word(first_word_dist)\n",
+    "second = sim_next_word(first, word_dist)\n",
+    "third = sim_next_word(second, word_dist)\n",
+    "fourth = sim_next_word(third, word_dist)\n",
+    "fifth = sim_next_word(fourth, word_dist)\n",
+    "hashtag = sim_hashtags(1, hashtag_dist)\n",
+    "\n",
+    "' '.join((first, second, third, fourth, fifth, hashtag))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's go ahead and put everything together! We're going to simulate a first word, simulate the hashtags, and then simulate to fill the gap until we've either taken up all the space or reached a period."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "def simulate_tweet():\n",
+    "    chars_remaining = 140\n",
+    "    first = sim_first_word(first_word_dist)\n",
+    "    n_hash = sim_n_hashtags(mle)\n",
+    "    hashtags = sim_hashtags(n_hash, hashtag_dist)\n",
+    "    \n",
+    "    chars_remaining -= len(first) + len(hashtags)\n",
+    "    \n",
+    "    tweet = first\n",
+    "    current = first\n",
+    "    while chars_remaining > len(tweet) + len(hashtags) and current[0] != '.' and current[0] != '!':\n",
+    "        current = sim_next_word(current, word_dist)\n",
+    "        tweet += ' ' + current\n",
+    "        \n",
+    "    tweet = tweet[:-2] + tweet[-1]\n",
+    "        \n",
+    "    return ' '.join((tweet, hashtags)).strip()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## The results\n",
+    "\n",
+    "And now for something completely different: twenty random tweets dreamed up by my computer and my Twitter data. Here you go:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Also , I'm at 8 this morning. #thursdaysgohard #ornot\n",
+      "\n",
+      "Turns out of us breathe the code will want to my undergraduate career is becoming more night trying ? Religion is now as a chane #HYPE\n",
+      "\n",
+      "You know what recursion is to review the UNCC. #ornot\n",
+      "\n",
+      "There are really sore 3 bonfires in my first writing the library ground floor if awesome. #realtalk #impressed\n",
+      "\n",
+      "So we can make it out there's nothing but I'm not let us so hot I could think I may be good. #SwingDance\n",
+      "\n",
+      "Happy Christmas , at Harris Teeter to be be godly or Roman Catholic ). #4b392b#4b392b #Isaiah26\n",
+      "\n",
+      "For context , I in the most decisive factor of the same for homework. #accomplishment\n",
+      "\n",
+      "Freaking done. #loveyouall\n",
+      "\n",
+      "New blog post : Don't jump in a quiz in with a knife fight. #haskell #earlybirthday\n",
+      "\n",
+      "God shows me legitimately want to get some food and one day.\n",
+      "\n",
+      "Stormed the queen city. #mindblown\n",
+      "\n",
+      "The day of a cold at least outside right before the semester ..\n",
+      "\n",
+      "Finished with the way back. #winners\n",
+      "\n",
+      "Waking up , OJ , I feel like Nick Jonas today.\n",
+      "\n",
+      "First draft of so hard drive. #humansvszombies\n",
+      "\n",
+      "Eric Whitacre is the wise creation.\n",
+      "\n",
+      "Ethics paper first , music in close to everyone who just be posting up with my sin , and Jerry Springr #TheLittleThings\n",
+      "\n",
+      "Love that you know enough time I've eaten at 8 PM. #deepthoughts #stillblownaway\n",
+      "\n",
+      "Lead. #ThinkingTooMuch #Christmas\n",
+      "\n",
+      "Aamazing conference when you married #DepartmentOfRedundancyDepartment Yep , but there's a legitimate challenge.\n",
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "for i in range(0, 20):\n",
+    "    print(simulate_tweet())\n",
+    "    print()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "...Which all ended up being a whole lot more nonsensical than I had hoped for. There are some good ones, so I'll call that an accomplishment! I was banking on grammar not being an issue: since my tweets use impeccable grammar, the program modeled off them should have pretty good grammar as well. There are going to be some hilarious edge cases (I'm looking at you, `Ethics paper first, music in close to everyone`) that make no sense, and some hilarious edge cases (`Waking up, OJ, I feel like Nick Jonas today`) that make me feel like I should have a Twitter rap career. On the whole though, the structure came out alright.\n",
+    "\n",
+    "## Moving on from here\n",
+    "\n",
+    "During class we also talked about an interesting idea: trying to analyze corporate documents and corporate speech. I'd be interested to know what this analysis applied to something like a couple of bank press releases could do. By any means, the code needs some work to clean it up before I get that far.\n",
+    "\n",
+    "## For further reading\n",
+    "\n",
+    "I'm pretty confident I re-invented a couple wheels along the way - what I'm doing feels a lot like what [Markov Chain Monte Carlo](https://en.wikipedia.org/wiki/Markov_chain_Monte_Carlo) is intended to do. But I've never worked explicitly with that before, so more research is needed."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-03-28-tweet-like-me/_notebook.md b/blog/2016-03-28-tweet-like-me/_notebook.md
new file mode 100644
index 0000000..0b58372
--- /dev/null
+++ b/blog/2016-03-28-tweet-like-me/_notebook.md
@@ -0,0 +1,295 @@
+An experiment in creating a robot that will imitate me on Twitter.
+
+---
+
+So, I'm taking a Machine Learning course this semester in school, and one of the topics we keep coming back to is natural language processing and the 'bag of words' data structure. That is, given a sentence:
+
+`How much wood would a woodchuck chuck if a woodchuck could chuck wood?`
+
+We can represent that sentence as the following list:
+
+`{
+    How: 1
+    much: 1
+    wood: 2
+    would: 2
+    a: 2
+    woodchuck: 2
+    chuck: 2
+    if: 1
+}`
+
+Ignoring *where* the words happened, we're just interested in how *often* the words occurred. That got me thinking: I wonder what would happen if I built a robot that just imitated how often I said things? It's dangerous territory when computer scientists ask "what if," but I got curious enough I wanted to follow through.
+
+## The Objective
+
+Given an input list of Tweets, build up the following things:
+
+1. The distribution of starting words; since there are no "prior" words to go from, we need to treat this as a special case.
+2. The distribution of words given a previous word; for example, every time I use the word `woodchuck` in the example sentence, there is a 50% chance it is followed by `chuck` and a 50% chance it is followed by `could`. I need this distribution for all words.
+3. The distribution of quantity of hashtags; Do I most often use just one? Two? Do they follow something like a Poisson distribution?
+4. Distribution of hashtags; Given a number of hashtags, what is the actual content? I'll treat hashtags as separate from the content of a tweet.
+
+## The Data
+
+I'm using as input my tweet history. I don't really use Twitter anymore, but it seems like a fun use of the dataset. I'd like to eventually build this to a point where I can imitate anyone on Twitter using their last 100 tweets or so, but I'll start with this as example code.
+
+## The Algorithm
+
+I'll be using the [NLTK](http://www.nltk.org/) library for doing a lot of the heavy lifting. First, let's import the data:
+
+
+```python
+import pandas as pd
+
+tweets = pd.read_csv('tweets.csv')
+text = tweets.text
+
+# Don't include tweets in reply to or mentioning people
+replies = text.str.contains('@')
+text_norep = text.loc[~replies]
+```
+
+And now that we've got data, let's start crunching. First, tokenize and build out the distribution of first word:
+
+
+```python
+from nltk.tokenize import TweetTokenizer
+tknzr = TweetTokenizer()
+tokens = text_norep.map(tknzr.tokenize)
+
+first_words = tokens.map(lambda x: x[0])
+first_words_alpha = first_words[first_words.str.isalpha()]
+first_word_dist = first_words_alpha.value_counts() / len(first_words_alpha)
+```
+
+Next, we need to build out the conditional distributions. That is, what is the probability of the next word given the current word is $X$? This one is a bit more involved. First, find all unique words, and then find what words proceed them. This can probably be done in a more efficient manner than I'm currently doing here, but we'll ignore that for the moment.
+
+
+```python
+from functools import reduce
+
+# Get all possible words
+all_words = reduce(lambda x, y: x+y, tokens, [])
+unique_words = set(all_words)
+actual_words = set([x if x[0] != '.' else None for x in unique_words])
+
+word_dist = {}
+for word in iter(actual_words):
+    indices = [i for i, j in enumerate(all_words) if j == word]
+    proceeding = [all_words[i+1] for i in indices]
+    word_dist[word] = proceeding
+```
+
+Now that we've got the tweet analysis done, it's time for the fun part: hashtags! Let's count how many hashtags are in each tweet, I want to get a sense of the distribution.
+
+
+```python
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+hashtags = text_norep.str.count('#')
+bins = hashtags.unique().max()
+hashtags.plot(kind='hist', bins=bins)
+```
+
+
+
+
+    <matplotlib.axes._subplots.AxesSubplot at 0x18e59dc28d0>
+
+
+
+
+    
+![png](_notebook_files/_notebook_7_1.png)
+    
+
+
+That looks like a Poisson distribution, kind of as I expected. I'm guessing my number of hashtags per tweet is $\sim Poi(1)$, but let's actually find the [most likely estimator](https://en.wikipedia.org/wiki/Poisson_distribution#Maximum_likelihood) which in this case is just $\bar{\lambda}$:
+
+
+```python
+mle = hashtags.mean()
+mle
+```
+
+
+
+
+    0.870236869207003
+
+
+
+Pretty close! So we can now simulate how many hashtags are in a tweet. Let's also find what hashtags are actually used:
+
+
+```python
+hashtags = [x for x in all_words if x[0] == '#']
+n_hashtags = len(hashtags)
+
+unique_hashtags = list(set([x for x in unique_words if x[0] == '#']))
+hashtag_dist = pd.DataFrame({'hashtags': unique_hashtags,
+                             'prob': [all_words.count(h) / n_hashtags
+                                      for h in unique_hashtags]})
+len(hashtag_dist)
+```
+
+
+
+
+    603
+
+
+
+Turns out I have used 603 different hashtags during my time on Twitter. That means I was using a unique hashtag for about every third tweet.
+
+In better news though, we now have all the data we need to go about actually constructing tweets! The process will happen in a few steps:
+
+1. Randomly select what the first word will be.
+2. Randomly select the number of hashtags for this tweet, and then select the actual hashtags.
+3. Fill in the remaining space of 140 characters with random words taken from my tweets.
+
+And hopefully, we won't have anything too crazy come out the other end. The way we do the selection follows a [Multinomial Distribution](https://en.wikipedia.org/wiki/Multinomial_distribution): given a lot of different values with specific probability, pick one. Let's give a quick example:
+
+```
+x: .33
+y: .5
+z: .17
+```
+
+That is, I pick `x` with probability 33%, `y` with probability 50%, and so on. In context of our sentence construction, I've built out the probabilities of specific words already - now I just need to simulate that distribution. Time for the engine to actually be developed!
+
+
+```python
+import numpy as np
+
+def multinom_sim(n, vals, probs):
+    occurrences = np.random.multinomial(n, probs)
+    results = occurrences * vals
+    return ' '.join(results[results != ''])
+
+def sim_n_hashtags(hashtag_freq):
+    return np.random.poisson(hashtag_freq)
+
+def sim_hashtags(n, hashtag_dist):
+    return multinom_sim(n, hashtag_dist.hashtags, hashtag_dist.prob)
+
+def sim_first_word(first_word_dist):
+    probs = np.float64(first_word_dist.values)
+    return multinom_sim(1, first_word_dist.reset_index()['index'], probs)
+
+def sim_next_word(current, word_dist):
+    dist = pd.Series(word_dist[current])
+    probs = np.ones(len(dist)) / len(dist)
+    return multinom_sim(1, dist, probs)
+```
+
+## Pulling it all together
+
+I've now built out all the code I need to actually simulate a sentence written by me. Let's try doing an example with five words and a single hashtag:
+
+
+```python
+first = sim_first_word(first_word_dist)
+second = sim_next_word(first, word_dist)
+third = sim_next_word(second, word_dist)
+fourth = sim_next_word(third, word_dist)
+fifth = sim_next_word(fourth, word_dist)
+hashtag = sim_hashtags(1, hashtag_dist)
+
+' '.join((first, second, third, fourth, fifth, hashtag))
+```
+
+
+
+
+    'My first all-nighter of friends #oldschool'
+
+
+
+Let's go ahead and put everything together! We're going to simulate a first word, simulate the hashtags, and then simulate to fill the gap until we've either taken up all the space or reached a period.
+
+
+```python
+def simulate_tweet():
+    chars_remaining = 140
+    first = sim_first_word(first_word_dist)
+    n_hash = sim_n_hashtags(mle)
+    hashtags = sim_hashtags(n_hash, hashtag_dist)
+    
+    chars_remaining -= len(first) + len(hashtags)
+    
+    tweet = first
+    current = first
+    while chars_remaining > len(tweet) + len(hashtags) and current[0] != '.' and current[0] != '!':
+        current = sim_next_word(current, word_dist)
+        tweet += ' ' + current
+        
+    tweet = tweet[:-2] + tweet[-1]
+        
+    return ' '.join((tweet, hashtags)).strip()
+```
+
+## The results
+
+And now for something completely different: twenty random tweets dreamed up by my computer and my Twitter data. Here you go:
+
+
+```python
+for i in range(0, 20):
+    print(simulate_tweet())
+    print()
+```
+
+    Also , I'm at 8 this morning. #thursdaysgohard #ornot
+    
+    Turns out of us breathe the code will want to my undergraduate career is becoming more night trying ? Religion is now as a chane #HYPE
+    
+    You know what recursion is to review the UNCC. #ornot
+    
+    There are really sore 3 bonfires in my first writing the library ground floor if awesome. #realtalk #impressed
+    
+    So we can make it out there's nothing but I'm not let us so hot I could think I may be good. #SwingDance
+    
+    Happy Christmas , at Harris Teeter to be be godly or Roman Catholic ). #4b392b#4b392b #Isaiah26
+    
+    For context , I in the most decisive factor of the same for homework. #accomplishment
+    
+    Freaking done. #loveyouall
+    
+    New blog post : Don't jump in a quiz in with a knife fight. #haskell #earlybirthday
+    
+    God shows me legitimately want to get some food and one day.
+    
+    Stormed the queen city. #mindblown
+    
+    The day of a cold at least outside right before the semester ..
+    
+    Finished with the way back. #winners
+    
+    Waking up , OJ , I feel like Nick Jonas today.
+    
+    First draft of so hard drive. #humansvszombies
+    
+    Eric Whitacre is the wise creation.
+    
+    Ethics paper first , music in close to everyone who just be posting up with my sin , and Jerry Springr #TheLittleThings
+    
+    Love that you know enough time I've eaten at 8 PM. #deepthoughts #stillblownaway
+    
+    Lead. #ThinkingTooMuch #Christmas
+    
+    Aamazing conference when you married #DepartmentOfRedundancyDepartment Yep , but there's a legitimate challenge.
+    
+
+
+...Which all ended up being a whole lot more nonsensical than I had hoped for. There are some good ones, so I'll call that an accomplishment! I was banking on grammar not being an issue: since my tweets use impeccable grammar, the program modeled off them should have pretty good grammar as well. There are going to be some hilarious edge cases (I'm looking at you, `Ethics paper first, music in close to everyone`) that make no sense, and some hilarious edge cases (`Waking up, OJ, I feel like Nick Jonas today`) that make me feel like I should have a Twitter rap career. On the whole though, the structure came out alright.
+
+## Moving on from here
+
+During class we also talked about an interesting idea: trying to analyze corporate documents and corporate speech. I'd be interested to know what this analysis applied to something like a couple of bank press releases could do. By any means, the code needs some work to clean it up before I get that far.
+
+## For further reading
+
+I'm pretty confident I re-invented a couple wheels along the way - what I'm doing feels a lot like what [Markov Chain Monte Carlo](https://en.wikipedia.org/wiki/Markov_chain_Monte_Carlo) is intended to do. But I've never worked explicitly with that before, so more research is needed.
diff --git a/blog/2016-03-28-tweet-like-me/_notebook_files/_notebook_7_1.png b/blog/2016-03-28-tweet-like-me/_notebook_files/_notebook_7_1.png
new file mode 100644
index 0000000..7315d4d
Binary files /dev/null and b/blog/2016-03-28-tweet-like-me/_notebook_files/_notebook_7_1.png differ
diff --git a/blog/2016-03-28-tweet-like-me/index.mdx b/blog/2016-03-28-tweet-like-me/index.mdx
new file mode 100644
index 0000000..7c549ce
--- /dev/null
+++ b/blog/2016-03-28-tweet-like-me/index.mdx
@@ -0,0 +1,291 @@
+---
+slug: 2016/03/tweet-like-me
+title: Tweet like me
+date: 2016-03-28 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+In which I try to create a robot that will tweet like I tweet.
+
+<!-- truncate -->
+
+So, I'm taking a Machine Learning course this semester in school, and one of the topics we keep coming back to is natural language processing and the 'bag of words' data structure. That is, given a sentence:
+
+`How much wood would a woodchuck chuck if a woodchuck could chuck wood?`
+
+We can represent that sentence as the following list:
+
+`{
+    How: 1
+    much: 1
+    wood: 2
+    would: 2
+    a: 2
+    woodchuck: 2
+    chuck: 2
+    if: 1
+}`
+
+Ignoring *where* the words happened, we're just interested in how *often* the words occurred. That got me thinking: I wonder what would happen if I built a robot that just imitated how often I said things? It's dangerous territory when computer scientists ask "what if," but I got curious enough I wanted to follow through.
+
+## The Objective
+
+Given an input list of Tweets, build up the following things:
+
+1. The distribution of starting words; since there are no "prior" words to go from, we need to treat this as a special case.
+2. The distribution of words given a previous word; for example, every time I use the word `woodchuck` in the example sentence, there is a 50% chance it is followed by `chuck` and a 50% chance it is followed by `could`. I need this distribution for all words.
+3. The distribution of quantity of hashtags; Do I most often use just one? Two? Do they follow something like a Poisson distribution?
+4. Distribution of hashtags; Given a number of hashtags, what is the actual content? I'll treat hashtags as separate from the content of a tweet.
+
+## The Data
+
+I'm using as input my tweet history. I don't really use Twitter anymore, but it seems like a fun use of the dataset. I'd like to eventually build this to a point where I can imitate anyone on Twitter using their last 100 tweets or so, but I'll start with this as example code.
+
+## The Algorithm
+
+I'll be using the [NLTK](http://www.nltk.org/) library for doing a lot of the heavy lifting. First, let's import the data:
+
+
+```python
+import pandas as pd
+
+tweets = pd.read_csv('tweets.csv')
+text = tweets.text
+
+# Don't include tweets in reply to or mentioning people
+replies = text.str.contains('@')
+text_norep = text.loc[~replies]
+```
+
+And now that we've got data, let's start crunching. First, tokenize and build out the distribution of first word:
+
+
+```python
+from nltk.tokenize import TweetTokenizer
+tknzr = TweetTokenizer()
+tokens = text_norep.map(tknzr.tokenize)
+
+first_words = tokens.map(lambda x: x[0])
+first_words_alpha = first_words[first_words.str.isalpha()]
+first_word_dist = first_words_alpha.value_counts() / len(first_words_alpha)
+```
+
+Next, we need to build out the conditional distributions. That is, what is the probability of the next word given the current word is $X$? This one is a bit more involved. First, find all unique words, and then find what words proceed them. This can probably be done in a more efficient manner than I'm currently doing here, but we'll ignore that for the moment.
+
+
+```python
+from functools import reduce
+
+# Get all possible words
+all_words = reduce(lambda x, y: x+y, tokens, [])
+unique_words = set(all_words)
+actual_words = set([x if x[0] != '.' else None for x in unique_words])
+
+word_dist = {}
+for word in iter(actual_words):
+    indices = [i for i, j in enumerate(all_words) if j == word]
+    proceeding = [all_words[i+1] for i in indices]
+    word_dist[word] = proceeding
+```
+
+Now that we've got the tweet analysis done, it's time for the fun part: hashtags! Let's count how many hashtags are in each tweet, I want to get a sense of the distribution.
+
+
+```python
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+hashtags = text_norep.str.count('#')
+bins = hashtags.unique().max()
+hashtags.plot(kind='hist', bins=bins)
+```
+
+```
+    <matplotlib.axes._subplots.AxesSubplot at 0x18e59dc28d0>
+```
+
+    
+![png](_notebook_files/_notebook_7_1.png)
+    
+
+That looks like a Poisson distribution, kind of as I expected. I'm guessing my number of hashtags per tweet is $\sim Poi(1)$, but let's actually find the [most likely estimator](https://en.wikipedia.org/wiki/Poisson_distribution#Maximum_likelihood) which in this case is just $\bar{\lambda}$:
+
+
+```python
+mle = hashtags.mean()
+mle
+```
+
+```
+    0.870236869207003
+```
+
+
+Pretty close! So we can now simulate how many hashtags are in a tweet. Let's also find what hashtags are actually used:
+
+
+```python
+hashtags = [x for x in all_words if x[0] == '#']
+n_hashtags = len(hashtags)
+
+unique_hashtags = list(set([x for x in unique_words if x[0] == '#']))
+hashtag_dist = pd.DataFrame({'hashtags': unique_hashtags,
+                             'prob': [all_words.count(h) / n_hashtags
+                                      for h in unique_hashtags]})
+len(hashtag_dist)
+```
+
+```
+    603
+```
+
+Turns out I have used 603 different hashtags during my time on Twitter. That means I was using a unique hashtag for about every third tweet.
+
+In better news though, we now have all the data we need to go about actually constructing tweets! The process will happen in a few steps:
+
+1. Randomly select what the first word will be.
+2. Randomly select the number of hashtags for this tweet, and then select the actual hashtags.
+3. Fill in the remaining space of 140 characters with random words taken from my tweets.
+
+And hopefully, we won't have anything too crazy come out the other end. The way we do the selection follows a [Multinomial Distribution](https://en.wikipedia.org/wiki/Multinomial_distribution): given a lot of different values with specific probability, pick one. Let's give a quick example:
+
+```
+x: .33
+y: .5
+z: .17
+```
+
+That is, I pick `x` with probability 33%, `y` with probability 50%, and so on. In context of our sentence construction, I've built out the probabilities of specific words already - now I just need to simulate that distribution. Time for the engine to actually be developed!
+
+
+```python
+import numpy as np
+
+def multinom_sim(n, vals, probs):
+    occurrences = np.random.multinomial(n, probs)
+    results = occurrences * vals
+    return ' '.join(results[results != ''])
+
+def sim_n_hashtags(hashtag_freq):
+    return np.random.poisson(hashtag_freq)
+
+def sim_hashtags(n, hashtag_dist):
+    return multinom_sim(n, hashtag_dist.hashtags, hashtag_dist.prob)
+
+def sim_first_word(first_word_dist):
+    probs = np.float64(first_word_dist.values)
+    return multinom_sim(1, first_word_dist.reset_index()['index'], probs)
+
+def sim_next_word(current, word_dist):
+    dist = pd.Series(word_dist[current])
+    probs = np.ones(len(dist)) / len(dist)
+    return multinom_sim(1, dist, probs)
+```
+
+## Pulling it all together
+
+I've now built out all the code I need to actually simulate a sentence written by me. Let's try doing an example with five words and a single hashtag:
+
+
+```python
+first = sim_first_word(first_word_dist)
+second = sim_next_word(first, word_dist)
+third = sim_next_word(second, word_dist)
+fourth = sim_next_word(third, word_dist)
+fifth = sim_next_word(fourth, word_dist)
+hashtag = sim_hashtags(1, hashtag_dist)
+
+' '.join((first, second, third, fourth, fifth, hashtag))
+```
+
+```
+    'My first all-nighter of friends #oldschool'
+```
+
+Let's go ahead and put everything together! We're going to simulate a first word, simulate the hashtags, and then simulate to fill the gap until we've either taken up all the space or reached a period.
+
+
+```python
+def simulate_tweet():
+    chars_remaining = 140
+    first = sim_first_word(first_word_dist)
+    n_hash = sim_n_hashtags(mle)
+    hashtags = sim_hashtags(n_hash, hashtag_dist)
+    
+    chars_remaining -= len(first) + len(hashtags)
+    
+    tweet = first
+    current = first
+    while chars_remaining > len(tweet) + len(hashtags) and current[0] != '.' and current[0] != '!':
+        current = sim_next_word(current, word_dist)
+        tweet += ' ' + current
+        
+    tweet = tweet[:-2] + tweet[-1]
+        
+    return ' '.join((tweet, hashtags)).strip()
+```
+
+## The results
+
+And now for something completely different: twenty random tweets dreamed up by my computer and my Twitter data. Here you go:
+
+
+```python
+for i in range(0, 20):
+    print(simulate_tweet())
+    print()
+```
+
+```
+    Also , I'm at 8 this morning. #thursdaysgohard #ornot
+    
+    Turns out of us breathe the code will want to my undergraduate career is becoming more night trying ? Religion is now as a chane #HYPE
+    
+    You know what recursion is to review the UNCC. #ornot
+    
+    There are really sore 3 bonfires in my first writing the library ground floor if awesome. #realtalk #impressed
+    
+    So we can make it out there's nothing but I'm not let us so hot I could think I may be good. #SwingDance
+    
+    Happy Christmas , at Harris Teeter to be be godly or Roman Catholic ). #4b392b#4b392b #Isaiah26
+    
+    For context , I in the most decisive factor of the same for homework. #accomplishment
+    
+    Freaking done. #loveyouall
+    
+    New blog post : Don't jump in a quiz in with a knife fight. #haskell #earlybirthday
+    
+    God shows me legitimately want to get some food and one day.
+    
+    Stormed the queen city. #mindblown
+    
+    The day of a cold at least outside right before the semester ..
+    
+    Finished with the way back. #winners
+    
+    Waking up , OJ , I feel like Nick Jonas today.
+    
+    First draft of so hard drive. #humansvszombies
+    
+    Eric Whitacre is the wise creation.
+    
+    Ethics paper first , music in close to everyone who just be posting up with my sin , and Jerry Springr #TheLittleThings
+    
+    Love that you know enough time I've eaten at 8 PM. #deepthoughts #stillblownaway
+    
+    Lead. #ThinkingTooMuch #Christmas
+    
+    Aamazing conference when you married #DepartmentOfRedundancyDepartment Yep , but there's a legitimate challenge.
+```
+
+
+...Which all ended up being a whole lot more nonsensical than I had hoped for. There are some good ones, so I'll call that an accomplishment! I was banking on grammar not being an issue: since my tweets use impeccable grammar, the program modeled off them should have pretty good grammar as well. There are going to be some hilarious edge cases (I'm looking at you, `Ethics paper first, music in close to everyone`) that make no sense, and some hilarious edge cases (`Waking up, OJ, I feel like Nick Jonas today`) that make me feel like I should have a Twitter rap career. On the whole though, the structure came out alright.
+
+## Moving on from here
+
+During class we also talked about an interesting idea: trying to analyze corporate documents and corporate speech. I'd be interested to know what this analysis applied to something like a couple of bank press releases could do. By any means, the code needs some work to clean it up before I get that far.
+
+## For further reading
+
+I'm pretty confident I re-invented a couple wheels along the way - what I'm doing feels a lot like what [Markov Chain Monte Carlo](https://en.wikipedia.org/wiki/Markov_chain_Monte_Carlo) is intended to do. But I've never worked explicitly with that before, so more research is needed.
\ No newline at end of file
diff --git a/blog/2016-04-06-tick-tock/_article.md b/blog/2016-04-06-tick-tock/_article.md
new file mode 100644
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+Title: Tick Tock...
+Date: 2016-04-06
+Category: Blog
+Tags: fitbit, heartrate
+Authors: Bradlee Speice
+Summary: In which I try to predict the rest of my life using 3 months' worth of data.
+[//]: <> "Modified: "
+
+{% notebook 2016-4-6-tick-tock....ipynb %}
+
+<script type="text/x-mathjax-config">
+//MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+MathJax.Hub.Config({tex2jax: {inlineMath: [['\$','\$']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
diff --git a/blog/2016-04-06-tick-tock/_notebook.ipynb b/blog/2016-04-06-tick-tock/_notebook.ipynb
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index 0000000..1c29ed8
--- /dev/null
+++ b/blog/2016-04-06-tick-tock/_notebook.ipynb
@@ -0,0 +1,490 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "If all we have is a finite number of heartbeats left, what about me?\n",
+    "\n",
+    "---\n",
+    "\n",
+    "Warning: this one is a bit creepier. But that's what you get when you come up with data science ideas as you're drifting off to sleep.\n",
+    "\n",
+    "# 2.5 Billion\n",
+    "\n",
+    "If [PBS][1] is right, that's the total number of heartbeats we get. Approximately once every second that number goes down, and down, and down again...\n",
+    "[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "total_heartbeats = 2500000000"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "I got a Fitbit this past Christmas season, mostly because I was interested in the data and trying to work on some data science projects with it. This is going to be the first project, but there will likely be more (and not nearly as morbid). My idea was: If this is the final number that I'm running up against, how far have I come, and how far am I likely to go? I've currently had about 3 months' time to estimate what my data will look like, so let's go ahead and see: given a lifetime 2.5 billion heart beats, how much time do I have left?\n",
+    "\n",
+    "# Statistical Considerations\n",
+    "\n",
+    "Since I'm starting to work with health data, there are a few considerations I think are important before I start digging through my data.\n",
+    "\n",
+    "1. The concept of 2.5 billion as an agreed-upon number is tenuous at best. I've seen anywhere from [2.21 billion][2] to [3.4 billion][3] so even if I knew exactly how many times my heart had beaten so far, the ending result is suspect at best. I'm using 2.5 billion because that seems to be about the midpoint of the estimates I've seen so far.\n",
+    "2. Most of the numbers I've seen so far are based on extrapolating number of heart beats from life expectancy. As life expectancy goes up, the number of expected heart beats goes up too.\n",
+    "3. My estimation of the number of heartbeats in my life so far is based on 3 months worth of data, and I'm extrapolating an entire lifetime based on this.\n",
+    "\n",
+    "So while the ending number is **not useful in any medical context**, it is still an interesting project to work with the data I have on hand.\n",
+    "\n",
+    "# Getting the data\n",
+    "\n",
+    "[Fitbit](https://www.fitbit.com/) has an [API available](https://dev.fitbit.com/) for people to pull their personal data off the system. It requires registering an application, authentication with OAuth, and some other complicated things. **If you're not interested in how I fetch the data, skip [here](#Wild-Extrapolations-from-Small-Data)**.\n",
+    "\n",
+    "## Registering an application\n",
+    "\n",
+    "I've already [registered a personal application](https://dev.fitbit.com/apps/new) with Fitbit, so I can go ahead and retrieve things like the client secret from a file.\n",
+    "\n",
+    "[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html\n",
+    "[2]: http://gizmodo.com/5982977/how-many-heartbeats-does-each-species-get-in-a-lifetime\n",
+    "[3]: http://wonderopolis.org/wonder/how-many-times-does-your-heart-beat-in-a-lifetime/"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# Import all the OAuth secret information from a local file\n",
+    "from secrets import CLIENT_SECRET, CLIENT_ID, CALLBACK_URL"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Handling OAuth 2\n",
+    "\n",
+    "So, all the people that know what OAuth 2 is know what's coming next. For those who don't: OAuth is how people allow applications to access other data without having to know your password. Essentially the dialog goes like this:\n",
+    "\n",
+    "```\n",
+    "Application: I've got a user here who wants to use my application, but I need their data.\n",
+    "Fitbit: OK, what data do you need access to, and for how long?\n",
+    "Application: I need all of these scopes, and for this amount of time.\n",
+    "Fitbit: OK, let me check with the user to make sure they really want to do this.\n",
+    "\n",
+    "Fitbit: User, do you really want to let this application have your data?\n",
+    "User: I do! And to prove it, here's my password.\n",
+    "Fitbit: OK, everything checks out. I'll let the application access your data.\n",
+    "\n",
+    "Fitbit: Application, you can access the user's data. Use this special value whenever you need to request data from me.\n",
+    "Application: Thank you, now give me all the data.\n",
+    "```\n",
+    "\n",
+    "Effectively, this allows an application to gain access to a user's data without ever needing to know the user's password. That way, even if the other application is hacked, the user's original data remains safe. Plus, the user can let the data service know to stop providing the application access any time they want. All in all, very secure.\n",
+    "\n",
+    "It does make handling small requests a bit challenging, but I'll go through the steps here. We'll be using the [Implicit Grant](https://dev.fitbit.com/docs/oauth2/) workflow, as it requires fewer steps in processing.\n",
+    "\n",
+    "First, we need to set up the URL the user would visit to authenticate:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "import urllib\n",
+    "\n",
+    "FITBIT_URI = 'https://www.fitbit.com/oauth2/authorize'\n",
+    "params = {\n",
+    "    # If we need more than one scope, must be a CSV string\n",
+    "    'scope': 'heartrate',\n",
+    "    'response_type': 'token',\n",
+    "    'expires_in': 86400, # 1 day\n",
+    "    'redirect_uri': CALLBACK_URL,\n",
+    "    'client_id': CLIENT_ID\n",
+    "}\n",
+    "\n",
+    "request_url = FITBIT_URI + '?' + urllib.parse.urlencode(params)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now, here you would print out the request URL, go visit it, and get the full URL that it sends you back to. Because that is very sensitive information (specifically containing my `CLIENT_ID` that I'd really rather not share on the internet), I've skipped that step in the code here, but it happens in the background."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "# The `response_url` variable contains the full URL that\n",
+    "# FitBit sent back to us, but most importantly,\n",
+    "# contains the token we need for authorization.\n",
+    "access_token = dict(urllib.parse.parse_qsl(response_url))['access_token']"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Requesting the data\n",
+    "\n",
+    "Now that we've actually set up our access via the `access_token`, it's time to get the actual [heart rate data](https://dev.fitbit.com/docs/heart-rate/). I'll be using data from January 1, 2016 through March 31, 2016, and extrapolating wildly from that.\n",
+    "\n",
+    "Fitbit only lets us fetch intraday data one day at a time, so I'll create a date range using pandas and iterate through that to pull down all the data."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Heartbeats from 2016-01-01 00:00:00 to 2016-03-31 23:59:00: 8139060\n"
+     ]
+    }
+   ],
+   "source": [
+    "from requests_oauthlib import OAuth2Session\n",
+    "import pandas as pd\n",
+    "from datetime import datetime\n",
+    "\n",
+    "session = OAuth2Session(token={\n",
+    "        'access_token': access_token,\n",
+    "        'token_type': 'Bearer'\n",
+    "    })\n",
+    "\n",
+    "format_str = '%Y-%m-%d'\n",
+    "start_date = datetime(2016, 1, 1)\n",
+    "end_date = datetime(2016, 3, 31)\n",
+    "dr = pd.date_range(start_date, end_date)\n",
+    "\n",
+    "url = 'https://api.fitbit.com/1/user/-/activities/heart/date/{0}/1d/1min.json'\n",
+    "hr_responses = [session.get(url.format(d.strftime(format_str))) for d in dr]\n",
+    "\n",
+    "def record_to_df(record):\n",
+    "    if 'activities-heart' not in record:\n",
+    "        return None\n",
+    "    date_str = record['activities-heart'][0]['dateTime']\n",
+    "    df = pd.DataFrame(record['activities-heart-intraday']['dataset'])\n",
+    "        \n",
+    "    df.index = df['time'].apply(\n",
+    "        lambda x: datetime.strptime(date_str + ' ' + x, '%Y-%m-%d %H:%M:%S'))\n",
+    "    return df\n",
+    "\n",
+    "hr_dataframes = [record_to_df(record.json()) for record in hr_responses]\n",
+    "hr_df_concat = pd.concat(hr_dataframes)\n",
+    "\n",
+    "\n",
+    "# There are some minutes with missing data, so we need to correct that\n",
+    "full_daterange = pd.date_range(hr_df_concat.index[0],\n",
+    "                              hr_df_concat.index[-1],\n",
+    "                              freq='min')\n",
+    "hr_df_full = hr_df_concat.reindex(full_daterange, method='nearest')\n",
+    "\n",
+    "print(\"Heartbeats from {} to {}: {}\".format(hr_df_full.index[0],\n",
+    "                                            hr_df_full.index[-1],\n",
+    "                                            hr_df_full['value'].sum()))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And now we've retrieved all the available heart rate data for January 1<sup>st</sup> through March 31<sup>st</sup>! Let's get to the actual analysis.\n",
+    "\n",
+    "# Wild Extrapolations from Small Data\n",
+    "\n",
+    "A fundamental issue of this data is that it's pretty small. I'm using 3 months of data to make predictions about my entire life. But, purely as an exercise, I'll move forward.\n",
+    "\n",
+    "## How many heartbeats so far?\n",
+    "\n",
+    "The first step is figuring out how many of the 2.5 billion heartbeats I've used so far. We're going to try and work backward from the present day to when I was born to get that number. The easy part comes first: going back to January 1<sup>st</sup>, 1992. That's because I can generalize how many 3-month increments there were between now and then, account for leap years, and call that section done.\n",
+    "\n",
+    "Between January 1992 and January 2016 there were 96 quarters, and 6 leap days. The number we're looking for is:\n",
+    "\n",
+    "\\begin{equation}\n",
+    "hr_q \\cdot n - hr_d \\cdot (n-m)\n",
+    "\\end{equation}\n",
+    "\n",
+    "- $hr_q$: Number of heartbeats per quarter\n",
+    "- $hr_d$: Number of heartbeats on leap day\n",
+    "- $n$: Number of quarters, in this case 96\n",
+    "- $m$: Number of leap days, in this case 6"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "773609400"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "quarterly_count = hr_df_full['value'].sum()\n",
+    "leap_day_count = hr_df_full[(hr_df_full.index.month == 2) &\n",
+    "                            (hr_df_full.index.day == 29)]['value'].sum()\n",
+    "num_quarters = 96\n",
+    "leap_days = 6\n",
+    "\n",
+    "jan_92_jan_16 = quarterly_count * num_quarters - leap_day_count * (num_quarters - leap_days)\n",
+    "jan_92_jan_16"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "So between January 1992 and January 2016 I've used $\\approx$ 774 million heartbeats. Now, I need to go back to my exact birthday. I'm going to first find on average how many heartbeats I use in a minute, and multiply that by the number of minutes between my birthday and January 1992.\n",
+    "\n",
+    "For privacy purposes I'll put the code here that I'm using, but without any identifying information:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Heartbeats so far: 775804660\n",
+      "Remaining heartbeats: 1724195340\n"
+     ]
+    }
+   ],
+   "source": [
+    "minute_mean = hr_df_full['value'].mean()\n",
+    "# Don't you wish you knew?\n",
+    "# birthday_minutes = ???\n",
+    "\n",
+    "birthday_heartbeats = birthday_minutes * minute_mean\n",
+    "\n",
+    "heartbeats_until_2016 = int(birthday_heartbeats + jan_92_jan_16)\n",
+    "remaining_2016 = total_heartbeats - heartbeats_until_2016\n",
+    "\n",
+    "print(\"Heartbeats so far: {}\".format(heartbeats_until_2016))\n",
+    "print(\"Remaining heartbeats: {}\".format(remaining_2016))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It would appear that my heart has beaten 775,804,660 times between my moment of birth and January 1<sup>st</sup> 2016, and that I have 1.72 billion left.\n",
+    "\n",
+    "## How many heartbeats longer?\n",
+    "\n",
+    "Now comes the tricky bit. I know how many heart beats I've used so far, and how many I have remaining, so I'd like to come up with a (relatively) accurate estimate of when exactly my heart should give out. We'll do this in a few steps, increasing in granularity.\n",
+    "\n",
+    "First step, how many heartbeats do I use in a 4-year period? I have data for a single quarter including leap day, so I want to know:\n",
+    "\n",
+    "\\begin{equation}\n",
+    "hr_q \\cdot n - hr_d \\cdot (n - m)\n",
+    "\\end{equation}\n",
+    "\n",
+    "- $hr_q$: Heartbeats per quarter\n",
+    "- $hr_d$: Heartbeats per leap day\n",
+    "- $n$: Number of quarters = 16\n",
+    "- $m$: Number of leap days = 1"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "128934900"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "heartbeats_4year = quarterly_count * 16 - leap_day_count * (16 - 1)\n",
+    "heartbeats_4year"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now, I can fast forward from 2016 the number of periods of 4 years I have left."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Four year periods remaining: 13\n",
+      "Remaining heartbeats after 4 year periods: 48041640\n"
+     ]
+    }
+   ],
+   "source": [
+    "four_year_periods = remaining_2016 // heartbeats_4year\n",
+    "remaining_4y = remaining_2016 - four_year_periods * heartbeats_4year\n",
+    "\n",
+    "print(\"Four year periods remaining: {}\".format(four_year_periods))\n",
+    "print(\"Remaining heartbeats after 4 year periods: {}\".format(remaining_4y))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Given that there are 13 four-year periods left, I can move from 2016 all the way to 2068, and find that I will have 48 million heart beats left. Let's drop down to figuring out how many quarters that is. I know that 2068 will have a leap day (unless someone finally decides to get rid of them), so I'll subtract that out first. Then, I'm left to figure out how many quarters exactly are left."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Quarters left starting 2068: 8\n",
+      "Remaining heartbeats after that: 4760716\n"
+     ]
+    }
+   ],
+   "source": [
+    "remaining_leap = remaining_4y - leap_day_count\n",
+    "# Ignore leap day in the data set\n",
+    "heartbeats_quarter = hr_df_full[(hr_df_full.index.month != 2) &\n",
+    "                                (hr_df_full.index.day != 29)]['value'].sum()\n",
+    "quarters_left = remaining_leap // heartbeats_quarter\n",
+    "remaining_year = remaining_leap - quarters_left * heartbeats_quarter\n",
+    "\n",
+    "print(\"Quarters left starting 2068: {}\".format(quarters_left))\n",
+    "print(\"Remaining heartbeats after that: {}\".format(remaining_year))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "So, that analysis gets me through until January 1<sup>st</sup> 2070. Final step, using that minute estimate to figure out how many minutes past that I'm predicted to have:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "datetime.datetime(2070, 2, 23, 5, 28)"
+      ]
+     },
+     "execution_count": 13,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from datetime import timedelta\n",
+    "\n",
+    "base = datetime(2070, 1, 1)\n",
+    "minutes_left = remaining_year // minute_mean\n",
+    "\n",
+    "kaput = timedelta(minutes=minutes_left)\n",
+    "base + kaput"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "According to this, I've got until February 23<sup>rd</sup>, 2070 at 5:28 PM in the evening before my heart gives out.\n",
+    "\n",
+    "# Summary\n",
+    "\n",
+    "Well, that's kind of a creepy date to know. As I said at the top though, **this number is totally useless in any medical context**. It ignores the rate at which we continue to get better at making people live longer, and is extrapolating from 3 months' worth of data the rest of my life. Additionally, throughout my time developing this post I made many minor mistakes. I think they're all fixed now, but it's easy to mix a number up here or there and the analysis gets thrown off by a couple years.\n",
+    "\n",
+    "Even still, I think philosophically humans have a desire to know how much time we have left in the world. [Man is but a breath](https://www.biblegateway.com/passage/?search=psalm+144&version=ESV), and it's scary to think just how quickly that date may be coming up. This analysis asks an important question though: what are you going to do with the time you have left?\n",
+    "\n",
+    "Thanks for sticking with me on this one, I promise it will be much less depressing next time!"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-04-06-tick-tock/_notebook.md b/blog/2016-04-06-tick-tock/_notebook.md
new file mode 100644
index 0000000..d8a030a
--- /dev/null
+++ b/blog/2016-04-06-tick-tock/_notebook.md
@@ -0,0 +1,307 @@
+If all we have is a finite number of heartbeats left, what about me?
+
+---
+
+Warning: this one is a bit creepier. But that's what you get when you come up with data science ideas as you're drifting off to sleep.
+
+# 2.5 Billion
+
+If [PBS][1] is right, that's the total number of heartbeats we get. Approximately once every second that number goes down, and down, and down again...
+[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html
+
+
+
+```python
+total_heartbeats = 2500000000
+```
+
+I got a Fitbit this past Christmas season, mostly because I was interested in the data and trying to work on some data science projects with it. This is going to be the first project, but there will likely be more (and not nearly as morbid). My idea was: If this is the final number that I'm running up against, how far have I come, and how far am I likely to go? I've currently had about 3 months' time to estimate what my data will look like, so let's go ahead and see: given a lifetime 2.5 billion heart beats, how much time do I have left?
+
+# Statistical Considerations
+
+Since I'm starting to work with health data, there are a few considerations I think are important before I start digging through my data.
+
+1. The concept of 2.5 billion as an agreed-upon number is tenuous at best. I've seen anywhere from [2.21 billion][2] to [3.4 billion][3] so even if I knew exactly how many times my heart had beaten so far, the ending result is suspect at best. I'm using 2.5 billion because that seems to be about the midpoint of the estimates I've seen so far.
+2. Most of the numbers I've seen so far are based on extrapolating number of heart beats from life expectancy. As life expectancy goes up, the number of expected heart beats goes up too.
+3. My estimation of the number of heartbeats in my life so far is based on 3 months worth of data, and I'm extrapolating an entire lifetime based on this.
+
+So while the ending number is **not useful in any medical context**, it is still an interesting project to work with the data I have on hand.
+
+# Getting the data
+
+[Fitbit](https://www.fitbit.com/) has an [API available](https://dev.fitbit.com/) for people to pull their personal data off the system. It requires registering an application, authentication with OAuth, and some other complicated things. **If you're not interested in how I fetch the data, skip [here](#Wild-Extrapolations-from-Small-Data)**.
+
+## Registering an application
+
+I've already [registered a personal application](https://dev.fitbit.com/apps/new) with Fitbit, so I can go ahead and retrieve things like the client secret from a file.
+
+[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html
+[2]: http://gizmodo.com/5982977/how-many-heartbeats-does-each-species-get-in-a-lifetime
+[3]: http://wonderopolis.org/wonder/how-many-times-does-your-heart-beat-in-a-lifetime/
+
+
+```python
+# Import all the OAuth secret information from a local file
+from secrets import CLIENT_SECRET, CLIENT_ID, CALLBACK_URL
+```
+
+## Handling OAuth 2
+
+So, all the people that know what OAuth 2 is know what's coming next. For those who don't: OAuth is how people allow applications to access other data without having to know your password. Essentially the dialog goes like this:
+
+```
+Application: I've got a user here who wants to use my application, but I need their data.
+Fitbit: OK, what data do you need access to, and for how long?
+Application: I need all of these scopes, and for this amount of time.
+Fitbit: OK, let me check with the user to make sure they really want to do this.
+
+Fitbit: User, do you really want to let this application have your data?
+User: I do! And to prove it, here's my password.
+Fitbit: OK, everything checks out. I'll let the application access your data.
+
+Fitbit: Application, you can access the user's data. Use this special value whenever you need to request data from me.
+Application: Thank you, now give me all the data.
+```
+
+Effectively, this allows an application to gain access to a user's data without ever needing to know the user's password. That way, even if the other application is hacked, the user's original data remains safe. Plus, the user can let the data service know to stop providing the application access any time they want. All in all, very secure.
+
+It does make handling small requests a bit challenging, but I'll go through the steps here. We'll be using the [Implicit Grant](https://dev.fitbit.com/docs/oauth2/) workflow, as it requires fewer steps in processing.
+
+First, we need to set up the URL the user would visit to authenticate:
+
+
+```python
+import urllib
+
+FITBIT_URI = 'https://www.fitbit.com/oauth2/authorize'
+params = {
+    # If we need more than one scope, must be a CSV string
+    'scope': 'heartrate',
+    'response_type': 'token',
+    'expires_in': 86400, # 1 day
+    'redirect_uri': CALLBACK_URL,
+    'client_id': CLIENT_ID
+}
+
+request_url = FITBIT_URI + '?' + urllib.parse.urlencode(params)
+```
+
+Now, here you would print out the request URL, go visit it, and get the full URL that it sends you back to. Because that is very sensitive information (specifically containing my `CLIENT_ID` that I'd really rather not share on the internet), I've skipped that step in the code here, but it happens in the background.
+
+
+```python
+# The `response_url` variable contains the full URL that
+# FitBit sent back to us, but most importantly,
+# contains the token we need for authorization.
+access_token = dict(urllib.parse.parse_qsl(response_url))['access_token']
+```
+
+## Requesting the data
+
+Now that we've actually set up our access via the `access_token`, it's time to get the actual [heart rate data](https://dev.fitbit.com/docs/heart-rate/). I'll be using data from January 1, 2016 through March 31, 2016, and extrapolating wildly from that.
+
+Fitbit only lets us fetch intraday data one day at a time, so I'll create a date range using pandas and iterate through that to pull down all the data.
+
+
+```python
+from requests_oauthlib import OAuth2Session
+import pandas as pd
+from datetime import datetime
+
+session = OAuth2Session(token={
+        'access_token': access_token,
+        'token_type': 'Bearer'
+    })
+
+format_str = '%Y-%m-%d'
+start_date = datetime(2016, 1, 1)
+end_date = datetime(2016, 3, 31)
+dr = pd.date_range(start_date, end_date)
+
+url = 'https://api.fitbit.com/1/user/-/activities/heart/date/{0}/1d/1min.json'
+hr_responses = [session.get(url.format(d.strftime(format_str))) for d in dr]
+
+def record_to_df(record):
+    if 'activities-heart' not in record:
+        return None
+    date_str = record['activities-heart'][0]['dateTime']
+    df = pd.DataFrame(record['activities-heart-intraday']['dataset'])
+        
+    df.index = df['time'].apply(
+        lambda x: datetime.strptime(date_str + ' ' + x, '%Y-%m-%d %H:%M:%S'))
+    return df
+
+hr_dataframes = [record_to_df(record.json()) for record in hr_responses]
+hr_df_concat = pd.concat(hr_dataframes)
+
+
+# There are some minutes with missing data, so we need to correct that
+full_daterange = pd.date_range(hr_df_concat.index[0],
+                              hr_df_concat.index[-1],
+                              freq='min')
+hr_df_full = hr_df_concat.reindex(full_daterange, method='nearest')
+
+print("Heartbeats from {} to {}: {}".format(hr_df_full.index[0],
+                                            hr_df_full.index[-1],
+                                            hr_df_full['value'].sum()))
+```
+
+    Heartbeats from 2016-01-01 00:00:00 to 2016-03-31 23:59:00: 8139060
+
+
+And now we've retrieved all the available heart rate data for January 1<sup>st</sup> through March 31<sup>st</sup>! Let's get to the actual analysis.
+
+# Wild Extrapolations from Small Data
+
+A fundamental issue of this data is that it's pretty small. I'm using 3 months of data to make predictions about my entire life. But, purely as an exercise, I'll move forward.
+
+## How many heartbeats so far?
+
+The first step is figuring out how many of the 2.5 billion heartbeats I've used so far. We're going to try and work backward from the present day to when I was born to get that number. The easy part comes first: going back to January 1<sup>st</sup>, 1992. That's because I can generalize how many 3-month increments there were between now and then, account for leap years, and call that section done.
+
+Between January 1992 and January 2016 there were 96 quarters, and 6 leap days. The number we're looking for is:
+
+\begin{equation}
+hr_q \cdot n - hr_d \cdot (n-m)
+\end{equation}
+
+- $hr_q$: Number of heartbeats per quarter
+- $hr_d$: Number of heartbeats on leap day
+- $n$: Number of quarters, in this case 96
+- $m$: Number of leap days, in this case 6
+
+
+```python
+quarterly_count = hr_df_full['value'].sum()
+leap_day_count = hr_df_full[(hr_df_full.index.month == 2) &
+                            (hr_df_full.index.day == 29)]['value'].sum()
+num_quarters = 96
+leap_days = 6
+
+jan_92_jan_16 = quarterly_count * num_quarters - leap_day_count * (num_quarters - leap_days)
+jan_92_jan_16
+```
+
+
+
+
+    773609400
+
+
+
+So between January 1992 and January 2016 I've used $\approx$ 774 million heartbeats. Now, I need to go back to my exact birthday. I'm going to first find on average how many heartbeats I use in a minute, and multiply that by the number of minutes between my birthday and January 1992.
+
+For privacy purposes I'll put the code here that I'm using, but without any identifying information:
+
+
+```python
+minute_mean = hr_df_full['value'].mean()
+# Don't you wish you knew?
+# birthday_minutes = ???
+
+birthday_heartbeats = birthday_minutes * minute_mean
+
+heartbeats_until_2016 = int(birthday_heartbeats + jan_92_jan_16)
+remaining_2016 = total_heartbeats - heartbeats_until_2016
+
+print("Heartbeats so far: {}".format(heartbeats_until_2016))
+print("Remaining heartbeats: {}".format(remaining_2016))
+```
+
+    Heartbeats so far: 775804660
+    Remaining heartbeats: 1724195340
+
+
+It would appear that my heart has beaten 775,804,660 times between my moment of birth and January 1<sup>st</sup> 2016, and that I have 1.72 billion left.
+
+## How many heartbeats longer?
+
+Now comes the tricky bit. I know how many heart beats I've used so far, and how many I have remaining, so I'd like to come up with a (relatively) accurate estimate of when exactly my heart should give out. We'll do this in a few steps, increasing in granularity.
+
+First step, how many heartbeats do I use in a 4-year period? I have data for a single quarter including leap day, so I want to know:
+
+\begin{equation}
+hr_q \cdot n - hr_d \cdot (n - m)
+\end{equation}
+
+- $hr_q$: Heartbeats per quarter
+- $hr_d$: Heartbeats per leap day
+- $n$: Number of quarters = 16
+- $m$: Number of leap days = 1
+
+
+```python
+heartbeats_4year = quarterly_count * 16 - leap_day_count * (16 - 1)
+heartbeats_4year
+```
+
+
+
+
+    128934900
+
+
+
+Now, I can fast forward from 2016 the number of periods of 4 years I have left.
+
+
+```python
+four_year_periods = remaining_2016 // heartbeats_4year
+remaining_4y = remaining_2016 - four_year_periods * heartbeats_4year
+
+print("Four year periods remaining: {}".format(four_year_periods))
+print("Remaining heartbeats after 4 year periods: {}".format(remaining_4y))
+```
+
+    Four year periods remaining: 13
+    Remaining heartbeats after 4 year periods: 48041640
+
+
+Given that there are 13 four-year periods left, I can move from 2016 all the way to 2068, and find that I will have 48 million heart beats left. Let's drop down to figuring out how many quarters that is. I know that 2068 will have a leap day (unless someone finally decides to get rid of them), so I'll subtract that out first. Then, I'm left to figure out how many quarters exactly are left.
+
+
+```python
+remaining_leap = remaining_4y - leap_day_count
+# Ignore leap day in the data set
+heartbeats_quarter = hr_df_full[(hr_df_full.index.month != 2) &
+                                (hr_df_full.index.day != 29)]['value'].sum()
+quarters_left = remaining_leap // heartbeats_quarter
+remaining_year = remaining_leap - quarters_left * heartbeats_quarter
+
+print("Quarters left starting 2068: {}".format(quarters_left))
+print("Remaining heartbeats after that: {}".format(remaining_year))
+```
+
+    Quarters left starting 2068: 8
+    Remaining heartbeats after that: 4760716
+
+
+So, that analysis gets me through until January 1<sup>st</sup> 2070. Final step, using that minute estimate to figure out how many minutes past that I'm predicted to have:
+
+
+```python
+from datetime import timedelta
+
+base = datetime(2070, 1, 1)
+minutes_left = remaining_year // minute_mean
+
+kaput = timedelta(minutes=minutes_left)
+base + kaput
+```
+
+
+
+
+    datetime.datetime(2070, 2, 23, 5, 28)
+
+
+
+According to this, I've got until February 23<sup>rd</sup>, 2070 at 5:28 PM in the evening before my heart gives out.
+
+# Summary
+
+Well, that's kind of a creepy date to know. As I said at the top though, **this number is totally useless in any medical context**. It ignores the rate at which we continue to get better at making people live longer, and is extrapolating from 3 months' worth of data the rest of my life. Additionally, throughout my time developing this post I made many minor mistakes. I think they're all fixed now, but it's easy to mix a number up here or there and the analysis gets thrown off by a couple years.
+
+Even still, I think philosophically humans have a desire to know how much time we have left in the world. [Man is but a breath](https://www.biblegateway.com/passage/?search=psalm+144&version=ESV), and it's scary to think just how quickly that date may be coming up. This analysis asks an important question though: what are you going to do with the time you have left?
+
+Thanks for sticking with me on this one, I promise it will be much less depressing next time!
diff --git a/blog/2016-04-06-tick-tock/index.mdx b/blog/2016-04-06-tick-tock/index.mdx
new file mode 100644
index 0000000..4311879
--- /dev/null
+++ b/blog/2016-04-06-tick-tock/index.mdx
@@ -0,0 +1,311 @@
+---
+slug: 2016/04/tick-tock
+title: Tick tock...
+date: 2016-04-06 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+If all we have is a finite number of heartbeats left, what about me?
+
+<!-- truncate -->
+
+Warning: this one is a bit creepier. But that's what you get when you come up with data science ideas as you're drifting off to sleep.
+
+## 2.5 Billion
+
+If [PBS][1] is right, that's the total number of heartbeats we get. Approximately once every second that number goes down, and down, and down again...
+
+[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html
+
+```python
+total_heartbeats = 2500000000
+```
+
+I got a Fitbit this past Christmas season, mostly because I was interested in the data and trying to work on some data science projects with it. This is going to be the first project, but there will likely be more (and not nearly as morbid). My idea was: If this is the final number that I'm running up against, how far have I come, and how far am I likely to go? I've currently had about 3 months' time to estimate what my data will look like, so let's go ahead and see: given a lifetime 2.5 billion heart beats, how much time do I have left?
+
+## Statistical Considerations
+
+Since I'm starting to work with health data, there are a few considerations I think are important before I start digging through my data.
+
+1. The concept of 2.5 billion as an agreed-upon number is tenuous at best. I've seen anywhere from [2.21 billion][2] to [3.4 billion][3] so even if I knew exactly how many times my heart had beaten so far, the ending result is suspect at best. I'm using 2.5 billion because that seems to be about the midpoint of the estimates I've seen so far.
+2. Most of the numbers I've seen so far are based on extrapolating number of heart beats from life expectancy. As life expectancy goes up, the number of expected heart beats goes up too.
+3. My estimation of the number of heartbeats in my life so far is based on 3 months worth of data, and I'm extrapolating an entire lifetime based on this.
+
+So while the ending number is **not useful in any medical context**, it is still an interesting project to work with the data I have on hand.
+
+## Getting the data
+
+[Fitbit](https://www.fitbit.com/) has an [API available](https://dev.fitbit.com/) for people to pull their personal data off the system. It requires registering an application, authentication with OAuth, and some other complicated things. **If you're not interested in how I fetch the data, skip [here](#Wild-Extrapolations-from-Small-Data)**.
+
+## Registering an application
+
+I've already [registered a personal application](https://dev.fitbit.com/apps/new) with Fitbit, so I can go ahead and retrieve things like the client secret from a file.
+
+[1]: http://www.pbs.org/wgbh/nova/heart/heartfacts.html
+[2]: http://gizmodo.com/5982977/how-many-heartbeats-does-each-species-get-in-a-lifetime
+[3]: http://wonderopolis.org/wonder/how-many-times-does-your-heart-beat-in-a-lifetime/
+
+
+```python
+# Import all the OAuth secret information from a local file
+from secrets import CLIENT_SECRET, CLIENT_ID, CALLBACK_URL
+```
+
+### Handling OAuth 2
+
+So, all the people that know what OAuth 2 is know what's coming next. For those who don't: OAuth is how people allow applications to access other data without having to know your password. Essentially the dialog goes like this:
+
+```
+Application: I've got a user here who wants to use my application, but I need their data.
+Fitbit: OK, what data do you need access to, and for how long?
+Application: I need all of these scopes, and for this amount of time.
+Fitbit: OK, let me check with the user to make sure they really want to do this.
+
+Fitbit: User, do you really want to let this application have your data?
+User: I do! And to prove it, here's my password.
+Fitbit: OK, everything checks out. I'll let the application access your data.
+
+Fitbit: Application, you can access the user's data. Use this special value whenever you need to request data from me.
+Application: Thank you, now give me all the data.
+```
+
+Effectively, this allows an application to gain access to a user's data without ever needing to know the user's password. That way, even if the other application is hacked, the user's original data remains safe. Plus, the user can let the data service know to stop providing the application access any time they want. All in all, very secure.
+
+It does make handling small requests a bit challenging, but I'll go through the steps here. We'll be using the [Implicit Grant](https://dev.fitbit.com/docs/oauth2/) workflow, as it requires fewer steps in processing.
+
+First, we need to set up the URL the user would visit to authenticate:
+
+
+```python
+import urllib
+
+FITBIT_URI = 'https://www.fitbit.com/oauth2/authorize'
+params = {
+    # If we need more than one scope, must be a CSV string
+    'scope': 'heartrate',
+    'response_type': 'token',
+    'expires_in': 86400, # 1 day
+    'redirect_uri': CALLBACK_URL,
+    'client_id': CLIENT_ID
+}
+
+request_url = FITBIT_URI + '?' + urllib.parse.urlencode(params)
+```
+
+Now, here you would print out the request URL, go visit it, and get the full URL that it sends you back to. Because that is very sensitive information (specifically containing my `CLIENT_ID` that I'd really rather not share on the internet), I've skipped that step in the code here, but it happens in the background.
+
+
+```python
+# The `response_url` variable contains the full URL that
+# FitBit sent back to us, but most importantly,
+# contains the token we need for authorization.
+access_token = dict(urllib.parse.parse_qsl(response_url))['access_token']
+```
+
+### Requesting the data
+
+Now that we've actually set up our access via the `access_token`, it's time to get the actual [heart rate data](https://dev.fitbit.com/docs/heart-rate/). I'll be using data from January 1, 2016 through March 31, 2016, and extrapolating wildly from that.
+
+Fitbit only lets us fetch intraday data one day at a time, so I'll create a date range using pandas and iterate through that to pull down all the data.
+
+
+```python
+from requests_oauthlib import OAuth2Session
+import pandas as pd
+from datetime import datetime
+
+session = OAuth2Session(token={
+        'access_token': access_token,
+        'token_type': 'Bearer'
+    })
+
+format_str = '%Y-%m-%d'
+start_date = datetime(2016, 1, 1)
+end_date = datetime(2016, 3, 31)
+dr = pd.date_range(start_date, end_date)
+
+url = 'https://api.fitbit.com/1/user/-/activities/heart/date/{0}/1d/1min.json'
+hr_responses = [session.get(url.format(d.strftime(format_str))) for d in dr]
+
+def record_to_df(record):
+    if 'activities-heart' not in record:
+        return None
+    date_str = record['activities-heart'][0]['dateTime']
+    df = pd.DataFrame(record['activities-heart-intraday']['dataset'])
+        
+    df.index = df['time'].apply(
+        lambda x: datetime.strptime(date_str + ' ' + x, '%Y-%m-%d %H:%M:%S'))
+    return df
+
+hr_dataframes = [record_to_df(record.json()) for record in hr_responses]
+hr_df_concat = pd.concat(hr_dataframes)
+
+
+# There are some minutes with missing data, so we need to correct that
+full_daterange = pd.date_range(hr_df_concat.index[0],
+                              hr_df_concat.index[-1],
+                              freq='min')
+hr_df_full = hr_df_concat.reindex(full_daterange, method='nearest')
+
+print("Heartbeats from {} to {}: {}".format(hr_df_full.index[0],
+                                            hr_df_full.index[-1],
+                                            hr_df_full['value'].sum()))
+```
+
+```
+    Heartbeats from 2016-01-01 00:00:00 to 2016-03-31 23:59:00: 8139060
+```
+
+And now we've retrieved all the available heart rate data for January 1<sup>st</sup> through March 31<sup>st</sup>! Let's get to the actual analysis.
+
+## Wild Extrapolations from Small Data
+
+A fundamental issue of this data is that it's pretty small. I'm using 3 months of data to make predictions about my entire life. But, purely as an exercise, I'll move forward.
+
+### How many heartbeats so far?
+
+The first step is figuring out how many of the 2.5 billion heartbeats I've used so far. We're going to try and work backward from the present day to when I was born to get that number. The easy part comes first: going back to January 1<sup>st</sup>, 1992. That's because I can generalize how many 3-month increments there were between now and then, account for leap years, and call that section done.
+
+Between January 1992 and January 2016 there were 96 quarters, and 6 leap days. The number we're looking for is:
+
+$$
+\begin{equation*}
+hr_q \cdot n - hr_d \cdot (n-m)
+\end{equation*}
+$$
+
+- $hr_q$: Number of heartbeats per quarter
+- $hr_d$: Number of heartbeats on leap day
+- $n$: Number of quarters, in this case 96
+- $m$: Number of leap days, in this case 6
+
+
+```python
+quarterly_count = hr_df_full['value'].sum()
+leap_day_count = hr_df_full[(hr_df_full.index.month == 2) &
+                            (hr_df_full.index.day == 29)]['value'].sum()
+num_quarters = 96
+leap_days = 6
+
+jan_92_jan_16 = quarterly_count * num_quarters - leap_day_count * (num_quarters - leap_days)
+jan_92_jan_16
+```
+
+```
+    773609400
+```
+
+So between January 1992 and January 2016 I've used $\approx$ 774 million heartbeats. Now, I need to go back to my exact birthday. I'm going to first find on average how many heartbeats I use in a minute, and multiply that by the number of minutes between my birthday and January 1992.
+
+For privacy purposes I'll put the code here that I'm using, but without any identifying information:
+
+
+```python
+minute_mean = hr_df_full['value'].mean()
+# Don't you wish you knew?
+# birthday_minutes = ???
+
+birthday_heartbeats = birthday_minutes * minute_mean
+
+heartbeats_until_2016 = int(birthday_heartbeats + jan_92_jan_16)
+remaining_2016 = total_heartbeats - heartbeats_until_2016
+
+print("Heartbeats so far: {}".format(heartbeats_until_2016))
+print("Remaining heartbeats: {}".format(remaining_2016))
+```
+
+```
+    Heartbeats so far: 775804660
+    Remaining heartbeats: 1724195340
+```
+
+It would appear that my heart has beaten 775,804,660 times between my moment of birth and January 1<sup>st</sup> 2016, and that I have 1.72 billion left.
+
+### How many heartbeats longer?
+
+Now comes the tricky bit. I know how many heart beats I've used so far, and how many I have remaining, so I'd like to come up with a (relatively) accurate estimate of when exactly my heart should give out. We'll do this in a few steps, increasing in granularity.
+
+First step, how many heartbeats do I use in a 4-year period? I have data for a single quarter including leap day, so I want to know:
+
+$$
+\begin{equation*}
+hr_q \cdot n - hr_d \cdot (n - m)
+\end{equation*}
+$$
+
+- $hr_q$: Heartbeats per quarter
+- $hr_d$: Heartbeats per leap day
+- $n$: Number of quarters = 16
+- $m$: Number of leap days = 1
+
+
+```python
+heartbeats_4year = quarterly_count * 16 - leap_day_count * (16 - 1)
+heartbeats_4year
+```
+
+```
+    128934900
+```
+
+Now, I can fast forward from 2016 the number of periods of 4 years I have left.
+
+```python
+four_year_periods = remaining_2016 // heartbeats_4year
+remaining_4y = remaining_2016 - four_year_periods * heartbeats_4year
+
+print("Four year periods remaining: {}".format(four_year_periods))
+print("Remaining heartbeats after 4 year periods: {}".format(remaining_4y))
+```
+
+```
+    Four year periods remaining: 13
+    Remaining heartbeats after 4 year periods: 48041640
+```
+
+Given that there are 13 four-year periods left, I can move from 2016 all the way to 2068, and find that I will have 48 million heart beats left. Let's drop down to figuring out how many quarters that is. I know that 2068 will have a leap day (unless someone finally decides to get rid of them), so I'll subtract that out first. Then, I'm left to figure out how many quarters exactly are left.
+
+```python
+remaining_leap = remaining_4y - leap_day_count
+# Ignore leap day in the data set
+heartbeats_quarter = hr_df_full[(hr_df_full.index.month != 2) &
+                                (hr_df_full.index.day != 29)]['value'].sum()
+quarters_left = remaining_leap // heartbeats_quarter
+remaining_year = remaining_leap - quarters_left * heartbeats_quarter
+
+print("Quarters left starting 2068: {}".format(quarters_left))
+print("Remaining heartbeats after that: {}".format(remaining_year))
+```
+
+```
+    Quarters left starting 2068: 8
+    Remaining heartbeats after that: 4760716
+```
+
+So, that analysis gets me through until January 1<sup>st</sup> 2070. Final step, using that minute estimate to figure out how many minutes past that I'm predicted to have:
+
+
+```python
+from datetime import timedelta
+
+base = datetime(2070, 1, 1)
+minutes_left = remaining_year // minute_mean
+
+kaput = timedelta(minutes=minutes_left)
+base + kaput
+```
+
+```
+    datetime.datetime(2070, 2, 23, 5, 28)
+```
+
+According to this, I've got until February 23<sup>rd</sup>, 2070 at 5:28 PM in the evening before my heart gives out.
+
+## Summary
+
+Well, that's kind of a creepy date to know. As I said at the top though, **this number is totally useless in any medical context**. It ignores the rate at which we continue to get better at making people live longer, and is extrapolating from 3 months' worth of data the rest of my life. Additionally, throughout my time developing this post I made many minor mistakes. I think they're all fixed now, but it's easy to mix a number up here or there and the analysis gets thrown off by a couple years.
+
+Even still, I think philosophically humans have a desire to know how much time we have left in the world. [Man is but a breath](https://www.biblegateway.com/passage/?search=psalm+144&version=ESV), and it's scary to think just how quickly that date may be coming up. This analysis asks an important question though: what are you going to do with the time you have left?
+
+Thanks for sticking with me on this one, I promise it will be much less depressing next time!
\ No newline at end of file
diff --git a/blog/2016-05-15-the-unfair-casino/_article.md b/blog/2016-05-15-the-unfair-casino/_article.md
new file mode 100644
index 0000000..d4362bd
--- /dev/null
+++ b/blog/2016-05-15-the-unfair-casino/_article.md
@@ -0,0 +1,15 @@
+Title: The Unfair Casino
+Date: 2016-05-15
+Category: Blog
+Tags: casino, probability, em, machine learning, simulated annealing
+Authors: Bradlee Speice
+Summary: Trying to figure out how exactly two dice are loaded in a cheating casino
+[//]: <> "Modified: "
+
+{% notebook 2016-5-15-the-unfair-casino.ipynb %}
+
+<script type="text/x-mathjax-config">
+//MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+MathJax.Hub.Config({tex2jax: {inlineMath: [['\$','\$']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
diff --git a/blog/2016-05-15-the-unfair-casino/_notebook.ipynb b/blog/2016-05-15-the-unfair-casino/_notebook.ipynb
new file mode 100644
index 0000000..ed00df1
--- /dev/null
+++ b/blog/2016-05-15-the-unfair-casino/_notebook.ipynb
@@ -0,0 +1,719 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Or, how to get thrown out of a casino because you're a mathematician.\n",
+    "\n",
+    "---\n",
+    "\n",
+    "In the ongoing eternal cycle of mathematicians asking generally useless questions about probability, I dreamt up another one. The scenario is as follows:\n",
+    "\n",
+    "**You're playing a game with two die, and you do not get to see what the outcome of the die are on each roll. All you get to see is their sum. Given an arbitrarily long list of the sum of two rolls, can you determine if one or both die are loaded, and what those loadings are?**\n",
+    "\n",
+    "# Proving we can detect cheating\n",
+    "\n",
+    "My first question is simply, is this possible? There's a lot of trivial cases that make it obvious that there's cheating going on. But there are some edge cases that might give us more difficulty. First though, let's get a picture of what the fair distribution looks like. In principle, we can only detect cheating if the distribution of the fair die differs from the distribution of the loaded die."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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AtZIeohgQHQDeVzHmobaHAGxvlXRo2T4TuKNluy1l2zCwuaV9c9keERE1aquA2L5L0iuB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\nP71BWn/o4C2PAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a460450e80>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "%matplotlib inline\n",
+    "\n",
+    "fair_1 = np.random.randint(1, 7, 10000)\n",
+    "fair_2 = np.random.randint(1, 7, 10000)\n",
+    "\n",
+    "pd.Series(fair_1 + fair_2).plot(kind='hist', bins=11);\n",
+    "plt.title('Fair Distribution');"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "This distribution makes sense: there are many ways to make a 7 (the most frequent observed value) and very few ways to make a 12 or 2; an important symmetry. As a special note, you can notice that the sum of two fair dice is a discrete case of the [Triangle Distribution][1], which is itself a special case of the [Irwin-Hall Distribution][2].\n",
+    "\n",
+    "# The Edge Cases\n",
+    "\n",
+    "Given that we understand how the results of two fair dice are distributed, let's see some of the interesting edge cases that come up. This will give us assurance that when a casino is cheating, it is detectable (given sufficient data). To make this as hard as possible, we will think of scenarios where the expected value of the sum of loaded dice is the same as the expected value of the sum of fair dice.\n",
+    "\n",
+    "### Edge Case 1\n",
+    "What happens when one die is biased low, and one die is biased high? That is, where:\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\begin{array}{cc}\n",
+    "D_1 = \\left\\{\n",
+    "\\begin{array}{lr}\n",
+    "1 & w.p. 1/3\\\\\n",
+    "2 & w.p. 1/3\\\\\n",
+    "3 & w.p. 1/12\\\\\n",
+    "4 & w.p. 1/12\\\\\n",
+    "5 & w.p. 1/12\\\\\n",
+    "6 & w.p. 1/12\n",
+    "\\end{array}\n",
+    "\\right. &\n",
+    "D_2 = \\left\\{\n",
+    "\\begin{array}{lr}\n",
+    "1 & w.p. 1/12\\\\\n",
+    "2 & w.p. 1/12\\\\\n",
+    "3 & w.p. 1/12\\\\\n",
+    "4 & w.p. 1/12\\\\\n",
+    "5 & w.p. 1/3\\\\\n",
+    "6 & w.p. 1/3\n",
+    "\\end{array}\n",
+    "\\right. \\\\\n",
+    "\\mathbb{E}[D_1] = 2.5 & \\mathbb{E}[D_2] = 4.5\n",
+    "\\end{array}\\\\\n",
+    "\\mathbb{E}[D_1 + D_2] = 7 = \\mathbb{E}[D_{fair} + D_{fair}]\n",
+    "\\end{align}\n",
+    "\n",
+    "[1]: https://en.wikipedia.org/wiki/Triangular_distribution\n",
+    "[2]: https://en.wikipedia.org/wiki/Irwin%E2%80%93Hall_distribution"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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uZ2H9gGrgPCJasTOSWnkMDR3Y9puPKarbFsgLgBWSlgFPjRXaPrGRqCJinKdoZ+wFRkcn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\nIBERUUsSSERE1JIEEhERtfx/t8CCaUQXJ5cAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a460ad01d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def unfair_die(p_vals, n):\n",
+    "    x = np.random.multinomial(1, p_vals, n)\n",
+    "    return x.nonzero()[1] + 1\n",
+    "\n",
+    "d1 = [1/3, 1/3, 1/12, 1/12, 1/12, 1/12]\n",
+    "d2 = [1/12, 1/12, 1/12, 1/12, 1/3, 1/3]\n",
+    "\n",
+    "x1 = unfair_die(d1, 10000)\n",
+    "x2 = unfair_die(d2, 10000)\n",
+    "\n",
+    "pd.Series(x1 + x2).plot(kind='hist', bins=11);\n",
+    "plt.title('$D_1$ biased low, $D_2$ biased high');"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can see that while the 7 value remains the most likely (as expected), the distribution is not so nicely shaped any more. \n",
+    "\n",
+    "**Edge Case 2:** When one die is loaded low, and one is loaded high, we've seen how we can detect them. How about when two die are loaded both low and high? That is, we have the following distribution:\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\begin{array}{cc}\n",
+    "D_1 = \\left\\{\n",
+    "\\begin{array}{lr}\n",
+    "1 & w.p. 1/3\\\\\n",
+    "2 & w.p. 1/12\\\\\n",
+    "3 & w.p. 1/12\\\\\n",
+    "4 & w.p. 1/12\\\\\n",
+    "5 & w.p. 1/12\\\\\n",
+    "6 & w.p. 1/3\n",
+    "\\end{array}\n",
+    "\\right. &\n",
+    "D_2 = \\left\\{\n",
+    "\\begin{array}{lr}\n",
+    "1 & w.p. 1/3\\\\\n",
+    "2 & w.p. 1/12\\\\\n",
+    "3 & w.p. 1/12\\\\\n",
+    "4 & w.p. 1/12\\\\\n",
+    "5 & w.p. 1/12\\\\\n",
+    "6 & w.p. 1/3\n",
+    "\\end{array}\n",
+    "\\right. \\\\\n",
+    "\\mathbb{E}[D_1] = 3.5 & \\mathbb{E}[D_2] = 3.5\n",
+    "\\end{array}\\\\\n",
+    "\\mathbb{E}[D_1 + D_2] = 7 = \\mathbb{E}[D_{fair} + D_{fair}]\n",
+    "\\end{align}\n",
+    "\n",
+    "We can see even that the expected value of each individual die is the same as the fair die! However, the distribution (if we are doing this correctly) should still be skewed:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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AeUREBNB9D2RPYLWklcDjw422j2mkqoiImPa6DZClTRYREREzz2TOwtoHeJHtGyTtDGxv\n+zeNVldDzsKKJuUsrOhXTV7O/YPAlcA/lqb5wLcmV15ERPSTbg+inwIcSnUTKWyvBfaaaCFJF0oa\nknRbR9vZktZL+lF5HN3x2hJJayWtkXRkR/siSbdJukvSed3uXERENKfbAHnc9hPDTyTNobt+/EXA\nUaO0f872ovK4tqzzAOB44ADgTVT3YR/uTn0ReL/thcBCSaOtMyIieqjbAPlXSWcBO5V7oV8BXD3R\nQra/Dzw0ykujjbMdCyy3vdn2OmAtsFjSPGBX26vKfBdT3VY3IiJa1G2AnAn8HLgd+BBwDfDJKWz3\no5JulfQVSbuXtvnAvR3zbCht84H1He3rS1tERLSoq9N4bW8BvlweU3UB8Fe2LelvgM8CH9gG633K\n0qVLn5oeGBhgYGBgW64+ImLGGxwcZHBwcErr6PaWtj9jlGMetl/QxbL7AFfbftl4r0k6s1qlzymv\nXQucDdwNfNf2AaX9BOCPbH94jO3lNN5oTE7jjX7V2MUUqa6FNWxH4B3As7uti45jHpLm2d5Ynr6d\n6jIpAFcBl0o6l2qI6oXAytJTeVjSYmAVcBLw+S63HRERDen6i4RbLSjdbPuVE8xzGTAA/D4wRNWj\nOAw4GNgCrAM+ZHuozL8EeD+wCTjd9orS/krga1ThdY3t08fZZnog0Zj0QKJfNXY/kM7b2VIdeH8V\n8GHbL59cic1LgESTEiDRr5ocwvpsx/Rmqp7D8ZPZUERE9JfaQ1jTVXog0aT0QKJfNXlHwo+P97rt\nz01moxERMfNN5iysV1OdKQXwVmAl1bfFIyJiFur2IPr3gD8evny7pF2Bf7b9hw3XN2kZwoomZQgr\n+lVjl3MH5gJPdDx/orRFRMQs1e0Q1sXASknfLM+PA5Y1U1JERMwEk7kj4SLg9eXp92zf0lhVU5Ah\nrGhShrCiXzU5hAWwM/Br2+cD6yXtN6nqIiKir3R7EP1sqjOx9re9UNJzgStsH9p0gZOVHkg0KT2Q\n6FdN9kDeBhwD/BeA7fuAXSdXXkRE9JNuA+SJ8rHeAJKe1VxJERExE3QbIJdL+kfg9yR9ELiBbXNz\nqYiImKEmcxbWEcCRVPf2uM729U0WVleOgUSTcgwk+lUjl3OXtD1wg+3DplJcryRAokkJkOhXjRxE\nt/0ksEXS7rUri4iIvtPtN9EfAW6XdD3lTCwA26c1UlVEREx73QbIN8ojIiICmOAYiKTn276nh/VM\nWY6BRJNyDCT6VRPHQL7VsfKv16oqIiL60kQB0plGL2iykIiImFkmChCPMR0REbPcRMdAnqQ660rA\nTsCjwy8Btr1b4xVOUo6BRJNyDCT6VZ1jIOOehWV7+6mVFBER3Zo3b1+Ghu5uu4yudX0pk5kiPZBo\nUnog0aT2fr+g/I5tux7ITLVixYqeb3PRokXsueeePd9uRERb+rIHsvvuR/R0m088cR/HHHMIy5df\n2NPtRu+lBxJNSg9kGnj44V73QC7ht7/tfa8nIqJNk7kn+qRJulDSkKTbOtr2kLRC0p2Sruu8SKOk\nJZLWSloj6ciO9kWSbpN0l6Tzmqw5IiK602iAABcBR41oO5Pq8vD7AzcCSwAkHQgcDxwAvAm4QFV/\nDuCLwPttLwQWShq5zoiI6LFGA8T294GHRjQfCywr08uA48r0McBy25ttrwPWAoslzQN2tb2qzHdx\nxzIREdGSpnsgo9nL9hCA7Y3AXqV9PnBvx3wbStt8YH1H+/rSFhERLZoOB9EbOOVgacf0QHlERMTT\nBsujvjYCZEjSXNtDZXjqgdK+AXhex3wLSttY7eNYuq1qjYjoUwP87ofrT016Db0YwhK/e1Xfq4CT\ny/R7gG93tJ8gaQdJ+wEvBFaWYa6HJS0uB9VP6lgmIiJa0mgPRNJlVBH3+5LuAc4GPgNcIel9wN1U\nZ15he7Wky4HVwCbgIx3XJDkF+BqwI3CN7WubrDsiIibWaIDYPnGMl944xvyfBj49SvvNwEu3YWkR\nETFFbZyFFRERfSABEhERtSRAIiKilgRIRETUkgCJiIhaEiAREVFLAiQiImpJgERERC0JkIiIqCUB\nEhERtSRAIiKilgRIRETUkgCJiIhapsMdCSMmZd68fRkaurvtMiJmvQRIzDhVeDRwJ+SuaOJZGvFM\nqvup9d7cufuwceO6VrYd01sCJGJGeJy2QnNoqK3QjOkux0AiIqKWBEhERNSSAImIiFoSIBERUUsO\nokdtOZ02YnZLgERt7Z1Om7OCIqaDBEhETKCd76Bst93ObNnyaM+3C/nuS7cSIH0gQ0nRrHa+g7Jl\ni1rZLuS7L91KgPSBDCVFRBtyFlZERNSSHkhExFbau/bYTJIA2UauvfY7+YWL6BttXXtsZv0NaW0I\nS9I6ST+WdIuklaVtD0krJN0p6TpJu3fMv0TSWklrJB3ZVt1jefzxX1H9wrXxiIjovTaPgWwBBmy/\nwvbi0nYmcIPt/YEbgSUAkg4EjgcOAN4EXKB83I+IaFWbAaJRtn8ssKxMLwOOK9PHAMttb7a9DlgL\nLCYiIlrTZoAYuF7SKkkfKG1zbQ8B2N4I7FXa5wP3diy7obRFRERL2jyIfqjt+yU9B1gh6U62HtDP\nAH9ExDTVWoDYvr/8+3NJ36IakhqSNNf2kKR5wANl9g3A8zoWX1DaxrC0Y3qgPCIi4mmD5VGf7N5/\nyJe0M7Cd7UckPQtYAXwKeAPwoO1zJJ0B7GH7zHIQ/VLgEKqhq+uBF3mU4iW59x2XS4CTaPc+3W2d\ncjibttvmtrPPs2Pb7e6z7UmdnNRWD2Qu8M3qjz1zgEttr5D0Q+BySe8D7qY68wrbqyVdDqwGNgEf\nGS08IiKid1rpgTQpPZBstz+3nX2eHdueWT2QXAsrIiJqSYBEREQtCZCIiKglARIREbUkQCIiopYE\nSERE1JIAiYiIWhIgERFRSwIkIiJqSYBEREQtCZCIiKglARIREbUkQCIiopYESERE1JIAiYiIWhIg\nERFRSwIkIiJqSYBEREQtCZCIiKglARIREbUkQCIiopYESERE1JIAiYiIWhIgERFRSwIkIiJqSYBE\nREQtCZCIiKglARIREbXMqACRdLSk/yfpLklntF1PRMRsNmMCRNJ2wD8ARwEHAe+S9OJ2q5ruBtsu\nYBoZbLuAaWSw7QKmkcG2C5jRZkyAAIuBtbbvtr0JWA4c23JN09xg2wVMI4NtFzCNDLZdwDQy2HYB\nM9pMCpD5wL0dz9eXtoiIaMGctgtowm67vbWn29u0aT2PPdbTTUZEtE62266hK5JeAyy1fXR5fiZg\n2+eMmG9m7FBExDRjW5OZfyYFyPbAncAbgPuBlcC7bK9ptbCIiFlqxgxh2X5S0keBFVTHbi5MeERE\ntGfG9EAiImJ6mUlnYY1J0gJJN0q6Q9Ltkk5ru6a2SdpO0o8kXdV2LW2StLukKyStKb8fh7RdU1sk\nfUzSTyTdJulSSTu0XVOvSLpQ0pCk2zra9pC0QtKdkq6TtHubNfbKGO/F35f/I7dK+rqk3bpZV18E\nCLAZ+Ljtg4DXAqfkS4acDqxuu4hp4HzgGtsHAC8HZuWwp6TnAqcCi2y/jGr4+oR2q+qpi6i+hNzp\nTOAG2/sDNwJLel5VO0Z7L1YAB9k+GFhLl+9FXwSI7Y22by3Tj1D9kZi13xGRtAB4M/CVtmtpU/kU\n9XrbFwHY3mz71y2X1abtgWdJmgPsDNzXcj09Y/v7wEMjmo8FlpXpZcBxPS2qJaO9F7ZvsL2lPP0B\nsKCbdfVFgHSStC9wMHBTu5W06lzgvwOz/QDXfsAvJF1UhvO+JGmntotqg+37gM8C9wAbgF/ZvqHd\nqlq3l+0hqD6EAnu1XM908T7gX7qZsa8CRNIuwJXA6aUnMutI+mNgqPTIVB6z1RxgEfC/bC8CHqUa\ntph1JP0e1SfufYDnArtIOrHdqqad2f6BC0l/AWyyfVk38/dNgJRu+ZXAJba/3XY9LToUOEbST4F/\nAg6TdHHLNbVlPXCv7R+W51dSBcps9Ebgp7YftP0k8A3gdS3X1LYhSXMBJM0DHmi5nlZJOplq6Lvr\nDxZ9EyDAV4HVts9vu5A22T7L9vNtv4DqIOmNtk9qu642lOGJeyUtLE1vYPaeWHAP8BpJO0oS1Xsx\n204oGNkjvwo4uUy/B5hNHzx/572QdDTVsPcxth/vdiV9ESCSDgXeDRwu6ZYy3n1023XFtHAacKmk\nW6nOwvq7lutphe2VVD2wW4AfU/3x+FKrRfWQpMuAfwcWSrpH0nuBzwBHSBq+wsVn2qyxV8Z4L74A\n7AJcX/5+XtDVuvJFwoiIqKMveiAREdF7CZCIiKglARIREbUkQCIiopYESERE1JIAiYiIWhIgERFR\nSwIkIiJq+f8KwJfCiHKoPQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a461035a20>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "d1 = [1/3, 1/12, 1/12, 1/12, 1/12, 1/3]\n",
+    "d2 = d1\n",
+    "\n",
+    "x1 = unfair_die(d1, 10000)\n",
+    "x2 = unfair_die(d2, 10000)\n",
+    "\n",
+    "pd.Series(x1 + x2).plot(kind='hist', bins=11)\n",
+    "plt.title(\"$D_1$ and $D_2$ biased to 1 and 6\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In a very un-subtle way, we have of course made the values 2 and 12 far more likely.\n",
+    "\n",
+    "# Detection Conclusion\n",
+    "\n",
+    "There are some trivial examples of cheating that are easy to detect: whenever the expected value of the sum of two fair dice deviates from the expected value for the sum of two fair dice, we can immediately conclude that there is cheating at stake.\n",
+    "\n",
+    "The interesting edge cases occur when the expected value of the sum of loaded dice matches the expected value of the sum of fair dice. Considering the above examples (and a couple more I ran through in developing this), we have seen that in every circumstance having two unfair dice leads to a distribution of results different from the fair results.\n",
+    "\n",
+    "We can thus finally state: **just by looking at the distribution of results from this game, we can immediately conclude whether there is cheating.**"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Simulated Annealing\n",
+    "\n",
+    "What we really would like to do though, is see if there is any way to determine how exactly the dice are loaded. This is significantly more complicated, but we can borrow some algorithms from Machine Learning to figure out exactly how to perform this process. I'm using the Simulated Annealing algorithm, and I discuss why this works and why I chose it over some of the alternatives in the [justification](#Justification-of-Simulated-Annealing). If you don't care about how I set up the model and just want to see the code, check out [the actual code](#The-actual-code).\n",
+    "\n",
+    "[Simulated Annealing][3] is a variation of the [Metropolis-Hastings Algorithm][4], but the important thing for us is: Simulated Annealing allows us to quickly optimize high-dimensional problems. But what exactly are we trying to optimize? Ideally, we want a function that can tell us whether one distribution for the dice better explains the results than another distribution. This is known as the **likelihood** function.\n",
+    "\n",
+    "## Deriving the Likelihood function\n",
+    "\n",
+    "To derive our likelihood function, we want to know: **what is the probability of seeing a specific result given those hidden parameters?** This is actually a surprisingly difficult problem. While we can do a lot of calculations by hand, we need a more general solution since we will be working with very some interesting die distributions.\n",
+    "\n",
+    "We first note that the sum of two dice can take on 11 different values - 2 through 12. This implies that each individual sum follows a [Categorical distribution](https://en.wikipedia.org/wiki/Categorical_distribution). That is:\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\mathcal{L(x)} = \\left\\{\n",
+    "\\begin{array}{lr}\n",
+    "p_2 & x = 2\\\\\n",
+    "p_3 & x = 3\\\\\n",
+    "\\ldots & \\\\\n",
+    "p_{11} & x = 11\\\\\n",
+    "p_{12} & x = 12\n",
+    "\\end{array}\n",
+    "\\right.\n",
+    "\\end{align}\n",
+    "\n",
+    "Where each $p_i$ is the probability of seeing that specific result. However, we need to calculate what each probability is! I'll save you the details, but [this author](http://math.stackexchange.com/a/1646360/320784) explains how to do it.\n",
+    "\n",
+    "Now, we would like to know the likelihood of our entire data-set. This is trivial:\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\mathcal{L(\\mathbf{X})} &= \\prod_{i=1}^n L(x)\n",
+    "\\end{align}\n",
+    "\n",
+    "However, it's typically much easier to work with the $\\log(\\mathcal{L})$ function instead. This is critically important from a computational perspective: when you multiply so many small numbers together (i.e. the product of $L(x)$ terms) the computer suffers from rounding error; if we don't control for this, we will find that no matter the distributions we choose for each die, the \"likelihood\" will be close to zero because the computer is not precise enough.\n",
+    "\n",
+    "\\begin{align}\n",
+    "\\log(\\mathcal{L}) &= \\sum_{i=1}^n \\log(L)\n",
+    "\\end{align}\n",
+    "\n",
+    "## The process of Simulated Annealing\n",
+    "\n",
+    "The means by which we optimize our likelihood function is the simulated annealing algorithm. The way it works is as follows:\n",
+    "\n",
+    "1. Start with a random guess for the parameters we are trying to optimize. In our case we are trying to guess the distribution of two dice, and so we \"optimize\" until we have a distribution that matches the data.\n",
+    "\n",
+    "2. For each iteration of the algorithm:\n",
+    "\n",
+    "    1. Generate a new \"proposed\" set of parameters based on the current parameters -\n",
+    "    i.e. slightly modify the current parameters to get a new set of parameters.\n",
+    "    2. Calculate the value of $\\log(\\mathcal{L})$ for each set of parameters. If the function value for the\n",
+    "    proposed parameter set is higher than for the current, automatically switch to the new parameter set\n",
+    "    and continue the next iteration.\n",
+    "    3. Given the new parameter set performs worse, determine a probability of switching to the new parameter set anyways: $\\mathcal{P}(p_{current}, p_{proposed})$\n",
+    "    4. Switch to the new parameter set with probability $\\mathcal{P}$. If you fail to switch, begin the next iteration.\n",
+    "    \n",
+    "3. The algorithm is complete after we fail to make a transition $n$ times in a row.\n",
+    "\n",
+    "If everything goes according to plan, we will have a value that is close to the true distribution of each die.\n",
+    "\n",
+    "# The actual code\n",
+    "\n",
+    "We start by defining the score function. This will tell us how well the proposed die densities actually explain the results.\n",
+    "\n",
+    "[3]:https://en.wikipedia.org/wiki/Simulated_annealing\n",
+    "[4]:https://en.wikipedia.org/wiki/Metropolis%E2%80%93Hastings_algorithm"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": [
+    "import numpy as np\n",
+    "from numpy import polynomial\n",
+    "\n",
+    "def density_coef(d1_density, d2_density):\n",
+    "    # Calculating the probabilities of each outcome was taken\n",
+    "    # from this author: http://math.stackexchange.com/a/1710392/320784\n",
+    "    d1_p = polynomial.Polynomial(d1_density)\n",
+    "    d2_p = polynomial.Polynomial(d2_density)\n",
+    "    coefs = (d1_p * d2_p).coef\n",
+    "    return coefs\n",
+    "\n",
+    "def score(x, d1_density, d2_density):\n",
+    "    # We've now got the probabilities of each event, but we need\n",
+    "    # to shift the array a bit so we can use the x values to actually\n",
+    "    # index into it. This will allow us to do all the calculations\n",
+    "    # incredibly quickly\n",
+    "    coefs = density_coef(d1_density, d2_density)\n",
+    "    coefs = np.hstack((0, 0, coefs))\n",
+    "    return np.log(coefs[x]).sum()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Afterward, we need to write something to permute the proposal densities. We make random modifications, and eventually the best one survives."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "def permute(d1_density, d2_density):\n",
+    "    # To ensure we have legitimate densities, we will randomly\n",
+    "    # increase one die face probability by `change`,\n",
+    "    # and decrease one by `change`.\n",
+    "    # This means there are something less than (1/`change`)^12 possibilities\n",
+    "    # we are trying to search over.\n",
+    "    change = .01\n",
+    "    \n",
+    "    d1_index1, d1_index2 = np.random.randint(0, 6, 2)\n",
+    "    d2_index1, d2_index2 = np.random.randint(0, 6, 2)\n",
+    "    \n",
+    "    # Also make sure to copy. I've had some weird aliasing issues\n",
+    "    # in the past that made everything blow up.\n",
+    "    new_d1 = np.float64(np.copy(d1_density))\n",
+    "    new_d2 = np.float64(np.copy(d2_density))\n",
+    "    \n",
+    "    # While this doesn't account for the possibility that some\n",
+    "    # values go negative, in practice this never happens\n",
+    "    new_d1[d1_index1] += change\n",
+    "    new_d1[d1_index2] -= change\n",
+    "    new_d2[d2_index1] += change\n",
+    "    new_d2[d2_index2] -= change\n",
+    "    \n",
+    "    return new_d1, new_d2"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now we've got the main algorithm code to do. This is what brings all the pieces together."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "def optimize(data, conv_count=10, max_iter=1e4):\n",
+    "    switch_failures = 0\n",
+    "    iter_count = 0\n",
+    "    \n",
+    "    # Start with guessing fair dice\n",
+    "    cur_d1 = np.repeat(1/6, 6)\n",
+    "    cur_d2 = np.repeat(1/6, 6)\n",
+    "    cur_score = score(data, cur_d1, cur_d2)\n",
+    "    \n",
+    "    # Keep track of our best guesses - may not be\n",
+    "    # what we end with\n",
+    "    max_score = cur_score\n",
+    "    max_d1 = cur_d1\n",
+    "    max_d2 = cur_d2\n",
+    "    \n",
+    "    # Optimization stops when we have failed to switch `conv_count`\n",
+    "    # times (presumably because we have a great guess), or we reach\n",
+    "    # the maximum number of iterations.\n",
+    "    while switch_failures < conv_count and iter_count < max_iter:\n",
+    "        iter_count += 1\n",
+    "        if iter_count % (max_iter / 10) == 0:\n",
+    "            print('Iteration: {}; Current score (higher is better): {}'.format(\n",
+    "                    iter_count, cur_score))\n",
+    "                \n",
+    "        new_d1, new_d2 = permute(cur_d1, cur_d2)\n",
+    "        new_score = score(data, new_d1, new_d2)\n",
+    "        \n",
+    "        if new_score > max_score:\n",
+    "            max_score = new_score\n",
+    "            max_d1 = new_d1\n",
+    "            max_d2 = new_d2\n",
+    "            \n",
+    "        if new_score > cur_score:\n",
+    "            # If the new permutation beats the old one,\n",
+    "            # automatically select it.\n",
+    "            cur_score = new_score\n",
+    "            cur_d1 = new_d1\n",
+    "            cur_d2 = new_d2\n",
+    "            switch_failures = 0\n",
+    "        else:\n",
+    "            # We didn't beat the current score, but allow\n",
+    "            # for possibly switching anyways.\n",
+    "            accept_prob = np.exp(new_score - cur_score)\n",
+    "            coin_toss = np.random.rand()\n",
+    "            if coin_toss < accept_prob:\n",
+    "                # We randomly switch to the new distribution\n",
+    "                cur_score = new_score\n",
+    "                cur_d1 = new_d1\n",
+    "                cur_d2 = new_d2\n",
+    "                switch_failures = 0\n",
+    "            else:\n",
+    "                switch_failures += 1\n",
+    "            \n",
+    "    # Return both our best guess, and the ending guess\n",
+    "    return max_d1, max_d2, cur_d1, cur_d2"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And now we have finished the hard work!\n",
+    "\n",
+    "# Catching the Casino\n",
+    "\n",
+    "Let's go through a couple of scenarios and see if we can catch the casino cheating with some loaded dice. **In every scenario we start with an assumption of fair dice**, and then try our hand to figure out what the *actual* distribution was.\n",
+    "\n",
+    "## Attempt 1\n",
+    "\n",
+    "\n",
+    "The casino is using two dice that are both biased low. How well can we recover the distribution?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Iteration: 1000; Current score (higher is better): -22147.004400281654\n",
+      "Simulated Annealing time: 0.30s\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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ckuRIYFNVHd0+Ph2oqjqrp827gE9V1Z+3j28Anteu/vuqelq7/GeA06rqFwfs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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a46294cf98>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import time\n",
+    "def simulate_casino(d1_dist, d2_dist, n=10000):\n",
+    "    d1_vals = unfair_die(d1_dist, n)\n",
+    "    d2_vals = unfair_die(d2_dist, n)\n",
+    "    \n",
+    "    start = time.perf_counter()\n",
+    "    max_d1, max_d2, final_d1, final_d2 = optimize(d1_vals + d2_vals)\n",
+    "    end = time.perf_counter()\n",
+    "    print(\"Simulated Annealing time: {:.02f}s\".format(end - start))\n",
+    "    \n",
+    "    coef_range = np.arange(2, 13) - .5\n",
+    "    plt.subplot(221)\n",
+    "    plt.bar(coef_range, density_coef(d1_dist, d2_dist), width=1)\n",
+    "    plt.title('True Distribution')\n",
+    "    \n",
+    "    plt.subplot(222)\n",
+    "    plt.hist(d1_vals + d2_vals, bins=11)\n",
+    "    plt.title('Empirical Distribution')\n",
+    "    \n",
+    "    plt.subplot(223)\n",
+    "    plt.bar(coef_range, density_coef(max_d1, max_d2), width=1)\n",
+    "    plt.title('Recovered Distribution')\n",
+    "    \n",
+    "    plt.gcf().set_size_inches(10, 10)\n",
+    "\n",
+    "\n",
+    "simulate_casino([2/9, 2/9, 2/9, 1/9, 1/9, 1/9],\n",
+    "                [2/9, 2/9, 2/9, 1/9, 1/9, 1/9])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Attempt 2\n",
+    "\n",
+    "The casino now uses dice that are both biased towards 1 and 6."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Simulated Annealing time: 0.08s\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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aqto6x36q1beYj+5bx61nZdUzyrpWbz0t/w6rqumk9H31SXT92y1VdXp/hvZh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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a462940978>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],\n",
+    "                [1/3, 1/12, 1/12, 1/12, 1/12, 1/3])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Attempt 3\n",
+    "\n",
+    "The casino will now use one die biased towards 1 and 6, and one die towards 3 and 4."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Simulated Annealing time: 0.09s\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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/LHBaVf3SgP3UbLEsV80UkVEcu/1019fo+lnJv/dV1en8qCSreWROOh3YD5iq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\nRK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a4625ea898>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],\n",
+    "                [1/12, 1/12, 1/3, 1/3, 1/12, 1/12])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Attempt 4\n",
+    "\n",
+    "We'll now finally go to a fair casino to make sure that we can still recognize a positive result."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Simulated Annealing time: 0.02s\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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J5OTkOEPoz0d/S5OPppKsrqqpJGuAO9v2M+W1gcxf0so2ihw2zET6HYGv0Eyk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\nhoSz1PA0AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a462619cf8>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "simulate_casino(np.repeat(1/6, 6), np.repeat(1/6, 6))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Attempt 5\n",
+    "\n",
+    "We've so far been working with a large amount of data - 10,000 data points. Can we now scale things back to only 250 throws? We'll start with two dice biased high."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Iteration: 1000; Current score (higher is better): -551.6995384525453\n",
+      "Iteration: 2000; Current score (higher is better): -547.7803673440676\n",
+      "Iteration: 3000; Current score (higher is better): -547.9805613193807\n",
+      "Iteration: 4000; Current score (higher is better): -546.7574874775273\n",
+      "Iteration: 5000; Current score (higher is better): -549.5798007672656\n",
+      "Iteration: 6000; Current score (higher is better): -545.0354060154496\n",
+      "Iteration: 7000; Current score (higher is better): -550.1134504086606\n",
+      "Iteration: 8000; Current score (higher is better): -549.9306537114975\n",
+      "Iteration: 9000; Current score (higher is better): -550.7075182119111\n",
+      "Iteration: 10000; Current score (higher is better): -549.400679551826\n",
+      "Simulated Annealing time: 1.94s\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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knVFV25Ic2+yu06vq/CRHJfkK8F3g5T0hXgO8L8kPAV9dsE+SJGlNWHR4sSt2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\nSVIHTLokSZI6YNIlSZLUAZM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vqr/rcw6Trilj0jVYnLX6vjfpkrTWDJR0dcGka3zMzGxk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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x2a4625bb1d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "simulate_casino([1/9, 1/9, 1/9, 2/9, 2/9, 2/9],\n",
+    "                [1/9, 1/9, 1/9, 2/9, 2/9, 2/9],\n",
+    "                n=250)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The results are surprisingly good. While the actual optimization process took much longer to finish than in the other examples, we still have a very good guess. As a caveat though: the recovered distribution tends to overfit the data. That is, if the data doesn't fit the underlying distribution well, the model will also fail.\n",
+    "\n",
+    "# Conclusion\n",
+    "\n",
+    "Given the results above, we can see that we have indeed come up with a very good algorithm to determine the distribution of two dice given their results. As a benefit, we have even seen that results come back very quickly; it's not uncommon for the optimization to converge within a tenth of a second.\n",
+    "\n",
+    "Additionally, we have seen that the algorithm can intuit the distribution even when there is not much data. While the final example shows that we can 'overfit' on the dataset, we can still get valuable information from a relatively small dataset.\n",
+    "\n",
+    "We can declare at long last: **the mathematicians have again triumphed over the casino**.\n",
+    "\n",
+    "---"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Justification of Simulated Annealing\n",
+    "\n",
+    "## Why Simulated Annealing?\n",
+    "\n",
+    "So why even use an algorithm with a fancy title like Simulated Annealing? First of all, because the title is sexy. Second of all, because this is a reasonably complicated problem to try and solve. We have a parameter space where each value $p_{ij} \\in (0, 1); i, j \\in \\{1, \\ldots, 6\\}$, for a total of 12 different variables we are trying to optimize over. Additionally, given a 12-dimensional function we are trying to optimize, simulated annealing makes sure that we don't fall into a local minimum.\n",
+    "\n",
+    "## Why not something else?\n",
+    "\n",
+    "This is a fair question. There are two classes of algorithms that can also be used to solve this problem: [Non-linear optimization](https://en.wikipedia.org/wiki/Nonlinear_programming) methods, and the [EM algorithm](https://en.wikipedia.org/wiki/Expectation%E2%80%93maximization_algorithm).\n",
+    "\n",
+    "1. I chose not to use non-linear optimization simply because I'm a bit concerned that it will trap me in a local maximum. Instead of running multiple different optimizations from different starting points, I can just use simulated annealing to take that into account. In addition, throughout the course of testing the simulated annealing code converged *incredibly* quickly - far more quickly than any non-linear solver would be able to accomplish. \n",
+    "\n",
+    "2. The EM Algorithm was originally what I intended to write this blog post with. Indeed, the post was inspired by the [crooked casino](http://web.stanford.edu/class/stats366/hmmR2.html) example which uses the EM algorithm to solve it. However, after modeling the likelihood function I realized that the algebra would very quickly get out of hand. Trying to compute all the polynomial terms would not be fun, which would be needed to actually optimize for each parameter. So while the EM algorithm would likely be much faster in raw speed terms, the amount of time needed to program and verify it meant that I was far better off using a different method for optimization."
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.1"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-05-15-the-unfair-casino/_notebook.md b/blog/2016-05-15-the-unfair-casino/_notebook.md
new file mode 100644
index 0000000..2c2029a
--- /dev/null
+++ b/blog/2016-05-15-the-unfair-casino/_notebook.md
@@ -0,0 +1,497 @@
+Or, how to get thrown out of a casino because you're a mathematician.
+
+---
+
+In the ongoing eternal cycle of mathematicians asking generally useless questions about probability, I dreamt up another one. The scenario is as follows:
+
+**You're playing a game with two die, and you do not get to see what the outcome of the die are on each roll. All you get to see is their sum. Given an arbitrarily long list of the sum of two rolls, can you determine if one or both die are loaded, and what those loadings are?**
+
+# Proving we can detect cheating
+
+My first question is simply, is this possible? There's a lot of trivial cases that make it obvious that there's cheating going on. But there are some edge cases that might give us more difficulty. First though, let's get a picture of what the fair distribution looks like. In principle, we can only detect cheating if the distribution of the fair die differs from the distribution of the loaded die.
+
+
+```python
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+fair_1 = np.random.randint(1, 7, 10000)
+fair_2 = np.random.randint(1, 7, 10000)
+
+pd.Series(fair_1 + fair_2).plot(kind='hist', bins=11);
+plt.title('Fair Distribution');
+```
+
+
+    
+![png](_notebook_files/_notebook_1_0.png)
+    
+
+
+This distribution makes sense: there are many ways to make a 7 (the most frequent observed value) and very few ways to make a 12 or 2; an important symmetry. As a special note, you can notice that the sum of two fair dice is a discrete case of the [Triangle Distribution][1], which is itself a special case of the [Irwin-Hall Distribution][2].
+
+# The Edge Cases
+
+Given that we understand how the results of two fair dice are distributed, let's see some of the interesting edge cases that come up. This will give us assurance that when a casino is cheating, it is detectable (given sufficient data). To make this as hard as possible, we will think of scenarios where the expected value of the sum of loaded dice is the same as the expected value of the sum of fair dice.
+
+### Edge Case 1
+What happens when one die is biased low, and one die is biased high? That is, where:
+
+\begin{align}
+\begin{array}{cc}
+D_1 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/3\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/12
+\end{array}
+\right. &
+D_2 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/12\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/3\\
+6 & w.p. 1/3
+\end{array}
+\right. \\
+\mathbb{E}[D_1] = 2.5 & \mathbb{E}[D_2] = 4.5
+\end{array}\\
+\mathbb{E}[D_1 + D_2] = 7 = \mathbb{E}[D_{fair} + D_{fair}]
+\end{align}
+
+[1]: https://en.wikipedia.org/wiki/Triangular_distribution
+[2]: https://en.wikipedia.org/wiki/Irwin%E2%80%93Hall_distribution
+
+
+```python
+def unfair_die(p_vals, n):
+    x = np.random.multinomial(1, p_vals, n)
+    return x.nonzero()[1] + 1
+
+d1 = [1/3, 1/3, 1/12, 1/12, 1/12, 1/12]
+d2 = [1/12, 1/12, 1/12, 1/12, 1/3, 1/3]
+
+x1 = unfair_die(d1, 10000)
+x2 = unfair_die(d2, 10000)
+
+pd.Series(x1 + x2).plot(kind='hist', bins=11);
+plt.title('$D_1$ biased low, $D_2$ biased high');
+```
+
+
+    
+![png](_notebook_files/_notebook_3_0.png)
+    
+
+
+We can see that while the 7 value remains the most likely (as expected), the distribution is not so nicely shaped any more. 
+
+**Edge Case 2:** When one die is loaded low, and one is loaded high, we've seen how we can detect them. How about when two die are loaded both low and high? That is, we have the following distribution:
+
+\begin{align}
+\begin{array}{cc}
+D_1 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/3
+\end{array}
+\right. &
+D_2 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/3
+\end{array}
+\right. \\
+\mathbb{E}[D_1] = 3.5 & \mathbb{E}[D_2] = 3.5
+\end{array}\\
+\mathbb{E}[D_1 + D_2] = 7 = \mathbb{E}[D_{fair} + D_{fair}]
+\end{align}
+
+We can see even that the expected value of each individual die is the same as the fair die! However, the distribution (if we are doing this correctly) should still be skewed:
+
+
+```python
+d1 = [1/3, 1/12, 1/12, 1/12, 1/12, 1/3]
+d2 = d1
+
+x1 = unfair_die(d1, 10000)
+x2 = unfair_die(d2, 10000)
+
+pd.Series(x1 + x2).plot(kind='hist', bins=11)
+plt.title("$D_1$ and $D_2$ biased to 1 and 6");
+```
+
+
+    
+![png](_notebook_files/_notebook_5_0.png)
+    
+
+
+In a very un-subtle way, we have of course made the values 2 and 12 far more likely.
+
+# Detection Conclusion
+
+There are some trivial examples of cheating that are easy to detect: whenever the expected value of the sum of two fair dice deviates from the expected value for the sum of two fair dice, we can immediately conclude that there is cheating at stake.
+
+The interesting edge cases occur when the expected value of the sum of loaded dice matches the expected value of the sum of fair dice. Considering the above examples (and a couple more I ran through in developing this), we have seen that in every circumstance having two unfair dice leads to a distribution of results different from the fair results.
+
+We can thus finally state: **just by looking at the distribution of results from this game, we can immediately conclude whether there is cheating.**
+
+# Simulated Annealing
+
+What we really would like to do though, is see if there is any way to determine how exactly the dice are loaded. This is significantly more complicated, but we can borrow some algorithms from Machine Learning to figure out exactly how to perform this process. I'm using the Simulated Annealing algorithm, and I discuss why this works and why I chose it over some of the alternatives in the [justification](#Justification-of-Simulated-Annealing). If you don't care about how I set up the model and just want to see the code, check out [the actual code](#The-actual-code).
+
+[Simulated Annealing][3] is a variation of the [Metropolis-Hastings Algorithm][4], but the important thing for us is: Simulated Annealing allows us to quickly optimize high-dimensional problems. But what exactly are we trying to optimize? Ideally, we want a function that can tell us whether one distribution for the dice better explains the results than another distribution. This is known as the **likelihood** function.
+
+## Deriving the Likelihood function
+
+To derive our likelihood function, we want to know: **what is the probability of seeing a specific result given those hidden parameters?** This is actually a surprisingly difficult problem. While we can do a lot of calculations by hand, we need a more general solution since we will be working with very some interesting die distributions.
+
+We first note that the sum of two dice can take on 11 different values - 2 through 12. This implies that each individual sum follows a [Categorical distribution](https://en.wikipedia.org/wiki/Categorical_distribution). That is:
+
+\begin{align}
+\mathcal{L(x)} = \left\{
+\begin{array}{lr}
+p_2 & x = 2\\
+p_3 & x = 3\\
+\ldots & \\
+p_{11} & x = 11\\
+p_{12} & x = 12
+\end{array}
+\right.
+\end{align}
+
+Where each $p_i$ is the probability of seeing that specific result. However, we need to calculate what each probability is! I'll save you the details, but [this author](http://math.stackexchange.com/a/1646360/320784) explains how to do it.
+
+Now, we would like to know the likelihood of our entire data-set. This is trivial:
+
+\begin{align}
+\mathcal{L(\mathbf{X})} &= \prod_{i=1}^n L(x)
+\end{align}
+
+However, it's typically much easier to work with the $\log(\mathcal{L})$ function instead. This is critically important from a computational perspective: when you multiply so many small numbers together (i.e. the product of $L(x)$ terms) the computer suffers from rounding error; if we don't control for this, we will find that no matter the distributions we choose for each die, the "likelihood" will be close to zero because the computer is not precise enough.
+
+\begin{align}
+\log(\mathcal{L}) &= \sum_{i=1}^n \log(L)
+\end{align}
+
+## The process of Simulated Annealing
+
+The means by which we optimize our likelihood function is the simulated annealing algorithm. The way it works is as follows:
+
+1. Start with a random guess for the parameters we are trying to optimize. In our case we are trying to guess the distribution of two dice, and so we "optimize" until we have a distribution that matches the data.
+
+2. For each iteration of the algorithm:
+
+    1. Generate a new "proposed" set of parameters based on the current parameters -
+    i.e. slightly modify the current parameters to get a new set of parameters.
+    2. Calculate the value of $\log(\mathcal{L})$ for each set of parameters. If the function value for the
+    proposed parameter set is higher than for the current, automatically switch to the new parameter set
+    and continue the next iteration.
+    3. Given the new parameter set performs worse, determine a probability of switching to the new parameter set anyways: $\mathcal{P}(p_{current}, p_{proposed})$
+    4. Switch to the new parameter set with probability $\mathcal{P}$. If you fail to switch, begin the next iteration.
+    
+3. The algorithm is complete after we fail to make a transition $n$ times in a row.
+
+If everything goes according to plan, we will have a value that is close to the true distribution of each die.
+
+# The actual code
+
+We start by defining the score function. This will tell us how well the proposed die densities actually explain the results.
+
+[3]:https://en.wikipedia.org/wiki/Simulated_annealing
+[4]:https://en.wikipedia.org/wiki/Metropolis%E2%80%93Hastings_algorithm
+
+
+```python
+import numpy as np
+from numpy import polynomial
+
+def density_coef(d1_density, d2_density):
+    # Calculating the probabilities of each outcome was taken
+    # from this author: http://math.stackexchange.com/a/1710392/320784
+    d1_p = polynomial.Polynomial(d1_density)
+    d2_p = polynomial.Polynomial(d2_density)
+    coefs = (d1_p * d2_p).coef
+    return coefs
+
+def score(x, d1_density, d2_density):
+    # We've now got the probabilities of each event, but we need
+    # to shift the array a bit so we can use the x values to actually
+    # index into it. This will allow us to do all the calculations
+    # incredibly quickly
+    coefs = density_coef(d1_density, d2_density)
+    coefs = np.hstack((0, 0, coefs))
+    return np.log(coefs[x]).sum()
+```
+
+Afterward, we need to write something to permute the proposal densities. We make random modifications, and eventually the best one survives.
+
+
+```python
+def permute(d1_density, d2_density):
+    # To ensure we have legitimate densities, we will randomly
+    # increase one die face probability by `change`,
+    # and decrease one by `change`.
+    # This means there are something less than (1/`change`)^12 possibilities
+    # we are trying to search over.
+    change = .01
+    
+    d1_index1, d1_index2 = np.random.randint(0, 6, 2)
+    d2_index1, d2_index2 = np.random.randint(0, 6, 2)
+    
+    # Also make sure to copy. I've had some weird aliasing issues
+    # in the past that made everything blow up.
+    new_d1 = np.float64(np.copy(d1_density))
+    new_d2 = np.float64(np.copy(d2_density))
+    
+    # While this doesn't account for the possibility that some
+    # values go negative, in practice this never happens
+    new_d1[d1_index1] += change
+    new_d1[d1_index2] -= change
+    new_d2[d2_index1] += change
+    new_d2[d2_index2] -= change
+    
+    return new_d1, new_d2
+```
+
+Now we've got the main algorithm code to do. This is what brings all the pieces together.
+
+
+```python
+def optimize(data, conv_count=10, max_iter=1e4):
+    switch_failures = 0
+    iter_count = 0
+    
+    # Start with guessing fair dice
+    cur_d1 = np.repeat(1/6, 6)
+    cur_d2 = np.repeat(1/6, 6)
+    cur_score = score(data, cur_d1, cur_d2)
+    
+    # Keep track of our best guesses - may not be
+    # what we end with
+    max_score = cur_score
+    max_d1 = cur_d1
+    max_d2 = cur_d2
+    
+    # Optimization stops when we have failed to switch `conv_count`
+    # times (presumably because we have a great guess), or we reach
+    # the maximum number of iterations.
+    while switch_failures < conv_count and iter_count < max_iter:
+        iter_count += 1
+        if iter_count % (max_iter / 10) == 0:
+            print('Iteration: {}; Current score (higher is better): {}'.format(
+                    iter_count, cur_score))
+                
+        new_d1, new_d2 = permute(cur_d1, cur_d2)
+        new_score = score(data, new_d1, new_d2)
+        
+        if new_score > max_score:
+            max_score = new_score
+            max_d1 = new_d1
+            max_d2 = new_d2
+            
+        if new_score > cur_score:
+            # If the new permutation beats the old one,
+            # automatically select it.
+            cur_score = new_score
+            cur_d1 = new_d1
+            cur_d2 = new_d2
+            switch_failures = 0
+        else:
+            # We didn't beat the current score, but allow
+            # for possibly switching anyways.
+            accept_prob = np.exp(new_score - cur_score)
+            coin_toss = np.random.rand()
+            if coin_toss < accept_prob:
+                # We randomly switch to the new distribution
+                cur_score = new_score
+                cur_d1 = new_d1
+                cur_d2 = new_d2
+                switch_failures = 0
+            else:
+                switch_failures += 1
+            
+    # Return both our best guess, and the ending guess
+    return max_d1, max_d2, cur_d1, cur_d2
+```
+
+And now we have finished the hard work!
+
+# Catching the Casino
+
+Let's go through a couple of scenarios and see if we can catch the casino cheating with some loaded dice. **In every scenario we start with an assumption of fair dice**, and then try our hand to figure out what the *actual* distribution was.
+
+## Attempt 1
+
+
+The casino is using two dice that are both biased low. How well can we recover the distribution?
+
+
+```python
+import time
+def simulate_casino(d1_dist, d2_dist, n=10000):
+    d1_vals = unfair_die(d1_dist, n)
+    d2_vals = unfair_die(d2_dist, n)
+    
+    start = time.perf_counter()
+    max_d1, max_d2, final_d1, final_d2 = optimize(d1_vals + d2_vals)
+    end = time.perf_counter()
+    print("Simulated Annealing time: {:.02f}s".format(end - start))
+    
+    coef_range = np.arange(2, 13) - .5
+    plt.subplot(221)
+    plt.bar(coef_range, density_coef(d1_dist, d2_dist), width=1)
+    plt.title('True Distribution')
+    
+    plt.subplot(222)
+    plt.hist(d1_vals + d2_vals, bins=11)
+    plt.title('Empirical Distribution')
+    
+    plt.subplot(223)
+    plt.bar(coef_range, density_coef(max_d1, max_d2), width=1)
+    plt.title('Recovered Distribution')
+    
+    plt.gcf().set_size_inches(10, 10)
+
+
+simulate_casino([2/9, 2/9, 2/9, 1/9, 1/9, 1/9],
+                [2/9, 2/9, 2/9, 1/9, 1/9, 1/9])
+```
+
+    Iteration: 1000; Current score (higher is better): -22147.004400281654
+    Simulated Annealing time: 0.30s
+
+
+
+    
+![png](_notebook_files/_notebook_14_1.png)
+    
+
+
+## Attempt 2
+
+The casino now uses dice that are both biased towards 1 and 6.
+
+
+```python
+simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],
+                [1/3, 1/12, 1/12, 1/12, 1/12, 1/3])
+```
+
+    Simulated Annealing time: 0.08s
+
+
+
+    
+![png](_notebook_files/_notebook_16_1.png)
+    
+
+
+## Attempt 3
+
+The casino will now use one die biased towards 1 and 6, and one die towards 3 and 4.
+
+
+```python
+simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],
+                [1/12, 1/12, 1/3, 1/3, 1/12, 1/12])
+```
+
+    Simulated Annealing time: 0.09s
+
+
+
+    
+![png](_notebook_files/_notebook_18_1.png)
+    
+
+
+## Attempt 4
+
+We'll now finally go to a fair casino to make sure that we can still recognize a positive result.
+
+
+```python
+simulate_casino(np.repeat(1/6, 6), np.repeat(1/6, 6))
+```
+
+    Simulated Annealing time: 0.02s
+
+
+
+    
+![png](_notebook_files/_notebook_20_1.png)
+    
+
+
+## Attempt 5
+
+We've so far been working with a large amount of data - 10,000 data points. Can we now scale things back to only 250 throws? We'll start with two dice biased high.
+
+
+```python
+simulate_casino([1/9, 1/9, 1/9, 2/9, 2/9, 2/9],
+                [1/9, 1/9, 1/9, 2/9, 2/9, 2/9],
+                n=250)
+```
+
+    Iteration: 1000; Current score (higher is better): -551.6995384525453
+    Iteration: 2000; Current score (higher is better): -547.7803673440676
+    Iteration: 3000; Current score (higher is better): -547.9805613193807
+    Iteration: 4000; Current score (higher is better): -546.7574874775273
+    Iteration: 5000; Current score (higher is better): -549.5798007672656
+    Iteration: 6000; Current score (higher is better): -545.0354060154496
+    Iteration: 7000; Current score (higher is better): -550.1134504086606
+    Iteration: 8000; Current score (higher is better): -549.9306537114975
+    Iteration: 9000; Current score (higher is better): -550.7075182119111
+    Iteration: 10000; Current score (higher is better): -549.400679551826
+    Simulated Annealing time: 1.94s
+
+
+
+    
+![png](_notebook_files/_notebook_22_1.png)
+    
+
+
+The results are surprisingly good. While the actual optimization process took much longer to finish than in the other examples, we still have a very good guess. As a caveat though: the recovered distribution tends to overfit the data. That is, if the data doesn't fit the underlying distribution well, the model will also fail.
+
+# Conclusion
+
+Given the results above, we can see that we have indeed come up with a very good algorithm to determine the distribution of two dice given their results. As a benefit, we have even seen that results come back very quickly; it's not uncommon for the optimization to converge within a tenth of a second.
+
+Additionally, we have seen that the algorithm can intuit the distribution even when there is not much data. While the final example shows that we can 'overfit' on the dataset, we can still get valuable information from a relatively small dataset.
+
+We can declare at long last: **the mathematicians have again triumphed over the casino**.
+
+---
+
+# Justification of Simulated Annealing
+
+## Why Simulated Annealing?
+
+So why even use an algorithm with a fancy title like Simulated Annealing? First of all, because the title is sexy. Second of all, because this is a reasonably complicated problem to try and solve. We have a parameter space where each value $p_{ij} \in (0, 1); i, j \in \{1, \ldots, 6\}$, for a total of 12 different variables we are trying to optimize over. Additionally, given a 12-dimensional function we are trying to optimize, simulated annealing makes sure that we don't fall into a local minimum.
+
+## Why not something else?
+
+This is a fair question. There are two classes of algorithms that can also be used to solve this problem: [Non-linear optimization](https://en.wikipedia.org/wiki/Nonlinear_programming) methods, and the [EM algorithm](https://en.wikipedia.org/wiki/Expectation%E2%80%93maximization_algorithm).
+
+1. I chose not to use non-linear optimization simply because I'm a bit concerned that it will trap me in a local maximum. Instead of running multiple different optimizations from different starting points, I can just use simulated annealing to take that into account. In addition, throughout the course of testing the simulated annealing code converged *incredibly* quickly - far more quickly than any non-linear solver would be able to accomplish. 
+
+2. The EM Algorithm was originally what I intended to write this blog post with. Indeed, the post was inspired by the [crooked casino](http://web.stanford.edu/class/stats366/hmmR2.html) example which uses the EM algorithm to solve it. However, after modeling the likelihood function I realized that the algebra would very quickly get out of hand. Trying to compute all the polynomial terms would not be fun, which would be needed to actually optimize for each parameter. So while the EM algorithm would likely be much faster in raw speed terms, the amount of time needed to program and verify it meant that I was far better off using a different method for optimization.
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+---
+slug: 2016/05/the-unfair-casino
+title: The unfair casino
+date: 2016-05-15 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Trying to figure out how exactly two dice are loaded in a cheating casino.
+
+<!-- truncate -->
+
+In the ongoing eternal cycle of mathematicians asking generally useless questions about probability, I dreamt up another one. The scenario is as follows:
+
+**You're playing a game with two die, and you do not get to see what the outcome of the die are on each roll. All you get to see is their sum. Given an arbitrarily long list of the sum of two rolls, can you determine if one or both die are loaded, and what those loadings are?**
+
+## Proving we can detect cheating
+
+My first question is simply, is this possible? There's a lot of trivial cases that make it obvious that there's cheating going on. But there are some edge cases that might give us more difficulty. First though, let's get a picture of what the fair distribution looks like. In principle, we can only detect cheating if the distribution of the fair die differs from the distribution of the loaded die.
+
+
+```python
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+%matplotlib inline
+
+fair_1 = np.random.randint(1, 7, 10000)
+fair_2 = np.random.randint(1, 7, 10000)
+
+pd.Series(fair_1 + fair_2).plot(kind='hist', bins=11);
+plt.title('Fair Distribution');
+```
+    
+![png](_notebook_files/_notebook_1_0.png)
+
+This distribution makes sense: there are many ways to make a 7 (the most frequent observed value) and very few ways to make a 12 or 2; an important symmetry. As a special note, you can notice that the sum of two fair dice is a discrete case of the [Triangle Distribution][1], which is itself a special case of the [Irwin-Hall Distribution][2].
+
+## The Edge Cases
+
+Given that we understand how the results of two fair dice are distributed, let's see some of the interesting edge cases that come up. This will give us assurance that when a casino is cheating, it is detectable (given sufficient data). To make this as hard as possible, we will think of scenarios where the expected value of the sum of loaded dice is the same as the expected value of the sum of fair dice.
+
+### Edge Case 1
+What happens when one die is biased low, and one die is biased high? That is, where:
+
+$$
+\begin{align*}
+\begin{array}{cc}
+D_1 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/3\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/12
+\end{array}
+\right. &
+D_2 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/12\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/3\\
+6 & w.p. 1/3
+\end{array}
+\right. \\
+\mathbb{E}[D_1] = 2.5 & \mathbb{E}[D_2] = 4.5
+\end{array}\\
+\mathbb{E}[D_1 + D_2] = 7 = \mathbb{E}[D_{fair} + D_{fair}]
+\end{align*}
+$$
+
+[1]: https://en.wikipedia.org/wiki/Triangular_distribution
+[2]: https://en.wikipedia.org/wiki/Irwin%E2%80%93Hall_distribution
+
+
+```python
+def unfair_die(p_vals, n):
+    x = np.random.multinomial(1, p_vals, n)
+    return x.nonzero()[1] + 1
+
+d1 = [1/3, 1/3, 1/12, 1/12, 1/12, 1/12]
+d2 = [1/12, 1/12, 1/12, 1/12, 1/3, 1/3]
+
+x1 = unfair_die(d1, 10000)
+x2 = unfair_die(d2, 10000)
+
+pd.Series(x1 + x2).plot(kind='hist', bins=11);
+plt.title('$D_1$ biased low, $D_2$ biased high');
+```
+
+![png](_notebook_files/_notebook_3_0.png)
+
+We can see that while the 7 value remains the most likely (as expected), the distribution is not so nicely shaped any more. 
+
+### Edge Case 2
+
+When one die is loaded low, and one is loaded high, we've seen how we can detect them. How about when two die are loaded both low and high? That is, we have the following distribution:
+
+$$
+\begin{align*}
+\begin{array}{cc}
+D_1 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/3
+\end{array}
+\right. &
+D_2 = \left\{
+\begin{array}{lr}
+1 & w.p. 1/3\\
+2 & w.p. 1/12\\
+3 & w.p. 1/12\\
+4 & w.p. 1/12\\
+5 & w.p. 1/12\\
+6 & w.p. 1/3
+\end{array}
+\right. \\
+\mathbb{E}[D_1] = 3.5 & \mathbb{E}[D_2] = 3.5
+\end{array}\\
+\mathbb{E}[D_1 + D_2] = 7 = \mathbb{E}[D_{fair} + D_{fair}]
+\end{align*}
+$$
+
+We can see even that the expected value of each individual die is the same as the fair die! However, the distribution (if we are doing this correctly) should still be skewed:
+
+```python
+d1 = [1/3, 1/12, 1/12, 1/12, 1/12, 1/3]
+d2 = d1
+
+x1 = unfair_die(d1, 10000)
+x2 = unfair_die(d2, 10000)
+
+pd.Series(x1 + x2).plot(kind='hist', bins=11)
+plt.title("$D_1$ and $D_2$ biased to 1 and 6");
+```
+    
+![png](_notebook_files/_notebook_5_0.png)
+
+In a very un-subtle way, we have of course made the values 2 and 12 far more likely.
+
+## Detection Conclusion
+
+There are some trivial examples of cheating that are easy to detect: whenever the expected value of the sum of two fair dice deviates from the expected value for the sum of two fair dice, we can immediately conclude that there is cheating at stake.
+
+The interesting edge cases occur when the expected value of the sum of loaded dice matches the expected value of the sum of fair dice. Considering the above examples (and a couple more I ran through in developing this), we have seen that in every circumstance having two unfair dice leads to a distribution of results different from the fair results.
+
+We can thus finally state: **just by looking at the distribution of results from this game, we can immediately conclude whether there is cheating.**
+
+## Simulated Annealing
+
+What we really would like to do though, is see if there is any way to determine how exactly the dice are loaded. This is significantly more complicated, but we can borrow some algorithms from Machine Learning to figure out exactly how to perform this process. I'm using the Simulated Annealing algorithm, and I discuss why this works and why I chose it over some of the alternatives in the [justification](#Justification-of-Simulated-Annealing). If you don't care about how I set up the model and just want to see the code, check out [the actual code](#The-actual-code).
+
+[Simulated Annealing][3] is a variation of the [Metropolis-Hastings Algorithm][4], but the important thing for us is: Simulated Annealing allows us to quickly optimize high-dimensional problems. But what exactly are we trying to optimize? Ideally, we want a function that can tell us whether one distribution for the dice better explains the results than another distribution. This is known as the **likelihood** function.
+
+### Deriving the Likelihood function
+
+To derive our likelihood function, we want to know: **what is the probability of seeing a specific result given those hidden parameters?** This is actually a surprisingly difficult problem. While we can do a lot of calculations by hand, we need a more general solution since we will be working with very some interesting die distributions.
+
+We first note that the sum of two dice can take on 11 different values - 2 through 12. This implies that each individual sum follows a [Categorical distribution](https://en.wikipedia.org/wiki/Categorical_distribution). That is:
+
+$$
+\begin{align*}
+\mathcal{L(x)} = \left\{
+\begin{array}{lr}
+p_2 & x = 2\\
+p_3 & x = 3\\
+\ldots & \\
+p_{11} & x = 11\\
+p_{12} & x = 12
+\end{array}
+\right.
+\end{align*}
+$$
+
+Where each $p_i$ is the probability of seeing that specific result. However, we need to calculate what each probability is! I'll save you the details, but [this author](http://math.stackexchange.com/a/1646360/320784) explains how to do it.
+
+Now, we would like to know the likelihood of our entire data-set. This is trivial:
+
+$$
+\begin{align*}
+\mathcal{L(\mathbf{X})} &= \prod_{i=1}^n L(x)
+\end{align*}
+$$
+
+However, it's typically much easier to work with the $\log(\mathcal{L})$ function instead. This is critically important from a computational perspective: when you multiply so many small numbers together (i.e. the product of $L(x)$ terms) the computer suffers from rounding error; if we don't control for this, we will find that no matter the distributions we choose for each die, the "likelihood" will be close to zero because the computer is not precise enough.
+
+$$
+\begin{align*}
+\log(\mathcal{L}) &= \sum_{i=1}^n \log(L)
+\end{align*}
+$$
+
+### The process of Simulated Annealing
+
+The means by which we optimize our likelihood function is the simulated annealing algorithm. The way it works is as follows:
+
+1. Start with a random guess for the parameters we are trying to optimize. In our case we are trying to guess the distribution of two dice, and so we "optimize" until we have a distribution that matches the data.
+
+2. For each iteration of the algorithm:
+
+    1. Generate a new "proposed" set of parameters based on the current parameters -
+    i.e. slightly modify the current parameters to get a new set of parameters.
+    2. Calculate the value of $\log(\mathcal{L})$ for each set of parameters. If the function value for the
+    proposed parameter set is higher than for the current, automatically switch to the new parameter set
+    and continue the next iteration.
+    3. Given the new parameter set performs worse, determine a probability of switching to the new parameter set anyways: $\mathcal{P}(p_{current}, p_{proposed})$
+    4. Switch to the new parameter set with probability $\mathcal{P}$. If you fail to switch, begin the next iteration.
+    
+3. The algorithm is complete after we fail to make a transition $n$ times in a row.
+
+If everything goes according to plan, we will have a value that is close to the true distribution of each die.
+
+## The actual code
+
+We start by defining the score function. This will tell us how well the proposed die densities actually explain the results.
+
+[3]:https://en.wikipedia.org/wiki/Simulated_annealing
+[4]:https://en.wikipedia.org/wiki/Metropolis%E2%80%93Hastings_algorithm
+
+
+```python
+import numpy as np
+from numpy import polynomial
+
+def density_coef(d1_density, d2_density):
+    # Calculating the probabilities of each outcome was taken
+    # from this author: http://math.stackexchange.com/a/1710392/320784
+    d1_p = polynomial.Polynomial(d1_density)
+    d2_p = polynomial.Polynomial(d2_density)
+    coefs = (d1_p * d2_p).coef
+    return coefs
+
+def score(x, d1_density, d2_density):
+    # We've now got the probabilities of each event, but we need
+    # to shift the array a bit so we can use the x values to actually
+    # index into it. This will allow us to do all the calculations
+    # incredibly quickly
+    coefs = density_coef(d1_density, d2_density)
+    coefs = np.hstack((0, 0, coefs))
+    return np.log(coefs[x]).sum()
+```
+
+Afterward, we need to write something to permute the proposal densities. We make random modifications, and eventually the best one survives.
+
+
+```python
+def permute(d1_density, d2_density):
+    # To ensure we have legitimate densities, we will randomly
+    # increase one die face probability by `change`,
+    # and decrease one by `change`.
+    # This means there are something less than (1/`change`)^12 possibilities
+    # we are trying to search over.
+    change = .01
+    
+    d1_index1, d1_index2 = np.random.randint(0, 6, 2)
+    d2_index1, d2_index2 = np.random.randint(0, 6, 2)
+    
+    # Also make sure to copy. I've had some weird aliasing issues
+    # in the past that made everything blow up.
+    new_d1 = np.float64(np.copy(d1_density))
+    new_d2 = np.float64(np.copy(d2_density))
+    
+    # While this doesn't account for the possibility that some
+    # values go negative, in practice this never happens
+    new_d1[d1_index1] += change
+    new_d1[d1_index2] -= change
+    new_d2[d2_index1] += change
+    new_d2[d2_index2] -= change
+    
+    return new_d1, new_d2
+```
+
+Now we've got the main algorithm code to do. This is what brings all the pieces together.
+
+
+```python
+def optimize(data, conv_count=10, max_iter=1e4):
+    switch_failures = 0
+    iter_count = 0
+    
+    # Start with guessing fair dice
+    cur_d1 = np.repeat(1/6, 6)
+    cur_d2 = np.repeat(1/6, 6)
+    cur_score = score(data, cur_d1, cur_d2)
+    
+    # Keep track of our best guesses - may not be
+    # what we end with
+    max_score = cur_score
+    max_d1 = cur_d1
+    max_d2 = cur_d2
+    
+    # Optimization stops when we have failed to switch `conv_count`
+    # times (presumably because we have a great guess), or we reach
+    # the maximum number of iterations.
+    while switch_failures < conv_count and iter_count < max_iter:
+        iter_count += 1
+        if iter_count % (max_iter / 10) == 0:
+            print('Iteration: {}; Current score (higher is better): {}'.format(
+                    iter_count, cur_score))
+                
+        new_d1, new_d2 = permute(cur_d1, cur_d2)
+        new_score = score(data, new_d1, new_d2)
+        
+        if new_score > max_score:
+            max_score = new_score
+            max_d1 = new_d1
+            max_d2 = new_d2
+            
+        if new_score > cur_score:
+            # If the new permutation beats the old one,
+            # automatically select it.
+            cur_score = new_score
+            cur_d1 = new_d1
+            cur_d2 = new_d2
+            switch_failures = 0
+        else:
+            # We didn't beat the current score, but allow
+            # for possibly switching anyways.
+            accept_prob = np.exp(new_score - cur_score)
+            coin_toss = np.random.rand()
+            if coin_toss < accept_prob:
+                # We randomly switch to the new distribution
+                cur_score = new_score
+                cur_d1 = new_d1
+                cur_d2 = new_d2
+                switch_failures = 0
+            else:
+                switch_failures += 1
+            
+    # Return both our best guess, and the ending guess
+    return max_d1, max_d2, cur_d1, cur_d2
+```
+
+And now we have finished the hard work!
+
+## Catching the Casino
+
+Let's go through a couple of scenarios and see if we can catch the casino cheating with some loaded dice. **In every scenario we start with an assumption of fair dice**, and then try our hand to figure out what the *actual* distribution was.
+
+### Attempt 1
+
+
+The casino is using two dice that are both biased low. How well can we recover the distribution?
+
+
+```python
+import time
+def simulate_casino(d1_dist, d2_dist, n=10000):
+    d1_vals = unfair_die(d1_dist, n)
+    d2_vals = unfair_die(d2_dist, n)
+    
+    start = time.perf_counter()
+    max_d1, max_d2, final_d1, final_d2 = optimize(d1_vals + d2_vals)
+    end = time.perf_counter()
+    print("Simulated Annealing time: {:.02f}s".format(end - start))
+    
+    coef_range = np.arange(2, 13) - .5
+    plt.subplot(221)
+    plt.bar(coef_range, density_coef(d1_dist, d2_dist), width=1)
+    plt.title('True Distribution')
+    
+    plt.subplot(222)
+    plt.hist(d1_vals + d2_vals, bins=11)
+    plt.title('Empirical Distribution')
+    
+    plt.subplot(223)
+    plt.bar(coef_range, density_coef(max_d1, max_d2), width=1)
+    plt.title('Recovered Distribution')
+    
+    plt.gcf().set_size_inches(10, 10)
+
+
+simulate_casino([2/9, 2/9, 2/9, 1/9, 1/9, 1/9],
+                [2/9, 2/9, 2/9, 1/9, 1/9, 1/9])
+```
+
+```
+    Iteration: 1000; Current score (higher is better): -22147.004400281654
+    Simulated Annealing time: 0.30s
+```
+    
+![png](_notebook_files/_notebook_14_1.png)
+
+### Attempt 2
+
+The casino now uses dice that are both biased towards 1 and 6.
+
+```python
+simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],
+                [1/3, 1/12, 1/12, 1/12, 1/12, 1/3])
+```
+
+```
+    Simulated Annealing time: 0.08s
+```
+    
+![png](_notebook_files/_notebook_16_1.png)
+
+### Attempt 3
+
+The casino will now use one die biased towards 1 and 6, and one die towards 3 and 4.
+
+
+```python
+simulate_casino([1/3, 1/12, 1/12, 1/12, 1/12, 1/3],
+                [1/12, 1/12, 1/3, 1/3, 1/12, 1/12])
+```
+
+```
+    Simulated Annealing time: 0.09s
+```
+    
+![png](_notebook_files/_notebook_18_1.png)
+
+### Attempt 4
+
+We'll now finally go to a fair casino to make sure that we can still recognize a positive result.
+
+```python
+simulate_casino(np.repeat(1/6, 6), np.repeat(1/6, 6))
+```
+
+```
+    Simulated Annealing time: 0.02s
+```
+    
+![png](_notebook_files/_notebook_20_1.png)
+
+### Attempt 5
+
+We've so far been working with a large amount of data - 10,000 data points. Can we now scale things back to only 250 throws? We'll start with two dice biased high.
+
+
+```python
+simulate_casino([1/9, 1/9, 1/9, 2/9, 2/9, 2/9],
+                [1/9, 1/9, 1/9, 2/9, 2/9, 2/9],
+                n=250)
+```
+
+```
+    Iteration: 1000; Current score (higher is better): -551.6995384525453
+    Iteration: 2000; Current score (higher is better): -547.7803673440676
+    Iteration: 3000; Current score (higher is better): -547.9805613193807
+    Iteration: 4000; Current score (higher is better): -546.7574874775273
+    Iteration: 5000; Current score (higher is better): -549.5798007672656
+    Iteration: 6000; Current score (higher is better): -545.0354060154496
+    Iteration: 7000; Current score (higher is better): -550.1134504086606
+    Iteration: 8000; Current score (higher is better): -549.9306537114975
+    Iteration: 9000; Current score (higher is better): -550.7075182119111
+    Iteration: 10000; Current score (higher is better): -549.400679551826
+    Simulated Annealing time: 1.94s
+```
+    
+![png](_notebook_files/_notebook_22_1.png)
+
+The results are surprisingly good. While the actual optimization process took much longer to finish than in the other examples, we still have a very good guess. As a caveat though: the recovered distribution tends to overfit the data. That is, if the data doesn't fit the underlying distribution well, the model will also fail.
+
+## Conclusion
+
+Given the results above, we can see that we have indeed come up with a very good algorithm to determine the distribution of two dice given their results. As a benefit, we have even seen that results come back very quickly; it's not uncommon for the optimization to converge within a tenth of a second.
+
+Additionally, we have seen that the algorithm can intuit the distribution even when there is not much data. While the final example shows that we can 'overfit' on the dataset, we can still get valuable information from a relatively small dataset.
+
+We can declare at long last: **the mathematicians have again triumphed over the casino**.
+
+---
+
+## Justification of Simulated Annealing
+
+### Why Simulated Annealing?
+
+So why even use an algorithm with a fancy title like Simulated Annealing? First of all, because the title is sexy. Second of all, because this is a reasonably complicated problem to try and solve. We have a parameter space where each value $p_{ij} \in (0, 1); i, j \in \{1, \ldots, 6\}$, for a total of 12 different variables we are trying to optimize over. Additionally, given a 12-dimensional function we are trying to optimize, simulated annealing makes sure that we don't fall into a local minimum.
+
+### Why not something else?
+
+This is a fair question. There are two classes of algorithms that can also be used to solve this problem: [Non-linear optimization](https://en.wikipedia.org/wiki/Nonlinear_programming) methods, and the [EM algorithm](https://en.wikipedia.org/wiki/Expectation%E2%80%93maximization_algorithm).
+
+1. I chose not to use non-linear optimization simply because I'm a bit concerned that it will trap me in a local maximum. Instead of running multiple different optimizations from different starting points, I can just use simulated annealing to take that into account. In addition, throughout the course of testing the simulated annealing code converged *incredibly* quickly - far more quickly than any non-linear solver would be able to accomplish. 
+
+2. The EM Algorithm was originally what I intended to write this blog post with. Indeed, the post was inspired by the [crooked casino](http://web.stanford.edu/class/stats366/hmmR2.html) example which uses the EM algorithm to solve it. However, after modeling the likelihood function I realized that the algebra would very quickly get out of hand. Trying to compute all the polynomial terms would not be fun, which would be needed to actually optimize for each parameter. So while the EM algorithm would likely be much faster in raw speed terms, the amount of time needed to program and verify it meant that I was far better off using a different method for optimization.
\ No newline at end of file
diff --git a/blog/2016-06-08-event-studies-and-earnings-releases/_article.md b/blog/2016-06-08-event-studies-and-earnings-releases/_article.md
new file mode 100644
index 0000000..e5ad4bf
--- /dev/null
+++ b/blog/2016-06-08-event-studies-and-earnings-releases/_article.md
@@ -0,0 +1,17 @@
+Title: Event Studies and Earnings Releases
+Date: 2016-06-08
+Category: Blog
+Tags: event study, earnings
+Authors: Bradlee Speice
+Summary: Looking at earnings releases to see how good people are at actually predicting earnings.
+[//]: <> "Modified: "
+
+<script type="text/javascript" src="https://cdn.jsdelivr.net/jquery/3.0.0/jquery.min.js"></script>
+
+{% notebook 2016-6-8-event-studies-and-earnings-releases.ipynb %}
+
+<script type="text/x-mathjax-config">
+//MathJax.Hub.Config({tex2jax: {inlineMath: [['$','$'], ['\(','\)']]}});
+MathJax.Hub.Config({tex2jax: {inlineMath: [['\$','\$']]}});
+</script>
+<script async src='https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS_CHTML'></script>
diff --git a/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.ipynb b/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.ipynb
new file mode 100644
index 0000000..87f3b58
--- /dev/null
+++ b/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.ipynb
@@ -0,0 +1,994 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Or, being suspicious of market insiders.\n",
+    "\n",
+    "---\n",
+    "\n",
+    "Use the button below to show the code I've used to generate this article. Because there is a significant amount more code involved than most other posts I've written, it's hidden by default to allow people to concentrate on the important bits."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<script>\n",
+       "code_show=true; \n",
+       "function code_toggle() {\n",
+       " if (code_show){\n",
+       " $('div.input').hide();\n",
+       " } else {\n",
+       " $('div.input').show();\n",
+       " }\n",
+       " code_show = !code_show\n",
+       "} \n",
+       "$( document ).ready(code_toggle);\n",
+       "</script>\n",
+       "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from IPython.display import HTML\n",
+    "\n",
+    "HTML('''<script>\n",
+    "code_show=true; \n",
+    "function code_toggle() {\n",
+    " if (code_show){\n",
+    " $('div.input').hide();\n",
+    " } else {\n",
+    " $('div.input').show();\n",
+    " }\n",
+    " code_show = !code_show\n",
+    "} \n",
+    "$( document ).ready(code_toggle);\n",
+    "</script>\n",
+    "<form action=\"javascript:code_toggle()\"><input type=\"submit\" value=\"Click here to toggle on/off the raw code.\"></form>''')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# The Market Just Knew\n",
+    "\n",
+    "I recently saw two examples of stock charts that have kept me thinking for a while. And now that the semester is complete, I finally have enough time to really look at them and give them the treatment they deserve. The first is good old Apple:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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UTujFyp588snxpS99qX/dY489FpL6E/rs2bPjsssui+7u7gFf3+LFi2PzzTeP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\nrgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae3a9b0f0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from secrets import QUANDL_KEY\n",
+    "import matplotlib.pyplot as plt\n",
+    "from matplotlib.dates import date2num\n",
+    "from matplotlib.finance import candlestick_ohlc\n",
+    "from matplotlib.dates import DateFormatter, WeekdayLocator,\\\n",
+    "    DayLocator, MONDAY\n",
+    "import quandl\n",
+    "from datetime import datetime\n",
+    "import pandas as pd\n",
+    "%matplotlib inline\n",
+    "\n",
+    "def fetch_ticker(ticker, start, end):\n",
+    "    # Quandl is currently giving me issues with returning\n",
+    "    # the entire dataset and not slicing server-side.\n",
+    "    # So instead, we'll do it client-side!\n",
+    "    q_format = '%Y-%m-%d'\n",
+    "    ticker_data = quandl.get('YAHOO/' + ticker,\n",
+    "                             start_date=start.strftime(q_format),\n",
+    "                             end_date=end.strftime(q_format),\n",
+    "                             authtoken=QUANDL_KEY)\n",
+    "    return ticker_data\n",
+    "\n",
+    "def ohlc_dataframe(data, ax=None):\n",
+    "    # Much of this code re-used from:\n",
+    "    # http://matplotlib.org/examples/pylab_examples/finance_demo.html\n",
+    "    if ax is None:\n",
+    "        f, ax = plt.subplots()\n",
+    "    \n",
+    "    vals = [(date2num(date), *(data.loc[date]))\n",
+    "            for date in data.index]\n",
+    "    candlestick_ohlc(ax, vals)\n",
+    "    \n",
+    "    mondays = WeekdayLocator(MONDAY)\n",
+    "    alldays = DayLocator()\n",
+    "    weekFormatter = DateFormatter('%b %d')\n",
+    "    ax.xaxis.set_major_locator(mondays)\n",
+    "    ax.xaxis.set_minor_locator(alldays)\n",
+    "    ax.xaxis.set_major_formatter(weekFormatter)\n",
+    "    return ax\n",
+    "\n",
+    "AAPL = fetch_ticker('AAPL', datetime(2016, 3, 1), datetime(2016, 5, 1))\n",
+    "ax = ohlc_dataframe(AAPL)\n",
+    "plt.vlines(date2num(datetime(2016, 4, 26, 12)),\n",
+    "           ax.get_ylim()[0], ax.get_ylim()[1],\n",
+    "           color='b',\n",
+    "          label='Earnings Release')\n",
+    "plt.legend(loc=3)\n",
+    "plt.title(\"Apple Price 3/1/2016 - 5/1/2016\");"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The second chart is from Facebook:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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gKCPV9HmNJ4v/yRkk7d/FiIegZ97vgHeAdcA/D2Q84Xh3AtMi37d1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\nczHjid0552LGE7tzzsXM/wfgLII59KYqMQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae1b60f98>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "FB = fetch_ticker('FB', datetime(2016, 3, 1), datetime(2016, 5, 5))\n",
+    "ax = ohlc_dataframe(FB)\n",
+    "plt.vlines(date2num(datetime(2016, 4, 27, 12)),\n",
+    "           ax.get_ylim()[0], ax.get_ylim()[1],\n",
+    "           color='b', label='Earnings Release')\n",
+    "plt.title('Facebook Price 3/5/2016 - 5/5/2016')\n",
+    "plt.legend(loc=2);"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "These two charts demonstrate two very specific phonomena: how the market prepares for earnings releases. Let's look at those charts again, but with some extra information. As we're about the see, the market \"knew\" in advance that Apple was going to perform poorly. The market expected that Facebook was going to perform poorly, and instead shot the lights out. Let's see that trend in action:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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44ogPszxGE3BFJKYkJSVF9PzbtsHEiT5ZUKXKv/UOSpaM6GVFRERERGKCZiKI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\n33lBkmPpUjjvPNhnH/83nzsXHnvMt8YUERERkTI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mvzFrCLwKXOWcq7KR2aAMek+WcNIq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\ncAw4PwAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae50d7630>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def plot_hilo(ax, start, end, data):\n",
+    "    ax.plot([date2num(start), date2num(end)],\n",
+    "            [data.loc[start]['High'], data.loc[end]['High']],\n",
+    "            color='b')\n",
+    "    ax.plot([date2num(start), date2num(end)],\n",
+    "            [data.loc[start]['Low'], data.loc[end]['Low']],\n",
+    "            color='b')\n",
+    "\n",
+    "f, axarr = plt.subplots(1, 2)\n",
+    "\n",
+    "ax_aapl = axarr[0]\n",
+    "ax_fb = axarr[1]\n",
+    "\n",
+    "# Plot the AAPL trend up and down\n",
+    "ohlc_dataframe(AAPL, ax=ax_aapl)\n",
+    "plot_hilo(ax_aapl, datetime(2016, 3, 1), datetime(2016, 4, 15), AAPL)\n",
+    "plot_hilo(ax_aapl, datetime(2016, 4, 18), datetime(2016, 4, 26), AAPL)\n",
+    "ax_aapl.vlines(date2num(datetime(2016, 4, 26, 12)),\n",
+    "               ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],\n",
+    "               color='g', label='Earnings Release')\n",
+    "ax_aapl.legend(loc=2)\n",
+    "ax_aapl.set_title('AAPL Price History')\n",
+    "\n",
+    "# Plot the FB trend down and up\n",
+    "ohlc_dataframe(FB, ax=ax_fb)\n",
+    "plot_hilo(ax_fb, datetime(2016, 3, 30), datetime(2016, 4, 27), FB)\n",
+    "plot_hilo(ax_fb, datetime(2016, 4, 28), datetime(2016, 5, 5), FB)\n",
+    "ax_fb.vlines(date2num(datetime(2016, 4, 27, 12)),\n",
+    "             ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],\n",
+    "             color='g', label='Earnings Release')\n",
+    "ax_fb.legend(loc=2)\n",
+    "ax_fb.set_title('FB Price History')\n",
+    "\n",
+    "f.set_size_inches(18, 6)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As we can see above, the market broke a prevailing trend on Apple in order to go down, and ultimately predict the earnings release. For Facebook, the opposite happened. While the trend was down, the earnings were fantastic and the market corrected itself much higher."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Formulating the Question\n",
+    "\n",
+    "While these are two specific examples, there are plenty of other examples you could cite one way or another. Even if the preponderance of evidence shows that the market correctly predicts earnings releases, we need not accuse people of collusion; for a company like Apple with many suppliers we can generally forecast how Apple has done based on those same suppliers.\n",
+    "\n",
+    "The question then, is this: **how well does the market predict the earnings releases?** It's an incredibly broad question that I want to disect in a couple of different ways:\n",
+    "\n",
+    "1. Given a stock that has been trending down over the past N days before an earnings release, how likely does it continue downward after the release?\n",
+    "2. Given a stock trending up, how likely does it continue up?\n",
+    "3. Is there a difference in accuracy between large- and small-cap stocks?\n",
+    "4. How often, and for how long, do markets trend before an earnings release?\n",
+    "\n",
+    "**I want to especially thank Alejandro Saltiel for helping me retrieve the data.** He's great. And now for all of the interesting bits."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Event Studies\n",
+    "\n",
+    "Before we go too much further, I want to introduce the actual event study. Each chart intends to capture a lot of information and present an easy-to-understand pattern:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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bl1tuuYUvvvgCp9MZHH0FGD9+PH379gVgzJgxZGZmNhqia0a8p02bRlFREYWF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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae4ffddd8>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import numpy as np\n",
+    "import pandas as pd\n",
+    "from pandas.tseries.holiday import USFederalHolidayCalendar\n",
+    "from pandas.tseries.offsets import CustomBusinessDay\n",
+    "from datetime import datetime, timedelta\n",
+    "\n",
+    "# If you remove rules, it removes them from *all* calendars\n",
+    "# To ensure we don't pop rules we don't want to, first make\n",
+    "# sure to fully copy the object\n",
+    "trade_calendar = USFederalHolidayCalendar()\n",
+    "trade_calendar.rules.pop(6) # Remove Columbus day\n",
+    "trade_calendar.rules.pop(7) # Remove Veteran's day\n",
+    "TradeDay = lambda days: CustomBusinessDay(days, calendar=trade_calendar)\n",
+    "\n",
+    "def plot_study(array):\n",
+    "    # Given a 2-d array, we assume the event happens at index `lookback`,\n",
+    "    # and create all of our summary statistics from there.\n",
+    "    lookback = int((array.shape[1] - 1) / 2)\n",
+    "    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)\n",
+    "    centered_data = array / norm_factor - 1\n",
+    "    lookforward = centered_data.shape[1] - lookback\n",
+    "    means = centered_data.mean(axis=0)\n",
+    "    lookforward_data = centered_data[:,lookforward:]\n",
+    "    std_dev = np.hstack([0, lookforward_data.std(axis=0)])\n",
+    "    maxes = lookforward_data.max(axis=0)\n",
+    "    mins = lookforward_data.min(axis=0)\n",
+    "    \n",
+    "    f, axarr = plt.subplots(1, 2)\n",
+    "    range_begin = -lookback\n",
+    "    range_end = lookforward\n",
+    "    axarr[0].plot(range(range_begin, range_end), means)\n",
+    "    axarr[1].plot(range(range_begin, range_end), means)\n",
+    "    axarr[0].fill_between(range(0, range_end),\n",
+    "                     means[-lookforward:] + std_dev,\n",
+    "                     means[-lookforward:] - std_dev,\n",
+    "                    alpha=.5, label=\"$\\pm$ 1 s.d.\")\n",
+    "    axarr[1].fill_between(range(0, range_end),\n",
+    "                     means[-lookforward:] + std_dev,\n",
+    "                     means[-lookforward:] - std_dev,\n",
+    "                    alpha=.5, label=\"$\\pm$ 1 s.d.\")\n",
+    "    \n",
+    "    max_err = maxes - means[-lookforward+1:]\n",
+    "    min_err = means[-lookforward+1:] - mins\n",
+    "    axarr[0].errorbar(range(1, range_end),\n",
+    "                  means[-lookforward+1:],\n",
+    "                  yerr=[min_err, max_err], label='Max & Min')\n",
+    "    axarr[0].legend(loc=2)\n",
+    "    axarr[1].legend(loc=2)\n",
+    "    \n",
+    "    axarr[0].set_xlim((-lookback-1, lookback+1))\n",
+    "    axarr[1].set_xlim((-lookback-1, lookback+1))\n",
+    "    \n",
+    "def plot_study_small(array):\n",
+    "    # Given a 2-d array, we assume the event happens at index `lookback`,\n",
+    "    # and create all of our summary statistics from there.\n",
+    "    lookback = int((array.shape[1] - 1) / 2)\n",
+    "    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)\n",
+    "    centered_data = array / norm_factor - 1\n",
+    "    lookforward = centered_data.shape[1] - lookback\n",
+    "    means = centered_data.mean(axis=0)\n",
+    "    lookforward_data = centered_data[:,lookforward:]\n",
+    "    std_dev = np.hstack([0, lookforward_data.std(axis=0)])\n",
+    "    maxes = lookforward_data.max(axis=0)\n",
+    "    mins = lookforward_data.min(axis=0)\n",
+    "    \n",
+    "    range_begin = -lookback\n",
+    "    range_end = lookforward\n",
+    "    plt.plot(range(range_begin, range_end), means)\n",
+    "    plt.fill_between(range(0, range_end),\n",
+    "                     means[-lookforward:] + std_dev,\n",
+    "                     means[-lookforward:] - std_dev,\n",
+    "                    alpha=.5, label=\"$\\pm$ 1 s.d.\")\n",
+    "    \n",
+    "    max_err = maxes - means[-lookforward+1:]\n",
+    "    min_err = means[-lookforward+1:] - mins\n",
+    "    plt.errorbar(range(1, range_end),\n",
+    "                  means[-lookforward+1:],\n",
+    "                  yerr=[min_err, max_err], label='Max & Min')\n",
+    "    plt.legend(loc=2)\n",
+    "    plt.xlim((-lookback-1, lookback+1))\n",
+    "    \n",
+    "def fetch_event_data(ticker, events, horizon=5):\n",
+    "    # Use horizon+1 to account for including the day of the event,\n",
+    "    # and half-open interval - that is, for a horizon of 5,\n",
+    "    # we should be including 11 events. Additionally, using the\n",
+    "    # CustomBusinessDay means we automatically handle issues if\n",
+    "    # for example a company reports Friday afternoon - the date\n",
+    "    # calculator will turn this into a \"Saturday\" release, but\n",
+    "    # we effectively shift that to Monday with the logic below.\n",
+    "    td_back = TradeDay(horizon+1)\n",
+    "    td_forward = TradeDay(horizon+1)\n",
+    "    \n",
+    "    start_date = min(events) - td_back\n",
+    "    end_date = max(events) + td_forward\n",
+    "    total_data = fetch_ticker(ticker, start_date, end_date)\n",
+    "    event_data = [total_data.ix[event-td_back:event+td_forward]\\\n",
+    "                      [0:horizon*2+1]\\\n",
+    "                      ['Adjusted Close']\n",
+    "                  for event in events]\n",
+    "    return np.array(event_data)\n",
+    "\n",
+    "# Generate a couple of random events\n",
+    "\n",
+    "event_dates = [datetime(2016, 5, 27) - timedelta(days=1) - TradeDay(x*20) for x in range(1, 40)]\n",
+    "data = fetch_event_data('CELG', event_dates)\n",
+    "plot_study_small(data)\n",
+    "plt.legend(loc=3)\n",
+    "plt.gcf().set_size_inches(12, 6);\n",
+    "\n",
+    "\n",
+    "plt.annotate('Mean price for days leading up to each event',\n",
+    "             (-5, -.01), (-4.5, .025),\n",
+    "             arrowprops=dict(facecolor='black', shrink=0.05))\n",
+    "plt.annotate('', (-.1, .005), (-.5, .02),\n",
+    "             arrowprops={'facecolor': 'black', 'shrink': .05})\n",
+    "plt.annotate('$\\pm$ 1 std. dev. each day', (5, .055), (2.5, .085),\n",
+    "            arrowprops={'facecolor': 'black', 'shrink': .05})\n",
+    "plt.annotate('Min/Max each day', (.9, -.07), (-1, -.1),\n",
+    "            arrowprops={'facecolor': 'black', 'shrink': .05});"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And as a quick textual explanation as well:\n",
+    "\n",
+    "- The blue line represents the mean price for each day, represented as a percentage of the price on the '0-day'. For example, if we defined an 'event' as whenever the stock price dropped for three days, we would see a decreasing blue line to the left of the 0-day.\n",
+    "\n",
+    "- The blue shaded area represents one standard deviation above and below the mean price for each day following an event. This is intended to give us an idea of what the stock price does in general following an event.\n",
+    "\n",
+    "- The green bars are the minimum and maximum price for each day following an event. This instructs us as to how much it's possible for the stock to move."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Event Type 1: Trending down over the past N days\n",
+    "\n",
+    "The first type of event I want to study is how stocks perform when they've been trending down over the past couple of days prior to a release. However, we need to clarify what exactly is meant by \"trending down.\" To do so, we'll use the following metric: **the midpoint between each day's opening and closing price goes down over a period of N days**.\n",
+    "\n",
+    "It's probably helpful to have an example:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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CBPj880JHJ0mqi0kESZKkZmTx4qzOwKmnwkMPwcEHFzqilbPaavC978HTT8OV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\nTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae6c517b8>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "f, axarr = plt.subplots(1, 2)\n",
+    "f.set_size_inches(18, 6)\n",
+    "\n",
+    "FB_plot = axarr[0]\n",
+    "ohlc_dataframe(FB[datetime(2016, 4, 18):], FB_plot)\n",
+    "\n",
+    "FB_truncated = FB[datetime(2016, 4, 18):datetime(2016, 4, 27)]\n",
+    "midpoint = FB_truncated['Open']/2 + FB_truncated['Close']/2\n",
+    "FB_plot.plot(FB_truncated.index, midpoint, label='Midpoint')\n",
+    "FB_plot.vlines(date2num(datetime(2016, 4, 27, 12)),\n",
+    "               ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],\n",
+    "               color='g', label='Earnings Release')\n",
+    "FB_plot.legend(loc=2)\n",
+    "FB_plot.set_title('FB Midpoint Plot')\n",
+    "\n",
+    "AAPL_plot = axarr[1]\n",
+    "ohlc_dataframe(AAPL[datetime(2016, 4, 10):], AAPL_plot)\n",
+    "AAPL_truncated = AAPL[datetime(2016, 4, 10):datetime(2016, 4, 26)]\n",
+    "midpoint = AAPL_truncated['Open']/2 + AAPL_truncated['Close']/2\n",
+    "AAPL_plot.plot(AAPL_truncated.index, midpoint, label='Midpoint')\n",
+    "AAPL_plot.vlines(date2num(datetime(2016, 4, 26, 12)),\n",
+    "                 ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],\n",
+    "                 color='g', label='Earnings Release')\n",
+    "AAPL_plot.legend(loc=3)\n",
+    "AAPL_plot.set_title('AAPL Midpoint Plot');"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Given these charts, we can see that FB was trending down for the four days preceding the earnings release, and AAPL was trending down for a whopping 8 days (we don't count the peak day). This will define the methodology that we will use for the study.\n",
+    "\n",
+    "So what are the results? For a given horizon, how well does the market actually perform?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:21:38 Time: 0:21:38\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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zS5IkSVLJvPbaazz77LM8+eSzPPzwPFasaAJ2o1+/fRk69H306TMw7xKl3JQi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\nADBuCBoAAAAAAMC4+f+DLBbJVWQG2gAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae7308128>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Read in the events for each stock;\n",
+    "# The file was created using the first code block in the Appendix\n",
+    "import yaml\n",
+    "from dateutil.parser import parse\n",
+    "from progressbar import ProgressBar\n",
+    "\n",
+    "data_str = open('earnings_dates.yaml', 'r').read()\n",
+    "# Need to remove invalid lines\n",
+    "filtered = filter(lambda x: '{' not in x, data_str.split('\\n'))\n",
+    "earnings_data = yaml.load('\\n'.join(filtered))\n",
+    "\n",
+    "# Convert our earnings data into a list of (ticker, date) pairs\n",
+    "# to make it easy to work with.\n",
+    "# This is horribly inefficient, but should get us what we need\n",
+    "ticker_dates = []\n",
+    "for ticker, date_list in earnings_data.items():\n",
+    "    for iso_str in date_list:\n",
+    "        ticker_dates.append((ticker, parse(iso_str)))\n",
+    "\n",
+    "def does_trend_down(ticker, event, horizon):\n",
+    "    # Figure out if the `event` has a downtrend for\n",
+    "    # the `horizon` days preceding it\n",
+    "    # As an interpretation note: it is assumed that\n",
+    "    # the closing price of day `event` is the reference\n",
+    "    # point, and we want `horizon` days before that.\n",
+    "    # The price_data.hdf was created in the second appendix code block\n",
+    "    try:\n",
+    "        ticker_data = pd.read_hdf('price_data.hdf', ticker)\n",
+    "        data = ticker_data[event-TradeDay(horizon):event]\n",
+    "        midpoints = data['Open']/2 + data['Close']/2\n",
+    "\n",
+    "        # Shift dates one forward into the future and subtract\n",
+    "        # Effectively: do we trend down over all days?\n",
+    "        elems = midpoints - midpoints.shift(1)\n",
+    "        return len(elems)-1 == len(elems.dropna()[elems <= 0])\n",
+    "    except KeyError:\n",
+    "        # If the stock doesn't exist, it doesn't qualify as trending down\n",
+    "        # Mostly this is here to make sure the entire analysis doesn't \n",
+    "        # blow up if there were issues in data retrieval\n",
+    "        return False\n",
+    "\n",
+    "def study_trend(horizon, trend_function):\n",
+    "    five_day_events = np.zeros((1, horizon*2 + 1))\n",
+    "    invalid_events = []\n",
+    "    for ticker, event in ProgressBar()(ticker_dates):\n",
+    "        if trend_function(ticker, event, horizon):\n",
+    "            ticker_data = pd.read_hdf('price_data.hdf', ticker)\n",
+    "            event_data = ticker_data[event-TradeDay(horizon):event+TradeDay(horizon)]['Close']\n",
+    "\n",
+    "            try:\n",
+    "                five_day_events = np.vstack([five_day_events, event_data])\n",
+    "            except ValueError:\n",
+    "                # Sometimes we don't get exactly the right number of values due to calendar\n",
+    "                # issues. I've fixed most everything I can, and the few issues that are left\n",
+    "                # I assume don't systemically bias the results (i.e. data could be missing\n",
+    "                # because it doesn't exist, etc.). After running through, ~1% of events get\n",
+    "                # discarded this way\n",
+    "                invalid_events.append((ticker, event))\n",
+    "            \n",
+    "\n",
+    "    # Remove our initial zero row\n",
+    "    five_day_events = five_day_events[1:,:]\n",
+    "    plot_study(five_day_events)\n",
+    "    plt.gcf().suptitle('Action over {} days: {} events'\n",
+    "                       .format(horizon,five_day_events.shape[0]))\n",
+    "    plt.gcf().set_size_inches(18, 6)\n",
+    "    \n",
+    "# Start with a 5 day study\n",
+    "study_trend(5, does_trend_down)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "When a stock has been trending down for 5 days, once the earnings are announced it really doesn't move on average. However, the variability is *incredible*. This implies two important things:\n",
+    "\n",
+    "1. The market is just as often wrong about an earnings announcement before it happens as it is correct\n",
+    "2. The incredible width of the min/max bars and standard deviation area tell us that the market reacts *violently* after the earnings are released.\n",
+    "\n",
+    "Let's repeat the same study, but over a time horizon of 8 days and 3 days. Presumably if a stock has been going down for 8 days at a time before the earnings, the market should be more accurate."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:29 Time: 0:20:29\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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ln7OISOu1q/aIhkWIiIiIiIiISJMoXBARERERERGRJlG4ICIiIiIiIiJNonBBRERERERE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\nAAAAKMr/B9pAH9lY/+K6AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae6c59668>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# 8 day study next\n",
+    "study_trend(8, does_trend_down)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "However, looking only at stocks that trended down for 8 days prior to a release, the same pattern emerges: on average, the stock doesn't move, but the market reaction is often incredibly violent."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:26 Time: 0:26:26\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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6nZh0KVKTMECQJEmSpD3w5JMzqKg4nDZtOiVditQkDBAkSZIkaTetWbOGRx99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\nSTfmKmb+uQ4AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae7326828>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# 3 day study after that\n",
+    "study_trend(3, does_trend_down)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Finally, when we look at a 3-day horizon, we start getting some incredible outliers. Stocks have a potential to move over ~300% up, and the standard deviation width is again, incredible. The results for a 3-day horizon follow the same pattern we've seen in the 5- and 8-day horizons."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Event Type 2: Trending up for N days\n",
+    "\n",
+    "We're now going to repeat the analysis, but do it for uptrends instead. That is, instead of looking at stocks that have been trending down over the past number of days, we focus only on stocks that have been trending up."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:22:51 Time: 0:22:51\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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GLwAniwABAAAAQMKrr6/X+++vVY8eQ/0uBYhbBAgAAAAAEt6aNWtUV9dX6ek5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\nJGnmzHfDNXhT5OvI+dbaHG/9yf6UpKl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+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae6e8d438>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "def does_trend_up(ticker, event, horizon):\n",
+    "    # Figure out if the `event` has an uptrend for\n",
+    "    # the `horizon` days preceding it\n",
+    "    # As an interpretation note: it is assumed that\n",
+    "    # the closing price of day `event` is the reference\n",
+    "    # point, and we want `horizon` days before that.\n",
+    "    # The price_data.hdf was created in the second appendix code block\n",
+    "    try:\n",
+    "        ticker_data = pd.read_hdf('price_data.hdf', ticker)\n",
+    "        data = ticker_data[event-TradeDay(horizon):event]\n",
+    "        midpoints = data['Open']/2 + data['Close']/2\n",
+    "\n",
+    "        # Shift dates one forward into the future and subtract\n",
+    "        # Effectively: do we trend down over all days?\n",
+    "        elems = midpoints - midpoints.shift(1)\n",
+    "        return len(elems)-1 == len(elems.dropna()[elems >= 0])\n",
+    "    except KeyError:\n",
+    "        # If the stock doesn't exist, it doesn't qualify as trending down\n",
+    "        # Mostly this is here to make sure the entire analysis doesn't \n",
+    "        # blow up if there were issues in data retrieval\n",
+    "        return False\n",
+    "\n",
+    "study_trend(5, does_trend_up)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The patterns here are very similar. With the exception of noting that stocks can go to nearly 400% after an earnings announcement (most likely this included a takeover announcement, etc.), we still see large min/max bars and wide standard deviation of returns.\n",
+    "\n",
+    "We'll repeat the pattern for stocks going up for both 8 and 3 days straight, but at this point, the results should be very predictable:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:51 Time: 0:20:51\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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Gjs5HRGQkqaur45VX3mTduh1s2bKTSCQXKMK5InJzTyQ/v4iSkjFp3RvhcAT8LmAk6us1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\nSIQHpzdOAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae76e6940>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "study_trend(8, does_trend_up)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:56 Time: 0:26:56\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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Un39Zy24MQLMQIAAAAABJoKZGWr78yP0LZs2SsrK8sODqq6X//m+p\nTx9/Hp94443DNGfOn1VZOVDp6e1bvwAATUKAAAAAACSg6mpp6dIjYcGcOVK3bt4lCbfcIv32t1J+\nfuR+WkOnTp00fHh/vfvuLBUWXud3OQAaQYAAAAAAJIDKSmnx4iOBwfz5UkGBN8Lgzjul55+XcnP9\nrrJx11wzVB9++IwOHRqsjIwcv8sB0AACBAAAACAOHTokLVhw5B4GixdLX/uaFxj8279Jr74qde7s\nd5VN1759e33zm4P117/+U336fNPvcgA0gAABAAAAiAPl5dK8eUdGGCxdKp19tndJwk9/Kl16qZSd\n7XeVzXPZZRdr0qSntX//VmVl9fC7HAD1ECAAAAAAMWjPHu++BbUjDFaskAYO9EYYPPKIdPHFUmam\n31VGV3p6ukaOHKpnn/1QmZl3yfy4oyOARhEgAAAAADGgqkqaO1eaNEmaNk364gtp0CAvMHjiCW+6\nbVu/q2x5F1wwUIWFC7Rr1xfq3PlUv8sBEIYAAQAAAPDJV19Jkyd7ocHUqVK/ftI3viE9+6x0wQVS\nerrfFba+QCCgUaOu1K9/PU2dOvWVWcDvkgCEECAAAAAArcQ56ZNPpPfe80KDlSulYcOk66/3HquY\nl+d3hbHh9NNP0znnzNWaNZ8qN/c8v8sBEEKAAAAAALSgAwekf/7TCwwmTfIuQ7j+eulXv5Iuu0xq\n08bvCmOPmen226/Www+/qWDwLKWkpPldEgARIAAAAABRt379kcBgzhzpoou8SxN+/GPvUYvcGzCy\n/Px8XXZZD82fv0i9el3qdzkARIAAAAAANFt1tfeIxdpLE3bulIYPl777Xem11+L/8Yp+GTFimObO\nfUFVVQOUltbO73KApEeAAAAAAJyEnTulKVO80GDqVKlPH2+UwYsvejdADHDvv2br0qWLhg8/U5Mm\nzVZh4TV+lwMkPQIEAAAAoAmck5YvPzLKoKREuuIKLzR48kmpRw+/K0xM115bpGnTntXhw4PUtm1H\nv8sBkhoBAgAAANCIgwel6dOPhAbp6V5gMHq0NHQoN0BsDZmZmbr11ov06qvT1bv3LX6XAyQ1AgQA\nAAAgTGmpFxa89553A8Tzz/dCgw8/lE47jRsg+mHIkEs0adLT2r9/m7KyeNYl4BcCBAAAACS16mpp\n/vwjT03Yvt27AeI990h//7vUkVHzvmvTpo1GjRqq556bpqys7/hdDpC0CBAAAACQdHbtOnIDxA8+\nkAoKpOuvl/70J+nCC6WUFL8rRH0XXDBQ+fkLtGvXWnXq1NfvcoCkRIAAAACAhOecd9PD2ksTPv1U\nuvxy79KEJ56QevXyu0JEkpKSolGjhunxxz9UTs4pMq4lAVodAQIAAAAS0qFD3g0Qay9NCAS8UQa/\n/KVUVCS1bet3hThRZ555hs4+e57WrVuu7t3P8bscIOkQIAAAACBhbNp0ZJTBrFnSgAHeKIPJk6Uz\nzuAGiPHOzHT77VfpkUcmqKbmTAUCnM4ArYnfOAAAAMStYFBasOBIaLB1q3TdddKdd0qvvCLl5Phd\nIaKtsLBQl17aXYsXL1bPnhf7XQ6QVAgQAAAAEFd27/ZugDhpkve1Z09vlMEf/iANGsQNEJPBzTdf\nqQULXlJV1XlKS8vwuxwgaRAgAAAAIOaVlkpvvy1NmCB9/LE0dKgXGvzP/3hPUEBy6dq1q6655jR9\n8MEcFRRc5Xc5QNIgQAAAAEDMcU5atUoaP94LDUpLpRtukH7yE+nKK6UMPnROesOHX67p05/T4cMX\nqW3bbL/LAZICAQIAAABiQk2NtHixFxhMmCAdPCjdfLP0v/8rXXaZlMqRK8JkZWXp5psv0GuvzVDv\n3jf5XQ6QFPhvGAAAAL6pqvKeljB+vPTOO1JWlnTLLdKrr0rnn89TE3B8RUWXavLkp1VevkOZmd39\nLgdIeAQIAAAAaFUHD0pTp3qjDN57T+rb1xtpMG2adPrpfleHeNK2bVvdcccQ/fGP05SZ+W2/ywES\nHgECAAAAWtzu3V5YMGGC9M9/eqMLbrlFeuwxKT/f7+oQzwYNukDvvbdAu3evV05OH7/LARJawO8C\nAAAAkJi2bZN+/3vp6qulwkLpzTelG2+U1q2Tpk+X7r+f8ADNl5KSolGjhmn37g/lnPO7HCChMQIB\nAAAAUfPFF94og/HjpdWrpeHDpfvu895nZvpdHRJV//5n6cwz52njxhXq1q2/3+UACYsAAQAAACfN\nOWnZsiNPTti5UxoxQhozRrr8cik93e8KkQzMTHfccZXGjJmomprTFQhwmgO0BH6zAAAAcEKCQWne\nvCOhQSDg3c/gj3+UBg/23gOtrU+fPrr44i5asuQj9ew52O9ygIREgAAAAICIKiq8mx9OmCBNnCjl\n5XlPTnjnHenss3ncImLDzTdfqYUL/6rq6vOUmtrW73KAhEOAAAAAgAbt3y9NnuyFBpMnS/37eyMN\nfvYz6ZRT/K4OOFb37t119dWn6sMP56qgYJjf5QAJhwFmAAAAqPPVV9Jf/iJdf73Us6f04ovevQxW\nr5bmzJF+/GPCA8S24cMvV2rqR6qo2Od3KUDCIUAAAABIcqWl0lNPSUVFUr9+0pQp0re/LW3a5I08\n+P73pdxcv6sEmiY7O1sjRgzUtm3FfpcCJBwuYQAAAEgyzkmrVnmPVpwwQdq4UbrhBuknP5GuvFLK\nyPC7QqB5hg27TFOmPK0DB75S+/Zd/S4HSBiMQAAAAEgCNTXSwoXSQw9Jp58uXXut9OWX0v/+r7Rt\nm/TCC16IQHiARNC2bVvdccfX9eWX0/wuBUgojEAAAABIUFVV0syZ3iiDt9+WsrO9Jye8+qp0/vk8\nOQGJbfDgC/Xeewu1Z0+pOnYs9LscICEQIAAAACSQgwelqVO90OC996S+fb3Q4J//9EYeAMkiNTVV\no0Zdod/85kNlZ39XRmIGNBuXMAAAACSIX/1KysuTnn5auvBC6ZNPpEWLvMcuEh4gGZ1zztk6/fSg\ndu5c5XcpQEIgQAAAAEgQt98urVvnjTa4/36pVy+/KwL8ZWa6444rtX//NNXUBP0uB4h7BAgAAAAJ\n4rTTpM6d/a4CiC19+/bVoEE52rZtid+lAHGPAAEAAABAQrvllitVXT1L1dUVfpcCxDUCBAAAAAAJ\nLS8vT8OGnaJt2+b5XQoQ1wgQAAAAACS866+/QoHAIlVU7Pe7FCBuESAAAAAASHgdO3bUiBEDtH37\nTL9LAeIWAQIAAACApDBs2GVq336lDh7c6XcpQFwiQAAAAACQFDIyMnTbbZdqx45pfpcCxCUCBAAA\nAABJ45JLLlL37tu0d+9Gv0sB4g4BAgAAAICkkZaWplGjLldZ2YdyzvldDhBXUv0uAACQeJxzqqmp\nqXsFg8Gj3h9vfvg8STp06JAyMjJ83iMAQCI599xzdOqp87Vjx2fq0uV0v8sB4gYBAgA0k3Ou7oQ5\n/GtD86K5TJI+/fTTiCfmwWCNqqtrVFUVrJsOBr1X7bzw+dXVR+aFvxqaX10drNtGMOhtz5vnZBaQ\nFJBZSt107css5aj34fOcC5tfIC1fvlwXXXSRHz9aAECCCgQCGjnySj322Afq3Plrob9TACIhQAAQ\nt2pqanTgwAGVl5dr//79Ki8v1759+1VWVi5J+t3v/qaaGqdgsPYk/Mi0d7Jb+ym5a3Be/WXhX8OX\neSfLJu+k10IHIRZ6BY5aduRreLtjlx07r4FlBdJTT605+oRbKXLuyEm4c7Un8KkyCxz1CgRSjplX\ne7LflHZpaQGlpzfczts/i8JP+U6GlwIAWkS/fv10/vnzVFLysXr0uMDvcoC4QIAAIOZUV1cfFQrs\n379fe/eWa+fO/dq5s1y7du3Xrl3l2rfvoKQMBQJZkjLlXJZqajKVmtpFypfWrBkkMzvqhPbIdKDR\nZYFAQCkpTV8veifLJ2qk8vNv9WG7AADEPzPTN795lZYu/YeCwXOUkpLud0lAzItKgGBm10r6rbyP\nv/7inHs8Gv0CSBzOOVVUVBwVDJSXe2HAzp3lKivzQoHdu/frwIEqBQKZkjJl5oUCUpbS0nqpTZss\npadnql27TGVnt1cgkNLoNjt3PrXV9g/AyTOzHEmvSyqUtEHS7c65vQ20a/B4w8xGS/pXSV+Gmv7c\nOTelFUoHEOd69Oihyy8v1MyZ85WfP9TvcoCY1+wAwbyP4Z6RNEzSVkmLzewd59zq5vYNIPY553Tw\n4MGjRgvs31+uXbvK9dVXXihQVrZfe/aUq6rKjhot4FymzDKVnt5d6emZatMmSx07ZqpLlwyfPtEH\n4JOHJE1zzj1hZg9K+lloXp0mHG886Zx7sjWLBpAYbrhhmGbNel6VlRcoPb293+UAMS0aIxAukrTG\nOVcqSWb2mqQRkggQgDgWDAbrRgnUhgN793r3F6gNBnbvLtfevQdUU9MmLBjwwoGUlBylpxcoPT1T\n6emZ6t49i6GBABozQlLtR38vSypWvQBBkY83SB0BnJScnBzdcMO5evvtmSosHO53OUBMi0aA0FPS\nprD3m+X9kQfinnNSdbUUDDb8Ot6ySMv97LeqqlqHD1eourpaVVXVqqwMqqKiShUVQVVWevOqqpwk\n7+Z7zmVK6ijnUmWWqkDAex25OZ8p/D53fk9X5ZRIw76m/9a53gxz8haF34zP1S076n1ty0bmN9a+\n/nzXWPvG1j9OW9fotjpprLrUm9dQu3rbaXCbzZgfjT7qz6+dPpQjJIVuzrkdkuSc225m3RpoE+l4\n434z+46kjyT9pKFLIACgMVddNURTpz6jgwcHqV27zn6XA8SsVr2J4pgxY+qmi4qKVFRU1JqbRxPU\nnjA39VV7Unqy72N1ndoTbueklJSGX6mpjS+LtPxklzW2PD39xPr99NMV+uKLUu3bV6Fg0Km62rsU\nIT29rdq3z1Z6eke1bZut1NS2SkvLUGpqW6Wmtqm7rCD86oJYnK6yPnrRSSP0skwWOke1ULsjjWuX\nmWr3y+qWyEmB8PfHaV83v177gB3ZdkPr19ZU975+Hw3VEOrTnOk5O10/qP3w9ah+w9rVnxe+78ds\nM+z7c9S2I8w/kbZNnR/6vv2qbeI9Vqu4uFjFxcV+l9HqzOxDSd3DZ8n7Sf+ygeYn+uiN5yQ96pxz\nZvaYpCclfbexxhyPAKivXbt2uu22i/Xii/9Unz63+10O0OJO9njEmvt4LDMbLGmMc+7a0PuHJLn6\nN1I0M5fIj+LaskXasOHETr6b8qqqat0+a2q8E83GXikpUlrakRPS+sua8z5W1gk/6Q4Ejj45TTTh\nj0E88jjEcu3ZU66ysgMqK/MuU9izp1zl5RUKBNpLai8z71KFmppMpaS0r7tMwXu1V2qq//cwGGum\n0Qn8f46UPPu44NoFGjRokN+ltBhvBI9L4P9pIjOzVZKKnHM7zCxX0gzn3Bn12jT1eKNQ0rvOuXMa\n2VZCH48AOHlVVVX62c+eVk3N7erQoZff5SCGbN78Nz300GD169fP71JaTFOPR6IxAmGxpH6hP9jb\nJI2UNCoK/caVqVOlP/3JOwFNSzv+SXikV3q61K7d0fOa22dDr4b6TPQTZhwtEAgoKytLWVlZEdsG\ng8G6kOHI64B27dqjsrLNoXsiHNDu3eU6dKhKZl7QIGWqpqa9nMtUauqRkKE2cEhJaeN72ADAdxMl\n3SPpcUl3S3qngTaNHm+YWa5zbnuo3S2SSlq6YACJJy0tTaNGFemppz5UVtY9HJ8ADWh2gOCcC5rZ\n/ZKm6shjlVY1u7I4c++93gtIVCkpKerQoYM6dOgQsW11dfVRoxpqRzbs2lWmsrLSuhsw7txZrsOH\naxQIHAkbakc2pKUdPbIhLa29UlLS+WMOJKbHJY0zs3+RVCrpdkkyszzp/7d3r8FR3ecdx3/P6rIS\nCF1RLFVCYMzawVYiYxNIyjiWb4FQ1zYZxzaxh6Z90+mkbWaadhonbpPJJDOd9EWnSdM3uTVtx82k\nTaa5OG2CayuJ00JxBdiEYMnYIAl0MbvCQlgCSfv0xS4gjO7a3aM9+n5mdtg9F+3vj7TaR8+e8z/6\nqrvfP0u98UUzu1VSUqnLQP5+rgcAIBw2bbpV69f/j86c6dDq1TcFHQdYcjIyB0L6Wsu8wgBIkgoL\nC1VZWanKyspZt7148eJVjYbz589raGhYicSA4vHXlEikjmoYGBjWxYtSJFJ2zZENk5sMl+7ndoYX\nAIvh7glJ906xvFfS/ZMeT1lvuPuerAYEsGxEIhF95CP36fOf36uamphSV5AFcAklNoBAFRcXq7i4\nWFVVM8+27+7XNBtSRzacVzzeqzNnLs3XcF59fcNSo9TV9ddKzdNm6SMXprtp2nUz75e6uU+//+z7\nXnl+96ufL7Vuqu3Tt+ulEyd+JrPIpJu97fGVW2o8U6+bbr+57nPl/woAgPwWi8W0adMvdezYIdXX\n3xZ0HGBJoYEAIC+YmaLRqKLRqKqrq2fc1t31tc/9hb70pT+Qu1++XVo3n9tC9snVft9qk/bsSWp8\nfFwTE0lNTCQ1Pp76N5n0a5Zduk1e9/ab+7Xrkslr111aNnmdlGompBohkcuPJ/87ed3bl19adtW6\nNW+/SgQAANllZvrwh+/TU099RxMT71JBQVHQkYAlgwYCgNC59AdnWVlZwEmyrE26++67gk4h6UrT\nI5lMXnObbvlc1n3921Jzc3PQwwMALDONjY1qbV2jX/xin9asuSPoOMCSQQMBALBoqdMZTJFI5s8V\nXbFiRca/JgAAs3nggXv0wgtf09jY7Soq4r0IkFLHiQIAAAAAJqmurtbOnc06ffrnQUcBlgwaCAAA\nAAAwhe3b71RJyWGNjAwGHQVYEmggAAAAAMAUVq5cqYcffq/6+v4r6CjAkkADAQAAAACmcccd71NN\nzUmdO3c66ChA4GggAAAAAMA0iouL9dhjd+qNN/ZevuQysFzRQAAAAACAGWzefJvWrTunROLVoKMA\ngaKBAAAAAAAziEQi2r37Xr355rNyTwYdBwgMDQQAAAAAmMU733mT3v3uYvX3vxR0FCAwNBAAAAAA\nYBZmpkcf/YBGR5/XxMRY0HGAQNBAAAAAAIA5WLNmje644zfU2/u/QUcBAkEDAQAAAADm6MEH71Ey\n+UuNjY0EHQXIORoIAAAAADBHq1ev1s6dN6u39xdBRwFyjgYCAAAAAMzDjh2tKi4+qNHRs0FHAXKK\nBgIAAAAAzENZWZk+9KEt6ut7LugoQE7RQAAAAACAebrzzt9UZeVrOneuN+goQM7QQAAAAACAeYpG\no3rssffrzJlng44C5AwNBAAAAABYgPe853atWXNWicTxoKMAOUEDAQAAAAAWoKCgQLt336OzZ/fK\n3VX5U38AAA09SURBVIOOA2QdDQQAAAAAWKCbb96od72rUAMDLwcdBcg6GggAAAAAsEBmpkceuU9v\nvfWcksnxoOMAWUUDAQAAAAAWYe3atdq27Tr19h4IOgqQVTQQAAAAAGCRdu26VxMTL2hsbCToKEDW\n0EAAAAAAgEWqra3V9u03qbf3haCjAFlDAwEAAAAAMmDnzrtUVNSu0dE3g44CZAUNBAAAAADIgFWr\nVmnXrs3q63s+6ChAVtBAAAAAAIAMaW3dpoqKTg0P9wcdBcg4GggAAAAAkCElJSV69NH3a2Dg2aCj\nABlHAwEAAAAAMmjr1s1qbDyjwcHXg44CZBQNBAAAAADIoIKCAu3efY8GB/dqdPSs3D3oSEBGFAYd\nAAAAAADCprn5Fn3gA51qb/+G+vtHZFYlsxpNTFQrGq1RaWmNVqyoUVHRSplZ0HGBOaGBAABYUtpO\ntKntRJsk6c61d+qzbZ+VJLWua1XrutbAcgEAMB9mpiee2KUnnpAuXryoRCKheDyuM2cS6unpUlfX\nQZ0+Hdfw8ITMqiXVyL1G0Wi1VqxINRiKikqDHgZwFRoIAIAlhUYBACBsiouLVVdXp7q6umvWjYyM\nXG4uDAzE1dPzqrq79+v06bhGRwtkVi33GkmppkJpaarBUFBQnPuBYNmjgQAAAAAAASktLVVDQ4Ma\nGhquWu7uOn/+/OXmQn9/XF1dR3TqVEK9vQmNj5fIrEbJZLXMai4ftVBaWqVIhD/zkB38ZAEAAADA\nEmNmKisrU1lZmZqamq5a5+4aGhpSPB5XIpFQX19cJ0+eVE9PXKdOvSn3ssvNhYKCK/MtlJRUyox5\n9LFwNBAAhAbnzgMAgOXAzFRRUaGKigqtX7/+qnXJZFJnz55VPB5XPB7X6dMJdXd3qqcnru7uYUkV\n6eZCjQoLr8y3EI2WM5kjZmW5uqSImTmXLwGAxZncJGk70Xa5MUKTJH+Zmdydii1HqEcALGfj4+Ma\nHBxMT+YY16lTcXV3J3TqVFxnz45evlJEMlmj4uIr8y0s9ytF9PT8sz75yfdqw4YNQUfJmrnWIxyB\nAAB5hEYBAABYqMLCQtXW1qq2tvaadRcuXFAikVAikdAbb8TV03NC3d3tl68UEYnUyD01oWNJyZUJ\nHblSxPJCAwEAAAAAlrloNKr6+nrV19dfs25kZOTyfAsDA3F1d3eouzuu3t6ERkcLJK1VcXFM1dUx\nRaOrch8eOUMDAQAAAAAwrdLSUjU2NqqxsfGq5e6uc+fO6fXXX9fBg5168cW96u+vkHtMlZUxlZc3\nMmljyNBAAAAAAADMm5mpvLxcLS0tamlp0Z49SfX09Ojo0Q7t2/eMTp4ckvsNKi29UVVVN6i4eGXQ\nkbFINBAAAAAAAIsWiUTU1NSkpqYm7dhxr4aGhtTR0an29qNqb39GFy/WSoqpqiqmsrL6ZT0xY76i\ngQAAAAAAyLjy8nJt3ny7Nm++XePj4+rq6tLRo53at+97OnlyRGYxlZbGVF19gwoLS4KOizmggQAA\nAAAAyKrCwkKtX79e69ev1/33b9fg4KA6Ojr14ouHdPjw9zU+Xi8pNRHjypXv4OiEJYoGAgAAAAAg\np6qqqrR16xZt3bpFY2NjOnHihI4c6dS+ff+irq6k3GMqK7tRVVXXq6CgOOi4SKOBAAAAAAAITFFR\nkWKxmGKxmB566IOKx+N65ZVOHTiwX0eOfFfJ5BpFIqmjE0pLqzk6IUA0EAAAAAAAS4KZafXq1Vq9\nerW2bXufLly4oNdee00vvdSp/ft/qa6uIkkxrVoVU2XlOkUi/EmbS/xvAwAAAACWpGg0qo0bN2rj\nxo165BFXf3+/jh3r1IEDP9exY/8q97UqKIippiamkpLKoOOGHg0EAAAAAMCSZ2aqq6tTXV2dWlvv\n0MjIiI4fP65Dhzp14ECbBgZWyD2m8vKYKiqaFIkUBB05dGggAAAAAADyTmlpqZqbm9Xc3KzHH3ed\nPn1ax451av/+Z/Xqq3G5X6/i4htVXb1B0eiqoOOGAg0EAAAAAEBeMzM1NDSooaFB99zTquHhYR0/\nflwHD3bqwIGfamSkUlJMFRUxlZc3yCwSdOS8RAMBAAAAABAqZWVlamlpUUtLi/bsSaqnp0dHj3Zo\n374f6eTJIUkbVFISU3X1BhUVrQg6bt6ggQAAAAAACK1IJKKmpiY1NTVpx457NTQ0pI6OTrW3H1V7\n+zO6eLFWUkxVVTGVldVzmcgZ0EAAAAAAACwb5eXl2rz5dm3efLvGx8fV1dWlo0c7tW/f99TVNSpp\ng0pLY6quvkGFhSVBx11SzN1z80RmnqvnAgAgX5iZ3J2POnKEegQAMJPBwUF1dHTqxRc7dfhwl8bH\n63X+/KC+8IXf1oYNG4KOlzVzrUcWNXOEmT1sZkfMbMLMblvM1wqDtra2oCNkHWMMB8YYDowRYWFm\nVWb2UzN7xcx+YmYV02z3dTPrN7OXFrL/crEcXjeMMRwYYziEbYxVVVXaunWLPvaxx/WVr/ypnnxy\nm269dUy1tbVBR1sSFjv15MuSdkn6WQay5L2wvXimwhjDgTGGA2NEiHxS0rPufpOk5yQ9Oc1235S0\nfRH7LwvL4XXDGMOBMYZDmMdYVFSkWCymCxfeUkXFsu5NX7aoBoK7v+LunZI49BIAACzUg5K+lb7/\nLUkPTbWRu78gaXCh+wMAgMXh4pcAACBo73D3fkly9z5J78jx/gAAYA5mnUTRzPZKum7yIkku6dPu\n/sP0Ns9L+oS7t8/wdZixCACAKSyHSRRnqCeekvQP7l49adu4u9dM83XWSvqhu7970rLEPPanHgEA\nYApzqUdmvYyju9+XqzAAACCcZqon0hMjXufu/WZWJ2lgnl9+zvtTjwAAsHCZPIWBN2QAALAQP5D0\n0fT935H0/Rm2NV1bc8xnfwAAsECznsIw485mD0n6sqTVks5KOuTuH8xQNgAAsAyYWbWk70haI+mk\npEfc/ayZ1Uv6qrvfn97uaUmtkmok9Uv6jLt/c7r9cz8SAADCbVENBAAAAAAAsDwEchUGM/uEmSXT\nnxiEipl9zswOm9lBM/vP9LmYoWJmXzSzX5vZITP7rpmVB50p08zsYTM7YmYTZnZb0Hkyycx2mNkx\nM+swsz8POk+mmdnX0+dTvxR0lmwxs0Yze87MfmVmL5vZHwedKdPMLGpm+9O/S182s88EnSlbzCxi\nZu1m9oOgsyw31CP5jXokv1GP5D/qkXCZaz2S8waCmTVKuk+pQwzD6Ivu3uLumyQ9IymMP2Q/lXSL\nu98qqVPSkwHnyYaXJe2S9LOgg2SSmUUk/Z2k7ZJukbTbzN4ZbKqM+6ZS4wuzcUl/4u63SHqfpI+F\n7fvo7hck3ZX+XXqrpA+a2ZaAY2XLxyUdDTrEckM9EgrUI3mKeiQ0qEfCZU71SBBHIPyNpD8L4Hlz\nwt2HJz1cKSkZVJZscfdn3f3SuPZJagwyTza4+yvu3qnwTQ66RVKnu5909zFJ35b0YMCZMsrdX5A0\nGHSObHL3Pnc/lL4/LOnXkhqCTZV57v5W+m5UqasGhe6cu/QfsTslfS3oLMsQ9Uieox7Ja9QjIUA9\nEh7zqUdy2kAwswckdbv7y7l83lwzs8+bWZekj0j6y6DzZNnvSfqPoENgzhokdU963KMQ/qJfTsxs\nnVId8f3BJsm89KF0ByX1Sdrr7geCzpQFl/6IDV0xspRRj4QS9Uh+oR4JGeqRvDfneqQw089sZnsl\nXTd5UTrIU5I+pdThgpPX5Z0Zxvhpd/+huz8l6an0+Vx/JOmzuU+5OLONMb3NpyWNufvTAURctLmM\nEVjKzKxM0r9J+vjbPm0MhfQni5vS5zX/u5nd7O6hOdTfzH5LUr+7HzKzVuXpe+JSRT1CPZIvqEeQ\n76hH8tt865GMNxDc/b6plptZs6R1kg6bmSl1mNn/mdkWdx/IdI5smm6MU3ha0o+Vh2/Ys43RzD6q\n1GEud+ckUBbM4/sYJqckNU163JhehjxjZoVKvVn/k7uH+pr37j5kZs9L2qFwzRWwTdIDZrZTUqmk\nVWb2j+6+J+BcoUA9chXqkSWMekQS9Ujeoh4JhXnVIzk7hcHdj7h7nbuvd/frlTpUaVO+vVnPxsw2\nTHr4kFLnAoWKme1Q6hCXB9ITi4RdXn4yNY0DkjaY2VozK5b0mKQwzvxuCtf3bSrfkHTU3f826CDZ\nYGarzawifb9UqU+LjwWbKrPc/VPu3uTu65V6LT5H8yD7qEfCg3okr1GPhAf1SJ6bbz0SyGUc01zh\nfEH9lZm9ZGaHJN2r1GyWYfNlSWWS9qYv9fH3QQfKNDN7yMy6Jb1X0o/MLBTnVbr7hKQ/VGrm6l9J\n+ra7h6qoNLOnJf23pBvNrMvMfjfoTJlmZtskPS7p7vRlhdrThXSY1Et6Pv27dL+kn7j7jwPOhHCi\nHslf1CN5inokHKhHlidzZ94mAAAAAAAwsyCPQAAAAAAAAHmCBgIAAAAAAJgVDQQAAAAAADArGggA\nAAAAAGBWNBAAAAAAAMCsaCAAAAAAAIBZ0UAAAAAAAACz+n9WbX+0Yscg8AAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x1fae7851390>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "study_trend(3, does_trend_up)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Conclusion and Summary\n",
+    "\n",
+    "I guess the most important thing to summarize with is this: **looking at the entire market, stock performance prior to an earnings release has no bearing on the stock's performance.** Honestly: given the huge variability of returns after an earnings release, even when the stock has been trending for a long time, you're best off divesting before an earnings release and letting the market sort itself out.\n",
+    "\n",
+    "*However*, there is a big caveat. These results are taken when we look at the entire market. So while we can say that the market as a whole knows nothing and just reacts violently, I want to take a closer look into this data. Does the market typically perform poorly on large-cap/high liquidity stocks? Do smaller companies have investors that know them better and can thus predict performance better? Are specific market sectors better at prediction? Presumably technology stocks are more volatile than the industrials.\n",
+    "\n",
+    "So there are some more interesting questions I still want to ask with this data. Knowing that the hard work of data processing is largely already done, it should be fairly simple to continue this analysis and get much more refined with it. Until next time."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Appendix\n",
+    "\n",
+    "Export event data for Russell 3000 companies:\n",
+    "\n",
+    "```python\n",
+    "import pandas as pd\n",
+    "from html.parser import HTMLParser\n",
+    "from datetime import datetime, timedelta\n",
+    "import requests\n",
+    "import re\n",
+    "from dateutil import parser\n",
+    "import progressbar\n",
+    "from concurrent import futures\n",
+    "import yaml\n",
+    "\n",
+    "class EarningsParser(HTMLParser):\n",
+    "    store_dates = False\n",
+    "    earnings_offset = None\n",
+    "    dates = []\n",
+    "    \n",
+    "    def __init__(self, *args, **kwargs):\n",
+    "        super().__init__(*args, **kwargs)\n",
+    "        self.dates = []\n",
+    "    \n",
+    "    def handle_starttag(self, tag, attrs):\n",
+    "        if tag == 'table':\n",
+    "            self.store_dates = True\n",
+    "            \n",
+    "    def handle_data(self, data):\n",
+    "        if self.store_dates:\n",
+    "            match = re.match(r'\\d+/\\d+/\\d+', data)\n",
+    "            if match:\n",
+    "                self.dates.append(match.group(0))\n",
+    "        \n",
+    "        # If a company reports before the bell, record the earnings date\n",
+    "        # being at midnight the day before. Ex: WMT reports 5/19/2016,\n",
+    "        # but we want the reference point to be the closing price on 5/18/2016\n",
+    "        if 'After Close' in data:\n",
+    "            self.earnings_offset = timedelta(days=0)\n",
+    "        elif 'Before Open' in data:\n",
+    "            self.earnings_offset = timedelta(days=-1)\n",
+    "                \n",
+    "    def handle_endtag(self, tag):\n",
+    "        if tag == 'table':\n",
+    "            self.store_dates = False\n",
+    "            \n",
+    "def earnings_releases(ticker):\n",
+    "    #print(\"Looking up ticker {}\".format(ticker))\n",
+    "    user_agent = 'Mozilla/5.0 (Windows NT 10.0; WOW64; rv:46.0) '\\\n",
+    "        'Gecko/20100101 Firefox/46.0'\n",
+    "    headers = {'user-agent': user_agent}\n",
+    "    base_url = 'http://www.streetinsider.com/ec_earnings.php?q={}'\\\n",
+    "        .format(ticker)\n",
+    "    e = EarningsParser()\n",
+    "    s = requests.Session()\n",
+    "    a = requests.adapters.HTTPAdapter(max_retries=0)\n",
+    "    s.mount('http://', a)\n",
+    "    e.feed(str(s.get(base_url, headers=headers).content))\n",
+    "    \n",
+    "    if e.earnings_offset is not None:\n",
+    "        dates = map(lambda x: parser.parse(x) + e.earnings_offset, e.dates)\n",
+    "        past = filter(lambda x: x < datetime.now(), dates)\n",
+    "        return list(map(lambda d: d.isoformat(), past))\n",
+    "\n",
+    "# Use a Russell-3000 ETF tracker (ticker IWV) to get a list of holdings\n",
+    "r3000 = pd.read_csv('https://www.ishares.com/us/products/239714/'\n",
+    "                    'ishares-russell-3000-etf/1449138789749.ajax?'\n",
+    "                    'fileType=csv&fileName=IWV_holdings&dataType=fund',\n",
+    "                    header=10)\n",
+    "r3000_equities = r3000[(r3000['Exchange'] == 'NASDAQ') |\n",
+    "                       (r3000['Exchange'] == 'New York Stock Exchange Inc.')]\n",
+    "\n",
+    "dates_file = open('earnings_dates.yaml', 'w')\n",
+    "\n",
+    "with futures.ThreadPoolExecutor(max_workers=8) as pool:\n",
+    "    fs = {pool.submit(earnings_releases, r3000_equities.ix[t]['Ticker']): t\n",
+    "          for t in r3000_equities.index}\n",
+    "    pbar = progressbar.ProgressBar(term_width=80,\n",
+    "                                   max_value=r3000_equities.index.max())\n",
+    "    \n",
+    "    for future in futures.as_completed(fs):\n",
+    "        i = fs[future]\n",
+    "        pbar.update(i)\n",
+    "        dates_file.write(yaml.dump({r3000_equities.ix[i]['Ticker']:\n",
+    "            future.result()}))\n",
+    "```\n",
+    "\n",
+    "Downloading stock price data needed for the event studies:\n",
+    "\n",
+    "```python\n",
+    "from secrets import QUANDL_KEY\n",
+    "import pandas as pd\n",
+    "import yaml\n",
+    "from dateutil.parser import parse\n",
+    "from datetime import timedelta\n",
+    "import quandl\n",
+    "from progressbar import ProgressBar\n",
+    "\n",
+    "def fetch_ticker(ticker, start, end):\n",
+    "    # Quandl is currently giving me issues with returning\n",
+    "    # the entire dataset and not slicing server-side.\n",
+    "    # So instead, we'll do it client-side!\n",
+    "    q_format = '%Y-%m-%d'\n",
+    "    ticker_data = quandl.get('YAHOO/' + ticker,\n",
+    "                             start_date=start.strftime(q_format),\n",
+    "                             end_date=end.strftime(q_format),\n",
+    "                             authtoken=QUANDL_KEY)\n",
+    "    return ticker_data\n",
+    "    \n",
+    "data_str = open('earnings_dates.yaml', 'r').read()\n",
+    "# Need to remove invalid lines\n",
+    "filtered = filter(lambda x: '{' not in x, data_str.split('\\n'))\n",
+    "earnings_data = yaml.load('\\n'.join(filtered))\n",
+    "\n",
+    "# Get the first 1500 keys - split up into two statements\n",
+    "# because of Quandl rate limits\n",
+    "tickers = list(earnings_data.keys())\n",
+    "\n",
+    "price_dict = {}\n",
+    "invalid_tickers = []\n",
+    "for ticker in ProgressBar()(tickers[0:1500]):\n",
+    "    try:\n",
+    "        # Replace '.' with '-' in name for some tickers\n",
+    "        fixed = ticker.replace('.', '-')\n",
+    "        event_strs = earnings_data[ticker]\n",
+    "        events = [parse(event) for event in event_strs]\n",
+    "        td = timedelta(days=20)\n",
+    "        price_dict[ticker] = fetch_ticker(fixed,\n",
+    "            min(events)-td, max(events)+td)\n",
+    "    except quandl.NotFoundError:\n",
+    "        invalid_tickers.append(ticker)\n",
+    "        \n",
+    "# Execute this after 10 minutes have passed\n",
+    "for ticker in ProgressBar()(tickers[1500:]):\n",
+    "    try:\n",
+    "        # Replace '.' with '-' in name for some tickers\n",
+    "        fixed = ticker.replace('.', '-')\n",
+    "        event_strs = earnings_data[ticker]\n",
+    "        events = [parse(event) for event in event_strs]\n",
+    "        td = timedelta(days=20)\n",
+    "        price_dict[ticker] = fetch_ticker(fixed,\n",
+    "            min(events)-td, max(events)+td)\n",
+    "    except quandl.NotFoundError:\n",
+    "        invalid_tickers.append(ticker)\n",
+    " \n",
+    "prices_store = pd.HDFStore('price_data.hdf')\n",
+    "for ticker, prices in price_dict.items():\n",
+    "    prices_store[ticker] = prices\n",
+    "```"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.4.3"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.md b/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.md
new file mode 100644
index 0000000..74ae63a
--- /dev/null
+++ b/blog/2016-06-08-event-studies-and-earnings-releases/_notebook.md
@@ -0,0 +1,724 @@
+Or, being suspicious of market insiders.
+
+---
+
+Use the button below to show the code I've used to generate this article. Because there is a significant amount more code involved than most other posts I've written, it's hidden by default to allow people to concentrate on the important bits.
+
+
+```python
+from IPython.display import HTML
+
+HTML('''<script>
+code_show=true; 
+function code_toggle() {
+ if (code_show){
+ $('div.input').hide();
+ } else {
+ $('div.input').show();
+ }
+ code_show = !code_show
+} 
+$( document ).ready(code_toggle);
+</script>
+<form action="javascript:code_toggle()"><input type="submit" value="Click here to toggle on/off the raw code."></form>''')
+```
+
+
+
+
+<script>
+code_show=true; 
+function code_toggle() {
+ if (code_show){
+ $('div.input').hide();
+ } else {
+ $('div.input').show();
+ }
+ code_show = !code_show
+} 
+$( document ).ready(code_toggle);
+</script>
+<form action="javascript:code_toggle()"><input type="submit" value="Click here to toggle on/off the raw code."></form>
+
+
+
+# The Market Just Knew
+
+I recently saw two examples of stock charts that have kept me thinking for a while. And now that the semester is complete, I finally have enough time to really look at them and give them the treatment they deserve. The first is good old Apple:
+
+
+```python
+from secrets import QUANDL_KEY
+import matplotlib.pyplot as plt
+from matplotlib.dates import date2num
+from matplotlib.finance import candlestick_ohlc
+from matplotlib.dates import DateFormatter, WeekdayLocator,\
+    DayLocator, MONDAY
+import quandl
+from datetime import datetime
+import pandas as pd
+%matplotlib inline
+
+def fetch_ticker(ticker, start, end):
+    # Quandl is currently giving me issues with returning
+    # the entire dataset and not slicing server-side.
+    # So instead, we'll do it client-side!
+    q_format = '%Y-%m-%d'
+    ticker_data = quandl.get('YAHOO/' + ticker,
+                             start_date=start.strftime(q_format),
+                             end_date=end.strftime(q_format),
+                             authtoken=QUANDL_KEY)
+    return ticker_data
+
+def ohlc_dataframe(data, ax=None):
+    # Much of this code re-used from:
+    # http://matplotlib.org/examples/pylab_examples/finance_demo.html
+    if ax is None:
+        f, ax = plt.subplots()
+    
+    vals = [(date2num(date), *(data.loc[date]))
+            for date in data.index]
+    candlestick_ohlc(ax, vals)
+    
+    mondays = WeekdayLocator(MONDAY)
+    alldays = DayLocator()
+    weekFormatter = DateFormatter('%b %d')
+    ax.xaxis.set_major_locator(mondays)
+    ax.xaxis.set_minor_locator(alldays)
+    ax.xaxis.set_major_formatter(weekFormatter)
+    return ax
+
+AAPL = fetch_ticker('AAPL', datetime(2016, 3, 1), datetime(2016, 5, 1))
+ax = ohlc_dataframe(AAPL)
+plt.vlines(date2num(datetime(2016, 4, 26, 12)),
+           ax.get_ylim()[0], ax.get_ylim()[1],
+           color='b',
+          label='Earnings Release')
+plt.legend(loc=3)
+plt.title("Apple Price 3/1/2016 - 5/1/2016");
+```
+
+
+    
+![png](_notebook_files/_notebook_3_0.png)
+    
+
+
+The second chart is from Facebook:
+
+
+```python
+FB = fetch_ticker('FB', datetime(2016, 3, 1), datetime(2016, 5, 5))
+ax = ohlc_dataframe(FB)
+plt.vlines(date2num(datetime(2016, 4, 27, 12)),
+           ax.get_ylim()[0], ax.get_ylim()[1],
+           color='b', label='Earnings Release')
+plt.title('Facebook Price 3/5/2016 - 5/5/2016')
+plt.legend(loc=2);
+```
+
+
+    
+![png](_notebook_files/_notebook_5_0.png)
+    
+
+
+These two charts demonstrate two very specific phonomena: how the market prepares for earnings releases. Let's look at those charts again, but with some extra information. As we're about the see, the market "knew" in advance that Apple was going to perform poorly. The market expected that Facebook was going to perform poorly, and instead shot the lights out. Let's see that trend in action:
+
+
+```python
+def plot_hilo(ax, start, end, data):
+    ax.plot([date2num(start), date2num(end)],
+            [data.loc[start]['High'], data.loc[end]['High']],
+            color='b')
+    ax.plot([date2num(start), date2num(end)],
+            [data.loc[start]['Low'], data.loc[end]['Low']],
+            color='b')
+
+f, axarr = plt.subplots(1, 2)
+
+ax_aapl = axarr[0]
+ax_fb = axarr[1]
+
+# Plot the AAPL trend up and down
+ohlc_dataframe(AAPL, ax=ax_aapl)
+plot_hilo(ax_aapl, datetime(2016, 3, 1), datetime(2016, 4, 15), AAPL)
+plot_hilo(ax_aapl, datetime(2016, 4, 18), datetime(2016, 4, 26), AAPL)
+ax_aapl.vlines(date2num(datetime(2016, 4, 26, 12)),
+               ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],
+               color='g', label='Earnings Release')
+ax_aapl.legend(loc=2)
+ax_aapl.set_title('AAPL Price History')
+
+# Plot the FB trend down and up
+ohlc_dataframe(FB, ax=ax_fb)
+plot_hilo(ax_fb, datetime(2016, 3, 30), datetime(2016, 4, 27), FB)
+plot_hilo(ax_fb, datetime(2016, 4, 28), datetime(2016, 5, 5), FB)
+ax_fb.vlines(date2num(datetime(2016, 4, 27, 12)),
+             ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],
+             color='g', label='Earnings Release')
+ax_fb.legend(loc=2)
+ax_fb.set_title('FB Price History')
+
+f.set_size_inches(18, 6)
+```
+
+
+    
+![png](_notebook_files/_notebook_7_0.png)
+    
+
+
+As we can see above, the market broke a prevailing trend on Apple in order to go down, and ultimately predict the earnings release. For Facebook, the opposite happened. While the trend was down, the earnings were fantastic and the market corrected itself much higher.
+
+# Formulating the Question
+
+While these are two specific examples, there are plenty of other examples you could cite one way or another. Even if the preponderance of evidence shows that the market correctly predicts earnings releases, we need not accuse people of collusion; for a company like Apple with many suppliers we can generally forecast how Apple has done based on those same suppliers.
+
+The question then, is this: **how well does the market predict the earnings releases?** It's an incredibly broad question that I want to disect in a couple of different ways:
+
+1. Given a stock that has been trending down over the past N days before an earnings release, how likely does it continue downward after the release?
+2. Given a stock trending up, how likely does it continue up?
+3. Is there a difference in accuracy between large- and small-cap stocks?
+4. How often, and for how long, do markets trend before an earnings release?
+
+**I want to especially thank Alejandro Saltiel for helping me retrieve the data.** He's great. And now for all of the interesting bits.
+
+# Event Studies
+
+Before we go too much further, I want to introduce the actual event study. Each chart intends to capture a lot of information and present an easy-to-understand pattern:
+
+
+```python
+import numpy as np
+import pandas as pd
+from pandas.tseries.holiday import USFederalHolidayCalendar
+from pandas.tseries.offsets import CustomBusinessDay
+from datetime import datetime, timedelta
+
+# If you remove rules, it removes them from *all* calendars
+# To ensure we don't pop rules we don't want to, first make
+# sure to fully copy the object
+trade_calendar = USFederalHolidayCalendar()
+trade_calendar.rules.pop(6) # Remove Columbus day
+trade_calendar.rules.pop(7) # Remove Veteran's day
+TradeDay = lambda days: CustomBusinessDay(days, calendar=trade_calendar)
+
+def plot_study(array):
+    # Given a 2-d array, we assume the event happens at index `lookback`,
+    # and create all of our summary statistics from there.
+    lookback = int((array.shape[1] - 1) / 2)
+    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)
+    centered_data = array / norm_factor - 1
+    lookforward = centered_data.shape[1] - lookback
+    means = centered_data.mean(axis=0)
+    lookforward_data = centered_data[:,lookforward:]
+    std_dev = np.hstack([0, lookforward_data.std(axis=0)])
+    maxes = lookforward_data.max(axis=0)
+    mins = lookforward_data.min(axis=0)
+    
+    f, axarr = plt.subplots(1, 2)
+    range_begin = -lookback
+    range_end = lookforward
+    axarr[0].plot(range(range_begin, range_end), means)
+    axarr[1].plot(range(range_begin, range_end), means)
+    axarr[0].fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    axarr[1].fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    
+    max_err = maxes - means[-lookforward+1:]
+    min_err = means[-lookforward+1:] - mins
+    axarr[0].errorbar(range(1, range_end),
+                  means[-lookforward+1:],
+                  yerr=[min_err, max_err], label='Max & Min')
+    axarr[0].legend(loc=2)
+    axarr[1].legend(loc=2)
+    
+    axarr[0].set_xlim((-lookback-1, lookback+1))
+    axarr[1].set_xlim((-lookback-1, lookback+1))
+    
+def plot_study_small(array):
+    # Given a 2-d array, we assume the event happens at index `lookback`,
+    # and create all of our summary statistics from there.
+    lookback = int((array.shape[1] - 1) / 2)
+    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)
+    centered_data = array / norm_factor - 1
+    lookforward = centered_data.shape[1] - lookback
+    means = centered_data.mean(axis=0)
+    lookforward_data = centered_data[:,lookforward:]
+    std_dev = np.hstack([0, lookforward_data.std(axis=0)])
+    maxes = lookforward_data.max(axis=0)
+    mins = lookforward_data.min(axis=0)
+    
+    range_begin = -lookback
+    range_end = lookforward
+    plt.plot(range(range_begin, range_end), means)
+    plt.fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    
+    max_err = maxes - means[-lookforward+1:]
+    min_err = means[-lookforward+1:] - mins
+    plt.errorbar(range(1, range_end),
+                  means[-lookforward+1:],
+                  yerr=[min_err, max_err], label='Max & Min')
+    plt.legend(loc=2)
+    plt.xlim((-lookback-1, lookback+1))
+    
+def fetch_event_data(ticker, events, horizon=5):
+    # Use horizon+1 to account for including the day of the event,
+    # and half-open interval - that is, for a horizon of 5,
+    # we should be including 11 events. Additionally, using the
+    # CustomBusinessDay means we automatically handle issues if
+    # for example a company reports Friday afternoon - the date
+    # calculator will turn this into a "Saturday" release, but
+    # we effectively shift that to Monday with the logic below.
+    td_back = TradeDay(horizon+1)
+    td_forward = TradeDay(horizon+1)
+    
+    start_date = min(events) - td_back
+    end_date = max(events) + td_forward
+    total_data = fetch_ticker(ticker, start_date, end_date)
+    event_data = [total_data.ix[event-td_back:event+td_forward]\
+                      [0:horizon*2+1]\
+                      ['Adjusted Close']
+                  for event in events]
+    return np.array(event_data)
+
+# Generate a couple of random events
+
+event_dates = [datetime(2016, 5, 27) - timedelta(days=1) - TradeDay(x*20) for x in range(1, 40)]
+data = fetch_event_data('CELG', event_dates)
+plot_study_small(data)
+plt.legend(loc=3)
+plt.gcf().set_size_inches(12, 6);
+
+
+plt.annotate('Mean price for days leading up to each event',
+             (-5, -.01), (-4.5, .025),
+             arrowprops=dict(facecolor='black', shrink=0.05))
+plt.annotate('', (-.1, .005), (-.5, .02),
+             arrowprops={'facecolor': 'black', 'shrink': .05})
+plt.annotate('$\pm$ 1 std. dev. each day', (5, .055), (2.5, .085),
+            arrowprops={'facecolor': 'black', 'shrink': .05})
+plt.annotate('Min/Max each day', (.9, -.07), (-1, -.1),
+            arrowprops={'facecolor': 'black', 'shrink': .05});
+```
+
+
+    
+![png](_notebook_files/_notebook_11_0.png)
+    
+
+
+And as a quick textual explanation as well:
+
+- The blue line represents the mean price for each day, represented as a percentage of the price on the '0-day'. For example, if we defined an 'event' as whenever the stock price dropped for three days, we would see a decreasing blue line to the left of the 0-day.
+
+- The blue shaded area represents one standard deviation above and below the mean price for each day following an event. This is intended to give us an idea of what the stock price does in general following an event.
+
+- The green bars are the minimum and maximum price for each day following an event. This instructs us as to how much it's possible for the stock to move.
+
+# Event Type 1: Trending down over the past N days
+
+The first type of event I want to study is how stocks perform when they've been trending down over the past couple of days prior to a release. However, we need to clarify what exactly is meant by "trending down." To do so, we'll use the following metric: **the midpoint between each day's opening and closing price goes down over a period of N days**.
+
+It's probably helpful to have an example:
+
+
+```python
+f, axarr = plt.subplots(1, 2)
+f.set_size_inches(18, 6)
+
+FB_plot = axarr[0]
+ohlc_dataframe(FB[datetime(2016, 4, 18):], FB_plot)
+
+FB_truncated = FB[datetime(2016, 4, 18):datetime(2016, 4, 27)]
+midpoint = FB_truncated['Open']/2 + FB_truncated['Close']/2
+FB_plot.plot(FB_truncated.index, midpoint, label='Midpoint')
+FB_plot.vlines(date2num(datetime(2016, 4, 27, 12)),
+               ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],
+               color='g', label='Earnings Release')
+FB_plot.legend(loc=2)
+FB_plot.set_title('FB Midpoint Plot')
+
+AAPL_plot = axarr[1]
+ohlc_dataframe(AAPL[datetime(2016, 4, 10):], AAPL_plot)
+AAPL_truncated = AAPL[datetime(2016, 4, 10):datetime(2016, 4, 26)]
+midpoint = AAPL_truncated['Open']/2 + AAPL_truncated['Close']/2
+AAPL_plot.plot(AAPL_truncated.index, midpoint, label='Midpoint')
+AAPL_plot.vlines(date2num(datetime(2016, 4, 26, 12)),
+                 ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],
+                 color='g', label='Earnings Release')
+AAPL_plot.legend(loc=3)
+AAPL_plot.set_title('AAPL Midpoint Plot');
+```
+
+
+    
+![png](_notebook_files/_notebook_14_0.png)
+    
+
+
+Given these charts, we can see that FB was trending down for the four days preceding the earnings release, and AAPL was trending down for a whopping 8 days (we don't count the peak day). This will define the methodology that we will use for the study.
+
+So what are the results? For a given horizon, how well does the market actually perform?
+
+
+```python
+# Read in the events for each stock;
+# The file was created using the first code block in the Appendix
+import yaml
+from dateutil.parser import parse
+from progressbar import ProgressBar
+
+data_str = open('earnings_dates.yaml', 'r').read()
+# Need to remove invalid lines
+filtered = filter(lambda x: '{' not in x, data_str.split('\n'))
+earnings_data = yaml.load('\n'.join(filtered))
+
+# Convert our earnings data into a list of (ticker, date) pairs
+# to make it easy to work with.
+# This is horribly inefficient, but should get us what we need
+ticker_dates = []
+for ticker, date_list in earnings_data.items():
+    for iso_str in date_list:
+        ticker_dates.append((ticker, parse(iso_str)))
+
+def does_trend_down(ticker, event, horizon):
+    # Figure out if the `event` has a downtrend for
+    # the `horizon` days preceding it
+    # As an interpretation note: it is assumed that
+    # the closing price of day `event` is the reference
+    # point, and we want `horizon` days before that.
+    # The price_data.hdf was created in the second appendix code block
+    try:
+        ticker_data = pd.read_hdf('price_data.hdf', ticker)
+        data = ticker_data[event-TradeDay(horizon):event]
+        midpoints = data['Open']/2 + data['Close']/2
+
+        # Shift dates one forward into the future and subtract
+        # Effectively: do we trend down over all days?
+        elems = midpoints - midpoints.shift(1)
+        return len(elems)-1 == len(elems.dropna()[elems <= 0])
+    except KeyError:
+        # If the stock doesn't exist, it doesn't qualify as trending down
+        # Mostly this is here to make sure the entire analysis doesn't 
+        # blow up if there were issues in data retrieval
+        return False
+
+def study_trend(horizon, trend_function):
+    five_day_events = np.zeros((1, horizon*2 + 1))
+    invalid_events = []
+    for ticker, event in ProgressBar()(ticker_dates):
+        if trend_function(ticker, event, horizon):
+            ticker_data = pd.read_hdf('price_data.hdf', ticker)
+            event_data = ticker_data[event-TradeDay(horizon):event+TradeDay(horizon)]['Close']
+
+            try:
+                five_day_events = np.vstack([five_day_events, event_data])
+            except ValueError:
+                # Sometimes we don't get exactly the right number of values due to calendar
+                # issues. I've fixed most everything I can, and the few issues that are left
+                # I assume don't systemically bias the results (i.e. data could be missing
+                # because it doesn't exist, etc.). After running through, ~1% of events get
+                # discarded this way
+                invalid_events.append((ticker, event))
+            
+
+    # Remove our initial zero row
+    five_day_events = five_day_events[1:,:]
+    plot_study(five_day_events)
+    plt.gcf().suptitle('Action over {} days: {} events'
+                       .format(horizon,five_day_events.shape[0]))
+    plt.gcf().set_size_inches(18, 6)
+    
+# Start with a 5 day study
+study_trend(5, does_trend_down)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:21:38 Time: 0:21:38
+
+
+
+    
+![png](_notebook_files/_notebook_16_1.png)
+    
+
+
+When a stock has been trending down for 5 days, once the earnings are announced it really doesn't move on average. However, the variability is *incredible*. This implies two important things:
+
+1. The market is just as often wrong about an earnings announcement before it happens as it is correct
+2. The incredible width of the min/max bars and standard deviation area tell us that the market reacts *violently* after the earnings are released.
+
+Let's repeat the same study, but over a time horizon of 8 days and 3 days. Presumably if a stock has been going down for 8 days at a time before the earnings, the market should be more accurate.
+
+
+```python
+# 8 day study next
+study_trend(8, does_trend_down)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:29 Time: 0:20:29
+
+
+
+    
+![png](_notebook_files/_notebook_18_1.png)
+    
+
+
+However, looking only at stocks that trended down for 8 days prior to a release, the same pattern emerges: on average, the stock doesn't move, but the market reaction is often incredibly violent.
+
+
+```python
+# 3 day study after that
+study_trend(3, does_trend_down)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:26 Time: 0:26:26
+
+
+
+    
+![png](_notebook_files/_notebook_20_1.png)
+    
+
+
+Finally, when we look at a 3-day horizon, we start getting some incredible outliers. Stocks have a potential to move over ~300% up, and the standard deviation width is again, incredible. The results for a 3-day horizon follow the same pattern we've seen in the 5- and 8-day horizons.
+
+# Event Type 2: Trending up for N days
+
+We're now going to repeat the analysis, but do it for uptrends instead. That is, instead of looking at stocks that have been trending down over the past number of days, we focus only on stocks that have been trending up.
+
+
+```python
+def does_trend_up(ticker, event, horizon):
+    # Figure out if the `event` has an uptrend for
+    # the `horizon` days preceding it
+    # As an interpretation note: it is assumed that
+    # the closing price of day `event` is the reference
+    # point, and we want `horizon` days before that.
+    # The price_data.hdf was created in the second appendix code block
+    try:
+        ticker_data = pd.read_hdf('price_data.hdf', ticker)
+        data = ticker_data[event-TradeDay(horizon):event]
+        midpoints = data['Open']/2 + data['Close']/2
+
+        # Shift dates one forward into the future and subtract
+        # Effectively: do we trend down over all days?
+        elems = midpoints - midpoints.shift(1)
+        return len(elems)-1 == len(elems.dropna()[elems >= 0])
+    except KeyError:
+        # If the stock doesn't exist, it doesn't qualify as trending down
+        # Mostly this is here to make sure the entire analysis doesn't 
+        # blow up if there were issues in data retrieval
+        return False
+
+study_trend(5, does_trend_up)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:22:51 Time: 0:22:51
+
+
+
+    
+![png](_notebook_files/_notebook_23_1.png)
+    
+
+
+The patterns here are very similar. With the exception of noting that stocks can go to nearly 400% after an earnings announcement (most likely this included a takeover announcement, etc.), we still see large min/max bars and wide standard deviation of returns.
+
+We'll repeat the pattern for stocks going up for both 8 and 3 days straight, but at this point, the results should be very predictable:
+
+
+```python
+study_trend(8, does_trend_up)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:51 Time: 0:20:51
+
+
+
+    
+![png](_notebook_files/_notebook_25_1.png)
+    
+
+
+
+```python
+study_trend(3, does_trend_up)
+```
+
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:56 Time: 0:26:56
+
+
+
+    
+![png](_notebook_files/_notebook_26_1.png)
+    
+
+
+# Conclusion and Summary
+
+I guess the most important thing to summarize with is this: **looking at the entire market, stock performance prior to an earnings release has no bearing on the stock's performance.** Honestly: given the huge variability of returns after an earnings release, even when the stock has been trending for a long time, you're best off divesting before an earnings release and letting the market sort itself out.
+
+*However*, there is a big caveat. These results are taken when we look at the entire market. So while we can say that the market as a whole knows nothing and just reacts violently, I want to take a closer look into this data. Does the market typically perform poorly on large-cap/high liquidity stocks? Do smaller companies have investors that know them better and can thus predict performance better? Are specific market sectors better at prediction? Presumably technology stocks are more volatile than the industrials.
+
+So there are some more interesting questions I still want to ask with this data. Knowing that the hard work of data processing is largely already done, it should be fairly simple to continue this analysis and get much more refined with it. Until next time.
+
+# Appendix
+
+Export event data for Russell 3000 companies:
+
+```python
+import pandas as pd
+from html.parser import HTMLParser
+from datetime import datetime, timedelta
+import requests
+import re
+from dateutil import parser
+import progressbar
+from concurrent import futures
+import yaml
+
+class EarningsParser(HTMLParser):
+    store_dates = False
+    earnings_offset = None
+    dates = []
+    
+    def __init__(self, *args, **kwargs):
+        super().__init__(*args, **kwargs)
+        self.dates = []
+    
+    def handle_starttag(self, tag, attrs):
+        if tag == 'table':
+            self.store_dates = True
+            
+    def handle_data(self, data):
+        if self.store_dates:
+            match = re.match(r'\d+/\d+/\d+', data)
+            if match:
+                self.dates.append(match.group(0))
+        
+        # If a company reports before the bell, record the earnings date
+        # being at midnight the day before. Ex: WMT reports 5/19/2016,
+        # but we want the reference point to be the closing price on 5/18/2016
+        if 'After Close' in data:
+            self.earnings_offset = timedelta(days=0)
+        elif 'Before Open' in data:
+            self.earnings_offset = timedelta(days=-1)
+                
+    def handle_endtag(self, tag):
+        if tag == 'table':
+            self.store_dates = False
+            
+def earnings_releases(ticker):
+    #print("Looking up ticker {}".format(ticker))
+    user_agent = 'Mozilla/5.0 (Windows NT 10.0; WOW64; rv:46.0) '\
+        'Gecko/20100101 Firefox/46.0'
+    headers = {'user-agent': user_agent}
+    base_url = 'http://www.streetinsider.com/ec_earnings.php?q={}'\
+        .format(ticker)
+    e = EarningsParser()
+    s = requests.Session()
+    a = requests.adapters.HTTPAdapter(max_retries=0)
+    s.mount('http://', a)
+    e.feed(str(s.get(base_url, headers=headers).content))
+    
+    if e.earnings_offset is not None:
+        dates = map(lambda x: parser.parse(x) + e.earnings_offset, e.dates)
+        past = filter(lambda x: x < datetime.now(), dates)
+        return list(map(lambda d: d.isoformat(), past))
+
+# Use a Russell-3000 ETF tracker (ticker IWV) to get a list of holdings
+r3000 = pd.read_csv('https://www.ishares.com/us/products/239714/'
+                    'ishares-russell-3000-etf/1449138789749.ajax?'
+                    'fileType=csv&fileName=IWV_holdings&dataType=fund',
+                    header=10)
+r3000_equities = r3000[(r3000['Exchange'] == 'NASDAQ') |
+                       (r3000['Exchange'] == 'New York Stock Exchange Inc.')]
+
+dates_file = open('earnings_dates.yaml', 'w')
+
+with futures.ThreadPoolExecutor(max_workers=8) as pool:
+    fs = {pool.submit(earnings_releases, r3000_equities.ix[t]['Ticker']): t
+          for t in r3000_equities.index}
+    pbar = progressbar.ProgressBar(term_width=80,
+                                   max_value=r3000_equities.index.max())
+    
+    for future in futures.as_completed(fs):
+        i = fs[future]
+        pbar.update(i)
+        dates_file.write(yaml.dump({r3000_equities.ix[i]['Ticker']:
+            future.result()}))
+```
+
+Downloading stock price data needed for the event studies:
+
+```python
+from secrets import QUANDL_KEY
+import pandas as pd
+import yaml
+from dateutil.parser import parse
+from datetime import timedelta
+import quandl
+from progressbar import ProgressBar
+
+def fetch_ticker(ticker, start, end):
+    # Quandl is currently giving me issues with returning
+    # the entire dataset and not slicing server-side.
+    # So instead, we'll do it client-side!
+    q_format = '%Y-%m-%d'
+    ticker_data = quandl.get('YAHOO/' + ticker,
+                             start_date=start.strftime(q_format),
+                             end_date=end.strftime(q_format),
+                             authtoken=QUANDL_KEY)
+    return ticker_data
+    
+data_str = open('earnings_dates.yaml', 'r').read()
+# Need to remove invalid lines
+filtered = filter(lambda x: '{' not in x, data_str.split('\n'))
+earnings_data = yaml.load('\n'.join(filtered))
+
+# Get the first 1500 keys - split up into two statements
+# because of Quandl rate limits
+tickers = list(earnings_data.keys())
+
+price_dict = {}
+invalid_tickers = []
+for ticker in ProgressBar()(tickers[0:1500]):
+    try:
+        # Replace '.' with '-' in name for some tickers
+        fixed = ticker.replace('.', '-')
+        event_strs = earnings_data[ticker]
+        events = [parse(event) for event in event_strs]
+        td = timedelta(days=20)
+        price_dict[ticker] = fetch_ticker(fixed,
+            min(events)-td, max(events)+td)
+    except quandl.NotFoundError:
+        invalid_tickers.append(ticker)
+        
+# Execute this after 10 minutes have passed
+for ticker in ProgressBar()(tickers[1500:]):
+    try:
+        # Replace '.' with '-' in name for some tickers
+        fixed = ticker.replace('.', '-')
+        event_strs = earnings_data[ticker]
+        events = [parse(event) for event in event_strs]
+        td = timedelta(days=20)
+        price_dict[ticker] = fetch_ticker(fixed,
+            min(events)-td, max(events)+td)
+    except quandl.NotFoundError:
+        invalid_tickers.append(ticker)
+ 
+prices_store = pd.HDFStore('price_data.hdf')
+for ticker, prices in price_dict.items():
+    prices_store[ticker] = prices
+```
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+---
+slug: 2016/06/event-studies-and-earnings-releases
+title: Event studies and earnings releases
+date: 2016-06-08 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Or, being suspicious of market insiders.
+
+<!-- truncate -->
+
+## The Market Just Knew
+
+I recently saw two examples of stock charts that have kept me thinking for a while. And now that the semester is complete, I finally have enough time to really look at them and give them the treatment they deserve. The first is good old Apple:
+
+
+<details>
+<summary>Code</summary>
+
+```python
+from secrets import QUANDL_KEY
+import matplotlib.pyplot as plt
+from matplotlib.dates import date2num
+from matplotlib.finance import candlestick_ohlc
+from matplotlib.dates import DateFormatter, WeekdayLocator,\
+    DayLocator, MONDAY
+import quandl
+from datetime import datetime
+import pandas as pd
+%matplotlib inline
+
+def fetch_ticker(ticker, start, end):
+    # Quandl is currently giving me issues with returning
+    # the entire dataset and not slicing server-side.
+    # So instead, we'll do it client-side!
+    q_format = '%Y-%m-%d'
+    ticker_data = quandl.get('YAHOO/' + ticker,
+                             start_date=start.strftime(q_format),
+                             end_date=end.strftime(q_format),
+                             authtoken=QUANDL_KEY)
+    return ticker_data
+
+def ohlc_dataframe(data, ax=None):
+    # Much of this code re-used from:
+    # http://matplotlib.org/examples/pylab_examples/finance_demo.html
+    if ax is None:
+        f, ax = plt.subplots()
+    
+    vals = [(date2num(date), *(data.loc[date]))
+            for date in data.index]
+    candlestick_ohlc(ax, vals)
+    
+    mondays = WeekdayLocator(MONDAY)
+    alldays = DayLocator()
+    weekFormatter = DateFormatter('%b %d')
+    ax.xaxis.set_major_locator(mondays)
+    ax.xaxis.set_minor_locator(alldays)
+    ax.xaxis.set_major_formatter(weekFormatter)
+    return ax
+```
+</details>
+
+```python
+AAPL = fetch_ticker('AAPL', datetime(2016, 3, 1), datetime(2016, 5, 1))
+ax = ohlc_dataframe(AAPL)
+plt.vlines(date2num(datetime(2016, 4, 26, 12)),
+           ax.get_ylim()[0], ax.get_ylim()[1],
+           color='b',
+          label='Earnings Release')
+plt.legend(loc=3)
+plt.title("Apple Price 3/1/2016 - 5/1/2016");
+```
+
+![png](_notebook_files/_notebook_3_0.png)
+
+The second chart is from Facebook:
+
+```python
+FB = fetch_ticker('FB', datetime(2016, 3, 1), datetime(2016, 5, 5))
+ax = ohlc_dataframe(FB)
+plt.vlines(date2num(datetime(2016, 4, 27, 12)),
+           ax.get_ylim()[0], ax.get_ylim()[1],
+           color='b', label='Earnings Release')
+plt.title('Facebook Price 3/5/2016 - 5/5/2016')
+plt.legend(loc=2);
+```
+    
+![png](_notebook_files/_notebook_5_0.png)
+    
+These two charts demonstrate two very specific phonomena: how the market prepares for earnings releases. Let's look at those charts again, but with some extra information. As we're about the see, the market "knew" in advance that Apple was going to perform poorly. The market expected that Facebook was going to perform poorly, and instead shot the lights out. Let's see that trend in action:
+
+<details>
+<summary>Code</summary>
+
+```python
+def plot_hilo(ax, start, end, data):
+    ax.plot([date2num(start), date2num(end)],
+            [data.loc[start]['High'], data.loc[end]['High']],
+            color='b')
+    ax.plot([date2num(start), date2num(end)],
+            [data.loc[start]['Low'], data.loc[end]['Low']],
+            color='b')
+
+f, axarr = plt.subplots(1, 2)
+
+ax_aapl = axarr[0]
+ax_fb = axarr[1]
+
+# Plot the AAPL trend up and down
+ohlc_dataframe(AAPL, ax=ax_aapl)
+plot_hilo(ax_aapl, datetime(2016, 3, 1), datetime(2016, 4, 15), AAPL)
+plot_hilo(ax_aapl, datetime(2016, 4, 18), datetime(2016, 4, 26), AAPL)
+ax_aapl.vlines(date2num(datetime(2016, 4, 26, 12)),
+               ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],
+               color='g', label='Earnings Release')
+ax_aapl.legend(loc=2)
+ax_aapl.set_title('AAPL Price History')
+
+# Plot the FB trend down and up
+ohlc_dataframe(FB, ax=ax_fb)
+plot_hilo(ax_fb, datetime(2016, 3, 30), datetime(2016, 4, 27), FB)
+plot_hilo(ax_fb, datetime(2016, 4, 28), datetime(2016, 5, 5), FB)
+ax_fb.vlines(date2num(datetime(2016, 4, 27, 12)),
+             ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],
+             color='g', label='Earnings Release')
+ax_fb.legend(loc=2)
+ax_fb.set_title('FB Price History')
+
+f.set_size_inches(18, 6)
+```
+</details>
+    
+![png](_notebook_files/_notebook_7_0.png)
+
+As we can see above, the market broke a prevailing trend on Apple in order to go down, and ultimately predict the earnings release. For Facebook, the opposite happened. While the trend was down, the earnings were fantastic and the market corrected itself much higher.
+
+## Formulating the Question
+
+While these are two specific examples, there are plenty of other examples you could cite one way or another. Even if the preponderance of evidence shows that the market correctly predicts earnings releases, we need not accuse people of collusion; for a company like Apple with many suppliers we can generally forecast how Apple has done based on those same suppliers.
+
+The question then, is this: **how well does the market predict the earnings releases?** It's an incredibly broad question that I want to disect in a couple of different ways:
+
+1. Given a stock that has been trending down over the past N days before an earnings release, how likely does it continue downward after the release?
+2. Given a stock trending up, how likely does it continue up?
+3. Is there a difference in accuracy between large- and small-cap stocks?
+4. How often, and for how long, do markets trend before an earnings release?
+
+**I want to especially thank Alejandro Saltiel for helping me retrieve the data.** He's great. And now for all of the interesting bits.
+
+## Event Studies
+
+Before we go too much further, I want to introduce the actual event study. Each chart intends to capture a lot of information and present an easy-to-understand pattern:
+
+<details>
+<summary>Code</summary>
+
+```python
+import numpy as np
+import pandas as pd
+from pandas.tseries.holiday import USFederalHolidayCalendar
+from pandas.tseries.offsets import CustomBusinessDay
+from datetime import datetime, timedelta
+
+# If you remove rules, it removes them from *all* calendars
+# To ensure we don't pop rules we don't want to, first make
+# sure to fully copy the object
+trade_calendar = USFederalHolidayCalendar()
+trade_calendar.rules.pop(6) # Remove Columbus day
+trade_calendar.rules.pop(7) # Remove Veteran's day
+TradeDay = lambda days: CustomBusinessDay(days, calendar=trade_calendar)
+
+def plot_study(array):
+    # Given a 2-d array, we assume the event happens at index `lookback`,
+    # and create all of our summary statistics from there.
+    lookback = int((array.shape[1] - 1) / 2)
+    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)
+    centered_data = array / norm_factor - 1
+    lookforward = centered_data.shape[1] - lookback
+    means = centered_data.mean(axis=0)
+    lookforward_data = centered_data[:,lookforward:]
+    std_dev = np.hstack([0, lookforward_data.std(axis=0)])
+    maxes = lookforward_data.max(axis=0)
+    mins = lookforward_data.min(axis=0)
+    
+    f, axarr = plt.subplots(1, 2)
+    range_begin = -lookback
+    range_end = lookforward
+    axarr[0].plot(range(range_begin, range_end), means)
+    axarr[1].plot(range(range_begin, range_end), means)
+    axarr[0].fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    axarr[1].fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    
+    max_err = maxes - means[-lookforward+1:]
+    min_err = means[-lookforward+1:] - mins
+    axarr[0].errorbar(range(1, range_end),
+                  means[-lookforward+1:],
+                  yerr=[min_err, max_err], label='Max & Min')
+    axarr[0].legend(loc=2)
+    axarr[1].legend(loc=2)
+    
+    axarr[0].set_xlim((-lookback-1, lookback+1))
+    axarr[1].set_xlim((-lookback-1, lookback+1))
+    
+def plot_study_small(array):
+    # Given a 2-d array, we assume the event happens at index `lookback`,
+    # and create all of our summary statistics from there.
+    lookback = int((array.shape[1] - 1) / 2)
+    norm_factor = np.repeat(array[:,lookback].reshape(-1, 1), array.shape[1], axis=1)
+    centered_data = array / norm_factor - 1
+    lookforward = centered_data.shape[1] - lookback
+    means = centered_data.mean(axis=0)
+    lookforward_data = centered_data[:,lookforward:]
+    std_dev = np.hstack([0, lookforward_data.std(axis=0)])
+    maxes = lookforward_data.max(axis=0)
+    mins = lookforward_data.min(axis=0)
+    
+    range_begin = -lookback
+    range_end = lookforward
+    plt.plot(range(range_begin, range_end), means)
+    plt.fill_between(range(0, range_end),
+                     means[-lookforward:] + std_dev,
+                     means[-lookforward:] - std_dev,
+                    alpha=.5, label="$\pm$ 1 s.d.")
+    
+    max_err = maxes - means[-lookforward+1:]
+    min_err = means[-lookforward+1:] - mins
+    plt.errorbar(range(1, range_end),
+                  means[-lookforward+1:],
+                  yerr=[min_err, max_err], label='Max & Min')
+    plt.legend(loc=2)
+    plt.xlim((-lookback-1, lookback+1))
+    
+def fetch_event_data(ticker, events, horizon=5):
+    # Use horizon+1 to account for including the day of the event,
+    # and half-open interval - that is, for a horizon of 5,
+    # we should be including 11 events. Additionally, using the
+    # CustomBusinessDay means we automatically handle issues if
+    # for example a company reports Friday afternoon - the date
+    # calculator will turn this into a "Saturday" release, but
+    # we effectively shift that to Monday with the logic below.
+    td_back = TradeDay(horizon+1)
+    td_forward = TradeDay(horizon+1)
+    
+    start_date = min(events) - td_back
+    end_date = max(events) + td_forward
+    total_data = fetch_ticker(ticker, start_date, end_date)
+    event_data = [total_data.ix[event-td_back:event+td_forward]\
+                      [0:horizon*2+1]\
+                      ['Adjusted Close']
+                  for event in events]
+    return np.array(event_data)
+```
+</details>
+
+```python
+# Generate a couple of random events
+
+event_dates = [datetime(2016, 5, 27) - timedelta(days=1) - TradeDay(x*20) for x in range(1, 40)]
+data = fetch_event_data('CELG', event_dates)
+plot_study_small(data)
+plt.legend(loc=3)
+plt.gcf().set_size_inches(12, 6);
+
+
+plt.annotate('Mean price for days leading up to each event',
+             (-5, -.01), (-4.5, .025),
+             arrowprops=dict(facecolor='black', shrink=0.05))
+plt.annotate('', (-.1, .005), (-.5, .02),
+             arrowprops={'facecolor': 'black', 'shrink': .05})
+plt.annotate('$\pm$ 1 std. dev. each day', (5, .055), (2.5, .085),
+            arrowprops={'facecolor': 'black', 'shrink': .05})
+plt.annotate('Min/Max each day', (.9, -.07), (-1, -.1),
+            arrowprops={'facecolor': 'black', 'shrink': .05});
+```
+
+
+    
+![png](_notebook_files/_notebook_11_0.png)
+    
+
+
+And as a quick textual explanation as well:
+
+- The blue line represents the mean price for each day, represented as a percentage of the price on the '0-day'. For example, if we defined an 'event' as whenever the stock price dropped for three days, we would see a decreasing blue line to the left of the 0-day.
+- The blue shaded area represents one standard deviation above and below the mean price for each day following an event. This is intended to give us an idea of what the stock price does in general following an event.
+- The green bars are the minimum and maximum price for each day following an event. This instructs us as to how much it's possible for the stock to move.
+
+## Event Type 1: Trending down over the past N days
+
+The first type of event I want to study is how stocks perform when they've been trending down over the past couple of days prior to a release. However, we need to clarify what exactly is meant by "trending down." To do so, we'll use the following metric: **the midpoint between each day's opening and closing price goes down over a period of N days**.
+
+It's probably helpful to have an example:
+
+<details>
+<summary>Code</summary>
+```python
+f, axarr = plt.subplots(1, 2)
+f.set_size_inches(18, 6)
+
+FB_plot = axarr[0]
+ohlc_dataframe(FB[datetime(2016, 4, 18):], FB_plot)
+
+FB_truncated = FB[datetime(2016, 4, 18):datetime(2016, 4, 27)]
+midpoint = FB_truncated['Open']/2 + FB_truncated['Close']/2
+FB_plot.plot(FB_truncated.index, midpoint, label='Midpoint')
+FB_plot.vlines(date2num(datetime(2016, 4, 27, 12)),
+               ax_fb.get_ylim()[0], ax_fb.get_ylim()[1],
+               color='g', label='Earnings Release')
+FB_plot.legend(loc=2)
+FB_plot.set_title('FB Midpoint Plot')
+
+AAPL_plot = axarr[1]
+ohlc_dataframe(AAPL[datetime(2016, 4, 10):], AAPL_plot)
+AAPL_truncated = AAPL[datetime(2016, 4, 10):datetime(2016, 4, 26)]
+midpoint = AAPL_truncated['Open']/2 + AAPL_truncated['Close']/2
+AAPL_plot.plot(AAPL_truncated.index, midpoint, label='Midpoint')
+AAPL_plot.vlines(date2num(datetime(2016, 4, 26, 12)),
+                 ax_aapl.get_ylim()[0], ax_aapl.get_ylim()[1],
+                 color='g', label='Earnings Release')
+AAPL_plot.legend(loc=3)
+AAPL_plot.set_title('AAPL Midpoint Plot');
+```
+</details>
+    
+![png](_notebook_files/_notebook_14_0.png)
+
+Given these charts, we can see that FB was trending down for the four days preceding the earnings release, and AAPL was trending down for a whopping 8 days (we don't count the peak day). This will define the methodology that we will use for the study.
+
+So what are the results? For a given horizon, how well does the market actually perform?
+
+<details>
+<summary>Code</summary>
+
+```python
+# Read in the events for each stock;
+# The file was created using the first code block in the Appendix
+import yaml
+from dateutil.parser import parse
+from progressbar import ProgressBar
+
+data_str = open('earnings_dates.yaml', 'r').read()
+# Need to remove invalid lines
+filtered = filter(lambda x: '{' not in x, data_str.split('\n'))
+earnings_data = yaml.load('\n'.join(filtered))
+
+# Convert our earnings data into a list of (ticker, date) pairs
+# to make it easy to work with.
+# This is horribly inefficient, but should get us what we need
+ticker_dates = []
+for ticker, date_list in earnings_data.items():
+    for iso_str in date_list:
+        ticker_dates.append((ticker, parse(iso_str)))
+
+def does_trend_down(ticker, event, horizon):
+    # Figure out if the `event` has a downtrend for
+    # the `horizon` days preceding it
+    # As an interpretation note: it is assumed that
+    # the closing price of day `event` is the reference
+    # point, and we want `horizon` days before that.
+    # The price_data.hdf was created in the second appendix code block
+    try:
+        ticker_data = pd.read_hdf('price_data.hdf', ticker)
+        data = ticker_data[event-TradeDay(horizon):event]
+        midpoints = data['Open']/2 + data['Close']/2
+
+        # Shift dates one forward into the future and subtract
+        # Effectively: do we trend down over all days?
+        elems = midpoints - midpoints.shift(1)
+        return len(elems)-1 == len(elems.dropna()[elems <= 0])
+    except KeyError:
+        # If the stock doesn't exist, it doesn't qualify as trending down
+        # Mostly this is here to make sure the entire analysis doesn't 
+        # blow up if there were issues in data retrieval
+        return False
+
+def study_trend(horizon, trend_function):
+    five_day_events = np.zeros((1, horizon*2 + 1))
+    invalid_events = []
+    for ticker, event in ProgressBar()(ticker_dates):
+        if trend_function(ticker, event, horizon):
+            ticker_data = pd.read_hdf('price_data.hdf', ticker)
+            event_data = ticker_data[event-TradeDay(horizon):event+TradeDay(horizon)]['Close']
+
+            try:
+                five_day_events = np.vstack([five_day_events, event_data])
+            except ValueError:
+                # Sometimes we don't get exactly the right number of values due to calendar
+                # issues. I've fixed most everything I can, and the few issues that are left
+                # I assume don't systemically bias the results (i.e. data could be missing
+                # because it doesn't exist, etc.). After running through, ~1% of events get
+                # discarded this way
+                invalid_events.append((ticker, event))
+            
+
+    # Remove our initial zero row
+    five_day_events = five_day_events[1:,:]
+    plot_study(five_day_events)
+    plt.gcf().suptitle('Action over {} days: {} events'
+                       .format(horizon,five_day_events.shape[0]))
+    plt.gcf().set_size_inches(18, 6)
+    
+# Start with a 5 day study
+study_trend(5, does_trend_down)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:21:38 Time: 0:21:38
+```
+</details>
+    
+![png](_notebook_files/_notebook_16_1.png)
+
+When a stock has been trending down for 5 days, once the earnings are announced it really doesn't move on average. However, the variability is *incredible*. This implies two important things:
+
+1. The market is just as often wrong about an earnings announcement before it happens as it is correct
+2. The incredible width of the min/max bars and standard deviation area tell us that the market reacts *violently* after the earnings are released.
+
+Let's repeat the same study, but over a time horizon of 8 days and 3 days. Presumably if a stock has been going down for 8 days at a time before the earnings, the market should be more accurate.
+
+<details>
+<summary>Code</summary>
+
+```python
+# 8 day study next
+study_trend(8, does_trend_down)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:29 Time: 0:20:29
+```
+</details>
+    
+![png](_notebook_files/_notebook_18_1.png)
+
+However, looking only at stocks that trended down for 8 days prior to a release, the same pattern emerges: on average, the stock doesn't move, but the market reaction is often incredibly violent.
+
+
+<details>
+<summary>Code</summary>
+```python
+# 3 day study after that
+study_trend(3, does_trend_down)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:26 Time: 0:26:26
+```
+</details>
+    
+![png](_notebook_files/_notebook_20_1.png)
+
+Finally, when we look at a 3-day horizon, we start getting some incredible outliers. Stocks have a potential to move over ~300% up, and the standard deviation width is again, incredible. The results for a 3-day horizon follow the same pattern we've seen in the 5- and 8-day horizons.
+
+## Event Type 2: Trending up for N days
+
+We're now going to repeat the analysis, but do it for uptrends instead. That is, instead of looking at stocks that have been trending down over the past number of days, we focus only on stocks that have been trending up.
+
+<details>
+<summary>Code</summary>
+```python
+def does_trend_up(ticker, event, horizon):
+    # Figure out if the `event` has an uptrend for
+    # the `horizon` days preceding it
+    # As an interpretation note: it is assumed that
+    # the closing price of day `event` is the reference
+    # point, and we want `horizon` days before that.
+    # The price_data.hdf was created in the second appendix code block
+    try:
+        ticker_data = pd.read_hdf('price_data.hdf', ticker)
+        data = ticker_data[event-TradeDay(horizon):event]
+        midpoints = data['Open']/2 + data['Close']/2
+
+        # Shift dates one forward into the future and subtract
+        # Effectively: do we trend down over all days?
+        elems = midpoints - midpoints.shift(1)
+        return len(elems)-1 == len(elems.dropna()[elems >= 0])
+    except KeyError:
+        # If the stock doesn't exist, it doesn't qualify as trending down
+        # Mostly this is here to make sure the entire analysis doesn't 
+        # blow up if there were issues in data retrieval
+        return False
+
+study_trend(5, does_trend_up)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:22:51 Time: 0:22:51
+```
+</details>
+    
+![png](_notebook_files/_notebook_23_1.png)
+
+The patterns here are very similar. With the exception of noting that stocks can go to nearly 400% after an earnings announcement (most likely this included a takeover announcement, etc.), we still see large min/max bars and wide standard deviation of returns.
+
+We'll repeat the pattern for stocks going up for both 8 and 3 days straight, but at this point, the results should be very predictable:
+
+<details>
+<summary>Code</summary>
+```python
+study_trend(8, does_trend_up)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:20:51 Time: 0:20:51
+```
+</details>
+    
+![png](_notebook_files/_notebook_25_1.png)
+
+<details>
+<summary>Code</summary>
+```python
+study_trend(3, does_trend_up)
+```
+
+```
+    100% (47578 of 47578) |###########################################################| Elapsed Time: 0:26:56 Time: 0:26:56
+```
+</details>
+
+![png](_notebook_files/_notebook_26_1.png)
+
+## Conclusion and Summary
+
+I guess the most important thing to summarize with is this: **looking at the entire market, stock performance prior to an earnings release has no bearing on the stock's performance.** Honestly: given the huge variability of returns after an earnings release, even when the stock has been trending for a long time, you're best off divesting before an earnings release and letting the market sort itself out.
+
+*However*, there is a big caveat. These results are taken when we look at the entire market. So while we can say that the market as a whole knows nothing and just reacts violently, I want to take a closer look into this data. Does the market typically perform poorly on large-cap/high liquidity stocks? Do smaller companies have investors that know them better and can thus predict performance better? Are specific market sectors better at prediction? Presumably technology stocks are more volatile than the industrials.
+
+So there are some more interesting questions I still want to ask with this data. Knowing that the hard work of data processing is largely already done, it should be fairly simple to continue this analysis and get much more refined with it. Until next time.
+
+# Appendix
+
+Export event data for Russell 3000 companies:
+
+<details>
+<summary>Code</summary>
+```python
+import pandas as pd
+from html.parser import HTMLParser
+from datetime import datetime, timedelta
+import requests
+import re
+from dateutil import parser
+import progressbar
+from concurrent import futures
+import yaml
+
+class EarningsParser(HTMLParser):
+    store_dates = False
+    earnings_offset = None
+    dates = []
+    
+    def __init__(self, *args, **kwargs):
+        super().__init__(*args, **kwargs)
+        self.dates = []
+    
+    def handle_starttag(self, tag, attrs):
+        if tag == 'table':
+            self.store_dates = True
+            
+    def handle_data(self, data):
+        if self.store_dates:
+            match = re.match(r'\d+/\d+/\d+', data)
+            if match:
+                self.dates.append(match.group(0))
+        
+        # If a company reports before the bell, record the earnings date
+        # being at midnight the day before. Ex: WMT reports 5/19/2016,
+        # but we want the reference point to be the closing price on 5/18/2016
+        if 'After Close' in data:
+            self.earnings_offset = timedelta(days=0)
+        elif 'Before Open' in data:
+            self.earnings_offset = timedelta(days=-1)
+                
+    def handle_endtag(self, tag):
+        if tag == 'table':
+            self.store_dates = False
+            
+def earnings_releases(ticker):
+    #print("Looking up ticker {}".format(ticker))
+    user_agent = 'Mozilla/5.0 (Windows NT 10.0; WOW64; rv:46.0) '\
+        'Gecko/20100101 Firefox/46.0'
+    headers = {'user-agent': user_agent}
+    base_url = 'http://www.streetinsider.com/ec_earnings.php?q={}'\
+        .format(ticker)
+    e = EarningsParser()
+    s = requests.Session()
+    a = requests.adapters.HTTPAdapter(max_retries=0)
+    s.mount('http://', a)
+    e.feed(str(s.get(base_url, headers=headers).content))
+    
+    if e.earnings_offset is not None:
+        dates = map(lambda x: parser.parse(x) + e.earnings_offset, e.dates)
+        past = filter(lambda x: x < datetime.now(), dates)
+        return list(map(lambda d: d.isoformat(), past))
+
+# Use a Russell-3000 ETF tracker (ticker IWV) to get a list of holdings
+r3000 = pd.read_csv('https://www.ishares.com/us/products/239714/'
+                    'ishares-russell-3000-etf/1449138789749.ajax?'
+                    'fileType=csv&fileName=IWV_holdings&dataType=fund',
+                    header=10)
+r3000_equities = r3000[(r3000['Exchange'] == 'NASDAQ') |
+                       (r3000['Exchange'] == 'New York Stock Exchange Inc.')]
+
+dates_file = open('earnings_dates.yaml', 'w')
+
+with futures.ThreadPoolExecutor(max_workers=8) as pool:
+    fs = {pool.submit(earnings_releases, r3000_equities.ix[t]['Ticker']): t
+          for t in r3000_equities.index}
+    pbar = progressbar.ProgressBar(term_width=80,
+                                   max_value=r3000_equities.index.max())
+    
+    for future in futures.as_completed(fs):
+        i = fs[future]
+        pbar.update(i)
+        dates_file.write(yaml.dump({r3000_equities.ix[i]['Ticker']:
+            future.result()}))
+```
+</details>
+
+Downloading stock price data needed for the event studies:
+
+<details>
+<summary>Code</summary>
+```python
+from secrets import QUANDL_KEY
+import pandas as pd
+import yaml
+from dateutil.parser import parse
+from datetime import timedelta
+import quandl
+from progressbar import ProgressBar
+
+def fetch_ticker(ticker, start, end):
+    # Quandl is currently giving me issues with returning
+    # the entire dataset and not slicing server-side.
+    # So instead, we'll do it client-side!
+    q_format = '%Y-%m-%d'
+    ticker_data = quandl.get('YAHOO/' + ticker,
+                             start_date=start.strftime(q_format),
+                             end_date=end.strftime(q_format),
+                             authtoken=QUANDL_KEY)
+    return ticker_data
+    
+data_str = open('earnings_dates.yaml', 'r').read()
+# Need to remove invalid lines
+filtered = filter(lambda x: '{' not in x, data_str.split('\n'))
+earnings_data = yaml.load('\n'.join(filtered))
+
+# Get the first 1500 keys - split up into two statements
+# because of Quandl rate limits
+tickers = list(earnings_data.keys())
+
+price_dict = {}
+invalid_tickers = []
+for ticker in ProgressBar()(tickers[0:1500]):
+    try:
+        # Replace '.' with '-' in name for some tickers
+        fixed = ticker.replace('.', '-')
+        event_strs = earnings_data[ticker]
+        events = [parse(event) for event in event_strs]
+        td = timedelta(days=20)
+        price_dict[ticker] = fetch_ticker(fixed,
+            min(events)-td, max(events)+td)
+    except quandl.NotFoundError:
+        invalid_tickers.append(ticker)
+        
+# Execute this after 10 minutes have passed
+for ticker in ProgressBar()(tickers[1500:]):
+    try:
+        # Replace '.' with '-' in name for some tickers
+        fixed = ticker.replace('.', '-')
+        event_strs = earnings_data[ticker]
+        events = [parse(event) for event in event_strs]
+        td = timedelta(days=20)
+        price_dict[ticker] = fetch_ticker(fixed,
+            min(events)-td, max(events)+td)
+    except quandl.NotFoundError:
+        invalid_tickers.append(ticker)
+ 
+prices_store = pd.HDFStore('price_data.hdf')
+for ticker, prices in price_dict.items():
+    prices_store[ticker] = prices
+```
+</details>
\ No newline at end of file
diff --git a/blog/2016-10-22-rustic-repodcasting/_article.md b/blog/2016-10-22-rustic-repodcasting/_article.md
new file mode 100644
index 0000000..4f7b467
--- /dev/null
+++ b/blog/2016-10-22-rustic-repodcasting/_article.md
@@ -0,0 +1,309 @@
+Title: A Rustic Re-Podcasting Server (Part 1)
+Date: 2016-10-22
+Category: Blog
+Tags: Rust, nutone
+Authors: Bradlee Speice
+Summary: Learning Rust by fire (it sounds better than learning by corrosion)
+[//]: <> "Modified: "
+
+I listen to a lot of Drum and Bass music, because it's beautiful music. And
+there's a particular site, [Bassdrive.com](http://bassdrive.com/) that hosts
+a lot of great content. Specifically, the
+[archives](http://archives.bassdrivearchive.com/) section of the site has a
+list of the past shows that you can download and listen to. The issue is, it's
+just a [giant list of links to download](http://archives.bassdrivearchive.com/6%20-%20Saturday/Electronic%20Warfare%20-%20The%20Overfiend/). I'd really like
+this in a podcast format to take with me on the road, etc.
+
+So I wrote the [elektricity](https://github.com/bspeice/elektricity) web
+application to actually accomplish all that. Whenever you request a feed, it
+goes out to Bassdrive, processes all the links on a page, and serves up some
+fresh, tasty RSS to satisfy your ears. I hosted it on Heroku using the free
+tier because it's really not resource-intensive at all.
+
+**The issue so far** is that I keep running out of free tier hours during a
+month because my podcasting application likes to have a server scan for new
+episodes constantly. Not sure why it's doing that, but I don't have a whole
+lot of control over it. It's a phenomenal application otherwise.
+
+**My (over-engineered) solution**: Re-write the application using the
+[Rust](https://www.rust-lang.org/en-US/) programming language. I'd like to run
+this on a small hacker board I own, and doing this in Rust would allow me to
+easily cross-compile it. Plus, I've been very interested in the Rust language
+for a while and this would be a great opportunity to really learn it well.
+The code is available [here](https://github.com/bspeice/nutone) as development
+progresses.
+
+# The Setup
+
+We'll be using the [iron](http://ironframework.io/) library to handle the
+server, and [hyper](http://hyper.rs/) to fetch the data we need from elsewhere
+on the interwebs. [HTML5Ever](http://doc.servo.org/html5ever/index.html) allows
+us to ingest the content that will be coming from Bassdrive, and finally,
+output is done with [handlebars-rust](http://sunng87.github.io/handlebars-rust/handlebars/index.html).
+
+It will ultimately be interesting to see how much more work must be done to
+actually get this working over another language like Python. Coming from a
+dynamic state of mind it's super easy to just chain stuff together, ship it out,
+and call it a day. I think I'm going to end up getting much dirtier trying to
+write all of this out.
+
+# Issue 1: Strings
+
+Strings in Rust are hard. I acknowledge Python can get away with some things
+that make strings super easy (and Python 3 has gotten better at cracking down
+on some bad cases, `str <-> bytes` specifically), but Rust is hard.
+
+Let's take for example the `404` error handler I'm trying to write. The result
+should be incredibly simple: All I want is to echo back
+`Didn't find URL: <url>`. Shouldn't be that hard right? In Python I'd just do
+something like:
+
+```python
+def echo_handler(request):
+    return "You're visiting: {}".format(request.uri)
+```
+
+And we'd call it a day. Rust isn't so simple. Let's start with the trivial
+examples people post online:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, "You found the server!")))
+}
+```
+
+Doesn't look too bad right? In fact, it's essentially the same as the Python
+version! All we need to do is just send back a string of some form. So, we
+look up the documentation for [`Request`](http://ironframework.io/doc/iron/request/struct.Request.html) and see a `url` field that will contain
+what we want. Let's try the first iteration:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, "You found the URL: " + req.url)))
+}
+```
+
+Which yields the error:
+
+    error[E0369]: binary operation `+` cannot be applied to type `&'static str`
+
+OK, what's going on here? Time to start Googling for ["concatenate strings in Rust"](https://www.google.com/#q=concatenate+strings+in+rust). That's what we
+want to do right? Concatenate a static string and the URL.
+
+After Googling, we come across a helpful [`concat!`](https://doc.rust-lang.org/std/macro.concat!.html) macro that looks really nice! Let's try that one:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, concat!("You found the URL: ", req.url))))
+}
+```
+
+And the error:
+
+`error: expected a literal`
+
+Turns out Rust actually blows up because the `concat!` macro expects us to know
+at compile time what `req.url` is. Which, in my outsider opinion, is a bit
+strange. `println!` and `format!`, etc., all handle values they don't know at
+compile time. Why can't `concat!`? By any means, we need a new plan of attack.
+How about we try formatting strings?
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, format!("You found the URL: {}", req.url))))
+}
+```
+
+And at long last, it works. Onwards!
+
+# Issue 2: Fighting with the borrow checker
+
+Rust's single coolest feature is how the compiler can guarantee safety in your
+program. As long as you don't use `unsafe` pointers in Rust, you're guaranteed
+safety. And not having truly manual memory management is really cool; I'm
+totally OK with never having to write `malloc()` again.
+
+That said, even [the Rust documentation](https://doc.rust-lang.org/book/ownership.html) makes a specific note:
+
+> Many new users to Rust experience something we like to call
+> ‘fighting with the borrow checker’, where the Rust compiler refuses to
+> compile a program that the author thinks is valid.
+
+If you have to put it in the documentation, it's not a helpful note:
+it's hazing.
+
+So now that we have a handler which works with information from the request, we
+want to start making something that looks like an actual web application.
+The router provided by `iron` isn't terribly difficult so I won't cover it.
+Instead, the thing that had me stumped for a couple hours was trying to
+dynamically create routes.
+
+The unfortunate thing with Rust (in my limited experience at the moment) is that
+there is a severe lack of non-trivial examples. Using the router is easy when
+you want to give an example of a static function. But how do you you start
+working on things that are a bit more complex?
+
+We're going to cover that here. Our first try: creating a function which returns
+other functions. This is a principle called [currying](http://stackoverflow.com/a/36321/1454178). We set up a function that allows us to keep some data in scope
+for another function to come later.
+
+```rust
+fn build_handler(message: String) -> Fn(&mut Request) -> IronResult<Response> {
+    move |_: &mut Request| {
+        Ok(Response::with((status::Ok, message)))
+    }
+}
+```
+
+We've simply set up a function that returns another anonymous function with the
+`message` parameter scoped in. If you compile this, you get not 1, not 2, but 5
+new errors. 4 of them are the same though:
+
+    error[E0277]: the trait bound `for<'r, 'r, 'r> std::ops::Fn(&'r mut iron::Request<'r, 'r>) -> std::result::Result<iron::Response, iron::IronError> + 'static: std::marker::Sized` is not satisfied
+
+...oookay. I for one, am not going to spend time trying to figure out what's
+going on there.
+
+And it is here that I will save the audience many hours of frustrated effort.
+At this point, I decided to switch from `iron` to pure `hyper` since using
+`hyper` would give me a much simpler API. All I would have to do is build a
+function that took two parameters as input, and we're done. That said, it
+ultimately posed many more issues because I started getting into a weird fight
+with the `'static` [lifetime](https://doc.rust-lang.org/book/lifetimes.html)
+and being a Rust newbie I just gave up on trying to understand it.
+
+Instead, we will abandon (mostly) the curried function attempt, and instead
+take advantage of something Rust actually intends us to use: `struct` and
+`trait`.
+
+Remember when I talked about a lack of non-trivial examples on the Internet?
+This is what I was talking about. I could only find *one* example of this
+available online, and it was incredibly complex and contained code we honestly
+don't need or care about. There was no documentation of how to build routes that
+didn't use static functions, etc. But, I'm assuming you don't really care about
+my whining, so let's get to it.
+
+The `iron` documentation mentions the [`Handler`](http://ironframework.io/doc/iron/middleware/trait.Handler.html) trait as being something we can implement.
+Does the function signature for that `handle()` method look familiar? It's what
+we've been working with so far.
+
+The principle is that we need to define a new `struct` to hold our data, then
+implement that `handle()` method to return the result. Something that looks
+like this might do:
+
+```rust
+struct EchoHandler {
+    message: String
+}
+
+impl Handler for EchoHandler {
+    fn handle(&self, _: &mut Request) -> IronResult<Response> {
+        Ok(Response::with((status::Ok, self.message)))
+    }
+}
+
+// Later in the code when we set up the router...
+let echo = EchoHandler {
+    message: "Is it working yet?"
+}
+router.get("/", echo.handle, "index");
+```
+
+We attempt to build a struct, and give its `handle` method off to the router
+so the router knows what to do.
+
+You guessed it, more errors:
+
+    error: attempted to take value of method `handle` on type `EchoHandler`
+
+Now, the Rust compiler is actually a really nice fellow, and offers us help:
+
+    help: maybe a `()` to call it is missing? If not, try an anonymous function
+
+We definitely don't want to call that function, so maybe try an anonymous
+function as it recommends?
+
+```rust
+router.get("/", |req: &mut Request| echo.handle(req), "index");
+```
+
+Another error:
+
+    error[E0373]: closure may outlive the current function, but it borrows `echo`, which is owned by the current function
+
+Another helpful message:
+
+    help: to force the closure to take ownership of `echo` (and any other referenced variables), use the `move` keyword
+
+We're getting closer though! Let's implement this change:
+
+```rust
+router.get("/", move |req: &mut Request| echo.handle(req), "index");
+```
+
+And here's where things get strange:
+
+    error[E0507]: cannot move out of borrowed content
+      --> src/main.rs:18:40
+       |
+    18 |         Ok(Response::with((status::Ok, self.message)))
+       |                                        ^^^^ cannot move out of borrowed content
+
+Now, this took me another couple hours to figure out. I'm going to explain it,
+but **keep this in mind: Rust only allows one reference at a time** (exceptions
+apply of course).
+
+When we attempt to use `self.message` as it has been created in the earlier
+`struct`, we essentially are trying to give it away to another piece of code.
+Rust's semantics then state that *we may no longer access it* unless it is
+returned to us (which `iron`'s code does not do). There are two ways to fix
+this:
+
+1. Only give away references (i.e. `&self.message` instead of `self.message`)
+instead of transferring ownership
+2. Make a copy of the underlying value which will be safe to give away
+
+I didn't know these were the two options originally, so I hope this helps the
+audience out. Because `iron` won't accept a reference, we are forced into the
+second option: making a copy. To do so, we just need to change the function
+to look like this:
+
+```rust
+Ok(Response::with((status::Ok, self.message.clone())))
+```
+
+Not so bad, huh? My only complaint is that it took so long to figure out exactly
+what was going on.
+
+And now we have a small server that we can configure dynamically. At long last.
+
+> Final sidenote: You can actually do this without anonymous functions. Just
+> change the router line to:
+>     `router.get("/", echo, "index");`
+>
+> Rust's type system seems to figure out that we want to use the `handle()` method.
+
+# Conclusion
+
+After a good long days' work, we now have the routing functionality set up on
+our application. We should be able to scale this pretty well in the future:
+the RSS content we need to deliver in the future can be treated as a string, so
+the building blocks are in place.
+
+There are two important things I learned starting with Rust today:
+
+1. Rust is a new language, and while the code is high-quality, the mindshare is coming.
+2. I'm a terrible programmer.
+
+Number 1 is pretty obvious and not surprising to anyone. Number two caught me
+off guard. I've gotten used to having either a garbage collector (Java, Python,
+etc.) or playing a little fast and loose with scoping rules (C, C++). You don't
+have to worry about object lifetime there. With Rust, it's forcing me to fully
+understand and use well the memory in my applications. In the final mistake I
+fixed (using `.clone()`) I would have been fine in C++ to just give away that
+reference and never use it again. I wouldn't have run into a "use-after-free"
+error, but I would have potentially been leaking memory. Rust forced me to be
+incredibly precise about how I use it.
+
+All said I'm excited for using Rust more. I think it's super cool, it's just
+going to take me a lot longer to do this than I originally thought.
diff --git a/blog/2016-10-22-rustic-repodcasting/index.mdx b/blog/2016-10-22-rustic-repodcasting/index.mdx
new file mode 100644
index 0000000..71ebdf0
--- /dev/null
+++ b/blog/2016-10-22-rustic-repodcasting/index.mdx
@@ -0,0 +1,329 @@
+---
+slug: 2016/10/rustic-repodcasting
+title: A Rustic re-podcasting server
+date: 2016-10-22 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Learning Rust by fire (it sounds better than learning by corrosion)
+
+<!-- truncate -->
+
+I listen to a lot of Drum and Bass music, because it's beautiful music. And
+there's a particular site, [Bassdrive.com](http://bassdrive.com/) that hosts
+a lot of great content. Specifically, the
+[archives](http://archives.bassdrivearchive.com/) section of the site has a
+list of the past shows that you can download and listen to. The issue is, it's
+just a [giant list of links to download](http://archives.bassdrivearchive.com/6%20-%20Saturday/Electronic%20Warfare%20-%20The%20Overfiend/). I'd really like
+this in a podcast format to take with me on the road, etc.
+
+So I wrote the [elektricity](https://github.com/bspeice/elektricity) web
+application to actually accomplish all that. Whenever you request a feed, it
+goes out to Bassdrive, processes all the links on a page, and serves up some
+fresh, tasty RSS to satisfy your ears. I hosted it on Heroku using the free
+tier because it's really not resource-intensive at all.
+
+**The issue so far** is that I keep running out of free tier hours during a
+month because my podcasting application likes to have a server scan for new
+episodes constantly. Not sure why it's doing that, but I don't have a whole
+lot of control over it. It's a phenomenal application otherwise.
+
+**My (over-engineered) solution**: Re-write the application using the
+[Rust](https://www.rust-lang.org/en-US/) programming language. I'd like to run
+this on a small hacker board I own, and doing this in Rust would allow me to
+easily cross-compile it. Plus, I've been very interested in the Rust language
+for a while and this would be a great opportunity to really learn it well.
+The code is available [here](https://github.com/bspeice/nutone) as development
+progresses.
+
+## The Setup
+
+We'll be using the [iron](http://ironframework.io/) library to handle the
+server, and [hyper](http://hyper.rs/) to fetch the data we need from elsewhere
+on the interwebs. [HTML5Ever](http://doc.servo.org/html5ever/index.html) allows
+us to ingest the content that will be coming from Bassdrive, and finally,
+output is done with [handlebars-rust](http://sunng87.github.io/handlebars-rust/handlebars/index.html).
+
+It will ultimately be interesting to see how much more work must be done to
+actually get this working over another language like Python. Coming from a
+dynamic state of mind it's super easy to just chain stuff together, ship it out,
+and call it a day. I think I'm going to end up getting much dirtier trying to
+write all of this out.
+
+## Issue 1: Strings
+
+Strings in Rust are hard. I acknowledge Python can get away with some things
+that make strings super easy (and Python 3 has gotten better at cracking down
+on some bad cases, `str <-> bytes` specifically), but Rust is hard.
+
+Let's take for example the `404` error handler I'm trying to write. The result
+should be incredibly simple: All I want is to echo back
+`Didn't find URL: <url>`. Shouldn't be that hard right? In Python I'd just do
+something like:
+
+```python
+def echo_handler(request):
+    return "You're visiting: {}".format(request.uri)
+```
+
+And we'd call it a day. Rust isn't so simple. Let's start with the trivial
+examples people post online:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, "You found the server!")))
+}
+```
+
+Doesn't look too bad right? In fact, it's essentially the same as the Python
+version! All we need to do is just send back a string of some form. So, we
+look up the documentation for [`Request`](http://ironframework.io/doc/iron/request/struct.Request.html) and see a `url` field that will contain
+what we want. Let's try the first iteration:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, "You found the URL: " + req.url)))
+}
+```
+
+Which yields the error:
+
+```
+    error[E0369]: binary operation `+` cannot be applied to type `&'static str`
+```
+
+OK, what's going on here? Time to start Googling for ["concatenate strings in Rust"](https://www.google.com/#q=concatenate+strings+in+rust). That's what we
+want to do right? Concatenate a static string and the URL.
+
+After Googling, we come across a helpful [`concat!`](https://doc.rust-lang.org/std/macro.concat!.html) macro that looks really nice! Let's try that one:
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, concat!("You found the URL: ", req.url))))
+}
+```
+
+And the error:
+
+```
+    error: expected a literal
+```
+
+Turns out Rust actually blows up because the `concat!` macro expects us to know
+at compile time what `req.url` is. Which, in my outsider opinion, is a bit
+strange. `println!` and `format!`, etc., all handle values they don't know at
+compile time. Why can't `concat!`? By any means, we need a new plan of attack.
+How about we try formatting strings?
+
+```rust
+fn hello_world(req: &mut Request) -> IronResult<Response> {
+    Ok(Response::with((status::Ok, format!("You found the URL: {}", req.url))))
+}
+```
+
+And at long last, it works. Onwards!
+
+## Issue 2: Fighting with the borrow checker
+
+Rust's single coolest feature is how the compiler can guarantee safety in your
+program. As long as you don't use `unsafe` pointers in Rust, you're guaranteed
+safety. And not having truly manual memory management is really cool; I'm
+totally OK with never having to write `malloc()` again.
+
+That said, even [the Rust documentation](https://doc.rust-lang.org/book/ownership.html) makes a specific note:
+
+> Many new users to Rust experience something we like to call
+> ‘fighting with the borrow checker’, where the Rust compiler refuses to
+> compile a program that the author thinks is valid.
+
+If you have to put it in the documentation, it's not a helpful note:
+it's hazing.
+
+So now that we have a handler which works with information from the request, we
+want to start making something that looks like an actual web application.
+The router provided by `iron` isn't terribly difficult so I won't cover it.
+Instead, the thing that had me stumped for a couple hours was trying to
+dynamically create routes.
+
+The unfortunate thing with Rust (in my limited experience at the moment) is that
+there is a severe lack of non-trivial examples. Using the router is easy when
+you want to give an example of a static function. But how do you you start
+working on things that are a bit more complex?
+
+We're going to cover that here. Our first try: creating a function which returns
+other functions. This is a principle called [currying](http://stackoverflow.com/a/36321/1454178). We set up a function that allows us to keep some data in scope
+for another function to come later.
+
+```rust
+fn build_handler(message: String) -> Fn(&mut Request) -> IronResult<Response> {
+    move |_: &mut Request| {
+        Ok(Response::with((status::Ok, message)))
+    }
+}
+```
+
+We've simply set up a function that returns another anonymous function with the
+`message` parameter scoped in. If you compile this, you get not 1, not 2, but 5
+new errors. 4 of them are the same though:
+
+```
+    error[E0277]: the trait bound `for<'r, 'r, 'r> std::ops::Fn(&'r mut iron::Request<'r, 'r>) -> std::result::Result<iron::Response, iron::IronError> + 'static: std::marker::Sized` is not satisfied
+```
+
+...oookay. I for one, am not going to spend time trying to figure out what's
+going on there.
+
+And it is here that I will save the audience many hours of frustrated effort.
+At this point, I decided to switch from `iron` to pure `hyper` since using
+`hyper` would give me a much simpler API. All I would have to do is build a
+function that took two parameters as input, and we're done. That said, it
+ultimately posed many more issues because I started getting into a weird fight
+with the `'static` [lifetime](https://doc.rust-lang.org/book/lifetimes.html)
+and being a Rust newbie I just gave up on trying to understand it.
+
+Instead, we will abandon (mostly) the curried function attempt, and instead
+take advantage of something Rust actually intends us to use: `struct` and
+`trait`.
+
+Remember when I talked about a lack of non-trivial examples on the Internet?
+This is what I was talking about. I could only find *one* example of this
+available online, and it was incredibly complex and contained code we honestly
+don't need or care about. There was no documentation of how to build routes that
+didn't use static functions, etc. But, I'm assuming you don't really care about
+my whining, so let's get to it.
+
+The `iron` documentation mentions the [`Handler`](http://ironframework.io/doc/iron/middleware/trait.Handler.html) trait as being something we can implement.
+Does the function signature for that `handle()` method look familiar? It's what
+we've been working with so far.
+
+The principle is that we need to define a new `struct` to hold our data, then
+implement that `handle()` method to return the result. Something that looks
+like this might do:
+
+```rust
+struct EchoHandler {
+    message: String
+}
+
+impl Handler for EchoHandler {
+    fn handle(&self, _: &mut Request) -> IronResult<Response> {
+        Ok(Response::with((status::Ok, self.message)))
+    }
+}
+
+// Later in the code when we set up the router...
+let echo = EchoHandler {
+    message: "Is it working yet?"
+}
+router.get("/", echo.handle, "index");
+```
+
+We attempt to build a struct, and give its `handle` method off to the router
+so the router knows what to do.
+
+You guessed it, more errors:
+
+```
+    error: attempted to take value of method `handle` on type `EchoHandler`
+```
+
+Now, the Rust compiler is actually a really nice fellow, and offers us help:
+
+```
+    help: maybe a `()` to call it is missing? If not, try an anonymous function
+```
+
+We definitely don't want to call that function, so maybe try an anonymous
+function as it recommends?
+
+```rust
+router.get("/", |req: &mut Request| echo.handle(req), "index");
+```
+
+Another error:
+
+```
+    error[E0373]: closure may outlive the current function, but it borrows `echo`, which is owned by the current function
+```
+
+Another helpful message:
+
+```
+    help: to force the closure to take ownership of `echo` (and any other referenced variables), use the `move` keyword
+```
+
+We're getting closer though! Let's implement this change:
+
+```rust
+router.get("/", move |req: &mut Request| echo.handle(req), "index");
+```
+
+And here's where things get strange:
+
+```
+    error[E0507]: cannot move out of borrowed content
+      --> src/main.rs:18:40
+       |
+    18 |         Ok(Response::with((status::Ok, self.message)))
+       |                                        ^^^^ cannot move out of borrowed content
+```
+
+Now, this took me another couple hours to figure out. I'm going to explain it,
+but **keep this in mind: Rust only allows one reference at a time** (exceptions
+apply of course).
+
+When we attempt to use `self.message` as it has been created in the earlier
+`struct`, we essentially are trying to give it away to another piece of code.
+Rust's semantics then state that *we may no longer access it* unless it is
+returned to us (which `iron`'s code does not do). There are two ways to fix
+this:
+
+1. Only give away references (i.e. `&self.message` instead of `self.message`)
+instead of transferring ownership
+2. Make a copy of the underlying value which will be safe to give away
+
+I didn't know these were the two options originally, so I hope this helps the
+audience out. Because `iron` won't accept a reference, we are forced into the
+second option: making a copy. To do so, we just need to change the function
+to look like this:
+
+```rust
+Ok(Response::with((status::Ok, self.message.clone())))
+```
+
+Not so bad, huh? My only complaint is that it took so long to figure out exactly
+what was going on.
+
+And now we have a small server that we can configure dynamically. At long last.
+
+> Final sidenote: You can actually do this without anonymous functions. Just
+> change the router line to:
+>     `router.get("/", echo, "index");`
+>
+> Rust's type system seems to figure out that we want to use the `handle()` method.
+
+## Conclusion
+
+After a good long days' work, we now have the routing functionality set up on
+our application. We should be able to scale this pretty well in the future:
+the RSS content we need to deliver in the future can be treated as a string, so
+the building blocks are in place.
+
+There are two important things I learned starting with Rust today:
+
+1. Rust is a new language, and while the code is high-quality, the mindshare is coming.
+2. I'm a terrible programmer.
+
+Number 1 is pretty obvious and not surprising to anyone. Number two caught me
+off guard. I've gotten used to having either a garbage collector (Java, Python,
+etc.) or playing a little fast and loose with scoping rules (C, C++). You don't
+have to worry about object lifetime there. With Rust, it's forcing me to fully
+understand and use well the memory in my applications. In the final mistake I
+fixed (using `.clone()`) I would have been fine in C++ to just give away that
+reference and never use it again. I wouldn't have run into a "use-after-free"
+error, but I would have potentially been leaking memory. Rust forced me to be
+incredibly precise about how I use it.
+
+All said I'm excited for using Rust more. I think it's super cool, it's just
+going to take me a lot longer to do this than I originally thought.
\ No newline at end of file
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new file mode 100644
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@@ -0,0 +1,9 @@
+Title: Audio Compression using PCA
+Date: 2016-11-01
+Category: Blog
+Tags: PCA, Machine Learning, Digital Signal Processing
+Authors: Bradlee Speice
+Summary: In which I apply Machine Learning techniques to Digital Signal Processing to astounding failure.
+[//]: <> "Modified: "
+
+{% notebook 2016-11-01-PCA-audio-compression.ipynb %}
diff --git a/blog/2016-11-01-PCA-audio-compression/_notebook.ipynb b/blog/2016-11-01-PCA-audio-compression/_notebook.ipynb
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--- /dev/null
+++ b/blog/2016-11-01-PCA-audio-compression/_notebook.ipynb
@@ -0,0 +1,599 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Towards a new (and pretty poor) compression scheme\n",
+    "--------------------------------------------------\n",
+    "\n",
+    "I'm going to be working with some audio data for a while as I get prepared for a term project this semester. I'll be working (with a partner) to design a system for separating voices from music. Given my total lack of experience with [Digital Signal Processing][1] I figured that now was as good a time as ever to work on a couple of fun projects that would get me back up to speed.\n",
+    "\n",
+    "The first project I want to work on: Designing a new compression scheme for audio data.\n",
+    "\n",
+    "A Brief Introduction to Audio Compression\n",
+    "-----------------------------------------\n",
+    "\n",
+    "Audio files when uncompressed (files ending with `.wav`) are huge. Like, 10.5 Megabytes per minute huge. Storage is cheap these days, but that's still an incredible amount of data that we don't really need. Instead, we'd like to compress that data so that it's not taking up so much space. There are broadly two ways to accomplish this:\n",
+    "\n",
+    "1. Lossless compression - Formats like [FLAC][2], [ALAC][3], and [Monkey's Audio (.ape)][4] all go down this route. The idea is that when you compress and uncompress a file, you get exactly the same as what you started with.\n",
+    "\n",
+    "2. Lossy compression - Formats like [MP3][5], [Ogg][6], and [AAC (`.m4a`)][7] are far more popular, but make a crucial tradeoff: We can reduce the file size even more during compression, but the decompressed file won't be the same.\n",
+    "\n",
+    "There is a fundamental tradeoff at stake: Using lossy compression sacrifices some of the integrity of the resulting file to save on storage space. Most people (I personally believe it's everybody) can't hear the difference, so this is an acceptable tradeoff. You have files that take up a 10<sup>th</sup> of the space, and nobody can tell there's a difference in audio quality.\n",
+    "\n",
+    "A PCA-based Compression Scheme\n",
+    "------------------------------\n",
+    "\n",
+    "What I want to try out is a [PCA][8] approach to encoding audio. The PCA technique comes from Machine Learning, where it is used for a process called [Dimensionality Reduction][9]. Put simply, the idea is the same as lossy compression: if we can find a way that represents the data well enough, we can save on space. There are a lot of theoretical concerns that lead me to believe this compression style will not end well, but I'm interested to try it nonetheless.\n",
+    "\n",
+    "PCA works as follows: Given a dataset with a number of features, I find a way to approximate those original features using some \"new features\" that are statistically as close as possible to the original ones. This is comparable to a scheme like MP3: Given an original signal, I want to find a way of representing it that gets approximately close to what the original was. The difference is that PCA is designed for statistical data, and not signal data. But we won't let that stop us.\n",
+    "\n",
+    "The idea is as follows: Given a signal, reshape it into 1024 columns by however many rows are needed (zero-padded if necessary). Run the PCA algorithm, and do dimensionality reduction with a couple different settings. The number of components I choose determines the quality: If I use 1024 components, I will essentially be using the original signal. If I use a smaller number of components, I start losing some of the data that was in the original file. This will give me an idea of whether it's possible to actually build an encoding scheme off of this, or whether I'm wasting my time.\n",
+    "\n",
+    "Running the Algorithm\n",
+    "---------------------\n",
+    "\n",
+    "The audio I will be using comes from the song [Tabulasa][10], by [Broke for Free][11]. I'll be loading in the audio signal to Python and using [Scikit-Learn][12] to actually run the PCA algorithm.\n",
+    "\n",
+    "We first need to convert the FLAC file I have to a WAV:\n",
+    "\n",
+    "[1]: https://en.wikipedia.org/wiki/Digital_signal_processing\n",
+    "[2]: https://en.wikipedia.org/wiki/FLAC\n",
+    "[3]: https://en.wikipedia.org/wiki/Apple_Lossless\n",
+    "[4]: https://en.wikipedia.org/wiki/Monkey%27s_Audio\n",
+    "[5]: https://en.wikipedia.org/wiki/MP3\n",
+    "[6]: https://en.wikipedia.org/wiki/Vorbis\n",
+    "[7]: https://en.wikipedia.org/wiki/Advanced_Audio_Coding\n",
+    "[8]: https://en.wikipedia.org/wiki/Principal_component_analysis\n",
+    "[9]: https://en.wikipedia.org/wiki/Dimensionality_reduction\n",
+    "[10]: https://brokeforfree.bandcamp.com/track/tabulasa\n",
+    "[11]: https://brokeforfree.bandcamp.com/album/xxvii\n",
+    "[12]: http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html#sklearn.decomposition.PCA"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "!ffmpeg -hide_banner -loglevel panic -i \"Broke For Free/XXVII/01 Tabulasa.flac\" \"Tabulasa.wav\" -c wav"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Then, let's go ahead and load a small sample so you can hear what is going on."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
+       "                    <source 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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from IPython.display import Audio\n",
+    "from scipy.io import wavfile\n",
+    "\n",
+    "samplerate, tabulasa = wavfile.read('Tabulasa.wav')\n",
+    "\n",
+    "start = samplerate * 14 # 10 seconds in\n",
+    "end = start + samplerate * 10 # 5 second duration\n",
+    "Audio(data=tabulasa[start:end, 0], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, we'll define the code we will be using to do PCA. It's very short, as the PCA algorithm is very simple."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "from sklearn.decomposition import PCA\n",
+    "import numpy as np\n",
+    "\n",
+    "def pca_reduce(signal, n_components, block_size=1024):\n",
+    "    \n",
+    "    # First, zero-pad the signal so that it is divisible by the block_size\n",
+    "    samples = len(signal)\n",
+    "    hanging = block_size - np.mod(samples, block_size)\n",
+    "    padded = np.lib.pad(signal, (0, hanging), 'constant', constant_values=0)\n",
+    "    \n",
+    "    # Reshape the signal to have 1024 dimensions\n",
+    "    reshaped = padded.reshape((len(padded) // block_size, block_size))\n",
+    "    \n",
+    "    # Second, do the actual PCA process\n",
+    "    pca = PCA(n_components=n_components)\n",
+    "    pca.fit(reshaped)\n",
+    "    \n",
+    "    transformed = pca.transform(reshaped)\n",
+    "    reconstructed = pca.inverse_transform(transformed).reshape((len(padded)))\n",
+    "    return pca, transformed, reconstructed"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now that we've got our functions set up, let's try actually running something. First, we'll use `n_components == block_size`, which implies that we should end up with the same signal we started with."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
+       "                    <source 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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "tabulasa_left = tabulasa[:,0]\n",
+    "\n",
+    "_, _, reconstructed = pca_reduce(tabulasa_left, 1024, 1024)\n",
+    "\n",
+    "Audio(data=reconstructed[start:end], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "OK, that does indeed sound like what we originally had. Let's drastically cut down the number of components we're doing this with as a sanity check: the audio quality should become incredibly poor."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
+       "                    <source 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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "_, _, reconstructed = pca_reduce(tabulasa_left, 32, 1024)\n",
+    "\n",
+    "Audio(data=reconstructed[start:end], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As expected, our reconstructed audio does sound incredibly poor! But there's something else very interesting going on here under the hood. Did you notice that the bassline comes across very well, but that there's no midrange or treble? The drums are almost entirely gone.\n",
+    "\n",
+    "[Drop the (Treble)][13]\n",
+    "-----------------------\n",
+    "\n",
+    "It will help to understand PCA more fully when trying to read this part, but I'll do my best to break it down. PCA tries to find a way to best represent the dataset using \"components.\" Think of each \"component\" as containing some of the information you need in order to reconstruct the full audio. For example, you might have a \"low frequency\" component that contains all the information you need in order to hear the bassline. There might be other components that explain the high frequency things like singers, or melodies, that you also need.\n",
+    "\n",
+    "What makes PCA interesting is that it attempts to find the \"most important\" components in explaining the signal. In a signal processing world, this means that PCA is trying to find the signal amongst the noise in your data. In our case, this means that PCA, when forced to work with small numbers of components, will chuck out the noisy components first. It's doing it's best job to reconstruct the signal, but it has to make sacrifices somewhere.\n",
+    "\n",
+    "So I've mentioned that PCA identifies the \"noisy\" components in our dataset. This is equivalent to saying that PCA removes the \"high frequency\" components in this case: it's very easy to represent a low-frequency signal like a bassline. It's far more difficult to represent a high-frequency signal because it's changing all the time. When you force PCA to make a tradeoff by using a small number of components, the best it can hope to do is replicate the low-frequency sections and skip the high-frequency things.\n",
+    "\n",
+    "This is a very interesting insight, and it also has echos (pardon the pun) of how humans understand music in general. Other encoding schemes (like MP3, etc.) typically chop off a lot of the high-frequency range as well. There is typically a lot of high-frequency noise in audio that is nearly impossible to hear, so it's easy to remove it without anyone noticing. PCA ends up doing something similar, and while that certainly wasn't the intention, it is an interesting effect.\n",
+    "\n",
+    "## A More Realistic Example\n",
+    "\n",
+    "So we've seen the edge cases so far: Using a large number of components results in audio very close to the original, and using a small number of components acts as a low-pass filter. How about we develop something that sounds \"good enough\" in practice, that we can use as a benchmark for size? We'll use ourselves as judges of audio quality, and build another function to help us estimate how much space we need to store everything in.\n",
+    "\n",
+    "[13]: https://youtu.be/Ua0KpfJsxKo?t=1m17s"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>Raw</th>\n",
+       "      <th>PCA</th>\n",
+       "      <th>PCA w/ BZ2</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>(1, 1)</th>\n",
+       "      <td>69.054298</td>\n",
+       "      <td>138.108597</td>\n",
+       "      <td>16.431797</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(1, 2)</th>\n",
+       "      <td>69.054306</td>\n",
+       "      <td>69.054306</td>\n",
+       "      <td>32.981380</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(1, 4)</th>\n",
+       "      <td>69.054321</td>\n",
+       "      <td>34.527161</td>\n",
+       "      <td>16.715032</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(4, 32)</th>\n",
+       "      <td>69.054443</td>\n",
+       "      <td>17.263611</td>\n",
+       "      <td>8.481735</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(16, 256)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>8.631836</td>\n",
+       "      <td>4.274846</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(32, 256)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>17.263672</td>\n",
+       "      <td>8.542909</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(64, 256)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>34.527344</td>\n",
+       "      <td>17.097543</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(128, 1024)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>17.263672</td>\n",
+       "      <td>9.430644</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(256, 1024)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>34.527344</td>\n",
+       "      <td>18.870387</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(512, 1024)</th>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>69.054688</td>\n",
+       "      <td>37.800940</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(128, 2048)</th>\n",
+       "      <td>69.062500</td>\n",
+       "      <td>8.632812</td>\n",
+       "      <td>6.185015</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(256, 2048)</th>\n",
+       "      <td>69.062500</td>\n",
+       "      <td>17.265625</td>\n",
+       "      <td>12.366942</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(512, 2048)</th>\n",
+       "      <td>69.062500</td>\n",
+       "      <td>34.531250</td>\n",
+       "      <td>24.736506</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>(1024, 2048)</th>\n",
+       "      <td>69.062500</td>\n",
+       "      <td>69.062500</td>\n",
+       "      <td>49.517493</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                    Raw         PCA  PCA w/ BZ2\n",
+       "(1, 1)        69.054298  138.108597   16.431797\n",
+       "(1, 2)        69.054306   69.054306   32.981380\n",
+       "(1, 4)        69.054321   34.527161   16.715032\n",
+       "(4, 32)       69.054443   17.263611    8.481735\n",
+       "(16, 256)     69.054688    8.631836    4.274846\n",
+       "(32, 256)     69.054688   17.263672    8.542909\n",
+       "(64, 256)     69.054688   34.527344   17.097543\n",
+       "(128, 1024)   69.054688   17.263672    9.430644\n",
+       "(256, 1024)   69.054688   34.527344   18.870387\n",
+       "(512, 1024)   69.054688   69.054688   37.800940\n",
+       "(128, 2048)   69.062500    8.632812    6.185015\n",
+       "(256, 2048)   69.062500   17.265625   12.366942\n",
+       "(512, 2048)   69.062500   34.531250   24.736506\n",
+       "(1024, 2048)  69.062500   69.062500   49.517493"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "from bz2 import compress\n",
+    "import pandas as pd\n",
+    "\n",
+    "def raw_estimate(transformed, pca):\n",
+    "    # We assume that we'll be storing things as 16-bit WAV,\n",
+    "    # meaning two bytes per sample\n",
+    "    signal_bytes = transformed.tobytes()\n",
+    "    # PCA stores the components as floating point, we'll assume\n",
+    "    # that means 32-bit floats, so 4 bytes per element\n",
+    "    component_bytes = transformed.tobytes()\n",
+    "    \n",
+    "    # Return a result in megabytes\n",
+    "    return (len(signal_bytes) + len(component_bytes)) / (2**20)\n",
+    "\n",
+    "# Do an estimate for lossless compression applied on top of our\n",
+    "# PCA reduction\n",
+    "def bz2_estimate(transformed, pca):\n",
+    "    bytestring = transformed.tobytes() + b';' + pca.components_.tobytes()\n",
+    "    compressed = compress(bytestring)\n",
+    "    return len(compressed) / (2**20)\n",
+    "\n",
+    "compression_attempts = [\n",
+    "    (1, 1),\n",
+    "    (1, 2),\n",
+    "    (1, 4),\n",
+    "    (4, 32),\n",
+    "    (16, 256),\n",
+    "    (32, 256),\n",
+    "    (64, 256),\n",
+    "    (128, 1024),\n",
+    "    (256, 1024),\n",
+    "    (512, 1024),\n",
+    "    (128, 2048),\n",
+    "    (256, 2048),\n",
+    "    (512, 2048),\n",
+    "    (1024, 2048)\n",
+    "]\n",
+    "\n",
+    "def build_estimates(signal, n_components, block_size):\n",
+    "    pca, transformed, recon = pca_reduce(tabulasa_left, n_components, block_size)\n",
+    "    raw_pca_estimate = raw_estimate(transformed, pca)\n",
+    "    bz2_pca_estimate = bz2_estimate(transformed, pca)\n",
+    "    raw_size = len(recon.tobytes()) / (2**20)\n",
+    "    return raw_size, raw_pca_estimate, bz2_pca_estimate\n",
+    "\n",
+    "pca_compression_results = pd.DataFrame([\n",
+    "        build_estimates(tabulasa_left, n, bs)\n",
+    "        for n, bs in compression_attempts\n",
+    "    ])\n",
+    "\n",
+    "pca_compression_results.columns = [\"Raw\", \"PCA\", \"PCA w/ BZ2\"]\n",
+    "pca_compression_results.index = compression_attempts\n",
+    "pca_compression_results"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As we can see, there are a couple of instances where we do nearly 20 times better on storage space than the uncompressed file. Let's here what that sounds like:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "_, _, reconstructed = pca_reduce(tabulasa_left, 16, 256)\n",
+    "Audio(data=reconstructed[start:end], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It sounds incredibly poor though. Let's try something that's a bit more realistic:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
+       "                    <source 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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 8,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "_, _, reconstructed = pca_reduce(tabulasa_left, 1, 4)\n",
+    "Audio(data=reconstructed[start:end], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And just out of curiosity, we can try something that has the same ratio of components to block size. This should be close to an apples-to-apples comparison."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "                <audio controls=\"controls\" >\n",
+       "                    <source 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\" type=\"audio/wav\" />\n",
+       "                    Your browser does not support the audio element.\n",
+       "                </audio>\n",
+       "              "
+      ],
+      "text/plain": [
+       "<IPython.lib.display.Audio object>"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "_, _, reconstructed = pca_reduce(tabulasa_left, 64, 256)\n",
+    "Audio(data=reconstructed[start:end], rate=samplerate)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The smaller block size definitely has better high-end response, but I personally think the larger block size sounds better overall."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Conclusions\n",
+    "\n",
+    "So, what do I think about audio compression using PCA?\n",
+    "\n",
+    "Strangely enough, it actually works pretty well relative to what I expected. That said, it's a terrible idea in general.\n",
+    "\n",
+    "First off, you don't really save any space. The component matrix needed to actually run the PCA algorithm takes up a lot of space on its own, so it's very difficult to save space without sacrificing a huge amount of audio quality. And even then, codecs like AAC sound very nice even at bitrates that this PCA method could only dream of.\n",
+    "\n",
+    "Second, there's the issue of audio streaming. PCA relies on two components: the datastream, and a matrix used to reconstruct the original signal. While it is easy to stream the data, you can't stream that matrix. And even if you divided the stream up into small blocks to give you a small matrix, you must guarantee that the matrix arrives; if you don't have that matrix, the data stream will make no sense whatsoever.\n",
+    "\n",
+    "All said, this was an interesting experiment. It's really cool seeing PCA used for signal analysis where I haven't seen it applied before, but I don't think it will lead to any practical results. Look forward to more signal processing stuff in the future!"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.5.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 1
+}
diff --git a/blog/2016-11-01-PCA-audio-compression/_notebook.md b/blog/2016-11-01-PCA-audio-compression/_notebook.md
new file mode 100644
index 0000000..4e1ec14
--- /dev/null
+++ b/blog/2016-11-01-PCA-audio-compression/_notebook.md
@@ -0,0 +1,401 @@
+Towards a new (and pretty poor) compression scheme
+--------------------------------------------------
+
+I'm going to be working with some audio data for a while as I get prepared for a term project this semester. I'll be working (with a partner) to design a system for separating voices from music. Given my total lack of experience with [Digital Signal Processing][1] I figured that now was as good a time as ever to work on a couple of fun projects that would get me back up to speed.
+
+The first project I want to work on: Designing a new compression scheme for audio data.
+
+A Brief Introduction to Audio Compression
+-----------------------------------------
+
+Audio files when uncompressed (files ending with `.wav`) are huge. Like, 10.5 Megabytes per minute huge. Storage is cheap these days, but that's still an incredible amount of data that we don't really need. Instead, we'd like to compress that data so that it's not taking up so much space. There are broadly two ways to accomplish this:
+
+1. Lossless compression - Formats like [FLAC][2], [ALAC][3], and [Monkey's Audio (.ape)][4] all go down this route. The idea is that when you compress and uncompress a file, you get exactly the same as what you started with.
+
+2. Lossy compression - Formats like [MP3][5], [Ogg][6], and [AAC (`.m4a`)][7] are far more popular, but make a crucial tradeoff: We can reduce the file size even more during compression, but the decompressed file won't be the same.
+
+There is a fundamental tradeoff at stake: Using lossy compression sacrifices some of the integrity of the resulting file to save on storage space. Most people (I personally believe it's everybody) can't hear the difference, so this is an acceptable tradeoff. You have files that take up a 10<sup>th</sup> of the space, and nobody can tell there's a difference in audio quality.
+
+A PCA-based Compression Scheme
+------------------------------
+
+What I want to try out is a [PCA][8] approach to encoding audio. The PCA technique comes from Machine Learning, where it is used for a process called [Dimensionality Reduction][9]. Put simply, the idea is the same as lossy compression: if we can find a way that represents the data well enough, we can save on space. There are a lot of theoretical concerns that lead me to believe this compression style will not end well, but I'm interested to try it nonetheless.
+
+PCA works as follows: Given a dataset with a number of features, I find a way to approximate those original features using some "new features" that are statistically as close as possible to the original ones. This is comparable to a scheme like MP3: Given an original signal, I want to find a way of representing it that gets approximately close to what the original was. The difference is that PCA is designed for statistical data, and not signal data. But we won't let that stop us.
+
+The idea is as follows: Given a signal, reshape it into 1024 columns by however many rows are needed (zero-padded if necessary). Run the PCA algorithm, and do dimensionality reduction with a couple different settings. The number of components I choose determines the quality: If I use 1024 components, I will essentially be using the original signal. If I use a smaller number of components, I start losing some of the data that was in the original file. This will give me an idea of whether it's possible to actually build an encoding scheme off of this, or whether I'm wasting my time.
+
+Running the Algorithm
+---------------------
+
+The audio I will be using comes from the song [Tabulasa][10], by [Broke for Free][11]. I'll be loading in the audio signal to Python and using [Scikit-Learn][12] to actually run the PCA algorithm.
+
+We first need to convert the FLAC file I have to a WAV:
+
+[1]: https://en.wikipedia.org/wiki/Digital_signal_processing
+[2]: https://en.wikipedia.org/wiki/FLAC
+[3]: https://en.wikipedia.org/wiki/Apple_Lossless
+[4]: https://en.wikipedia.org/wiki/Monkey%27s_Audio
+[5]: https://en.wikipedia.org/wiki/MP3
+[6]: https://en.wikipedia.org/wiki/Vorbis
+[7]: https://en.wikipedia.org/wiki/Advanced_Audio_Coding
+[8]: https://en.wikipedia.org/wiki/Principal_component_analysis
+[9]: https://en.wikipedia.org/wiki/Dimensionality_reduction
+[10]: https://brokeforfree.bandcamp.com/track/tabulasa
+[11]: https://brokeforfree.bandcamp.com/album/xxvii
+[12]: http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html#sklearn.decomposition.PCA
+
+
+```python
+!ffmpeg -hide_banner -loglevel panic -i "Broke For Free/XXVII/01 Tabulasa.flac" "Tabulasa.wav" -c wav
+```
+
+Then, let's go ahead and load a small sample so you can hear what is going on.
+
+
+```python
+from IPython.display import Audio
+from scipy.io import wavfile
+
+samplerate, tabulasa = wavfile.read('Tabulasa.wav')
+
+start = samplerate * 14 # 10 seconds in
+end = start + samplerate * 10 # 5 second duration
+Audio(data=tabulasa[start:end, 0], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+Next, we'll define the code we will be using to do PCA. It's very short, as the PCA algorithm is very simple.
+
+
+```python
+from sklearn.decomposition import PCA
+import numpy as np
+
+def pca_reduce(signal, n_components, block_size=1024):
+    
+    # First, zero-pad the signal so that it is divisible by the block_size
+    samples = len(signal)
+    hanging = block_size - np.mod(samples, block_size)
+    padded = np.lib.pad(signal, (0, hanging), 'constant', constant_values=0)
+    
+    # Reshape the signal to have 1024 dimensions
+    reshaped = padded.reshape((len(padded) // block_size, block_size))
+    
+    # Second, do the actual PCA process
+    pca = PCA(n_components=n_components)
+    pca.fit(reshaped)
+    
+    transformed = pca.transform(reshaped)
+    reconstructed = pca.inverse_transform(transformed).reshape((len(padded)))
+    return pca, transformed, reconstructed
+```
+
+Now that we've got our functions set up, let's try actually running something. First, we'll use `n_components == block_size`, which implies that we should end up with the same signal we started with.
+
+
+```python
+tabulasa_left = tabulasa[:,0]
+
+_, _, reconstructed = pca_reduce(tabulasa_left, 1024, 1024)
+
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+OK, that does indeed sound like what we originally had. Let's drastically cut down the number of components we're doing this with as a sanity check: the audio quality should become incredibly poor.
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 32, 1024)
+
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+As expected, our reconstructed audio does sound incredibly poor! But there's something else very interesting going on here under the hood. Did you notice that the bassline comes across very well, but that there's no midrange or treble? The drums are almost entirely gone.
+
+[Drop the (Treble)][13]
+-----------------------
+
+It will help to understand PCA more fully when trying to read this part, but I'll do my best to break it down. PCA tries to find a way to best represent the dataset using "components." Think of each "component" as containing some of the information you need in order to reconstruct the full audio. For example, you might have a "low frequency" component that contains all the information you need in order to hear the bassline. There might be other components that explain the high frequency things like singers, or melodies, that you also need.
+
+What makes PCA interesting is that it attempts to find the "most important" components in explaining the signal. In a signal processing world, this means that PCA is trying to find the signal amongst the noise in your data. In our case, this means that PCA, when forced to work with small numbers of components, will chuck out the noisy components first. It's doing it's best job to reconstruct the signal, but it has to make sacrifices somewhere.
+
+So I've mentioned that PCA identifies the "noisy" components in our dataset. This is equivalent to saying that PCA removes the "high frequency" components in this case: it's very easy to represent a low-frequency signal like a bassline. It's far more difficult to represent a high-frequency signal because it's changing all the time. When you force PCA to make a tradeoff by using a small number of components, the best it can hope to do is replicate the low-frequency sections and skip the high-frequency things.
+
+This is a very interesting insight, and it also has echos (pardon the pun) of how humans understand music in general. Other encoding schemes (like MP3, etc.) typically chop off a lot of the high-frequency range as well. There is typically a lot of high-frequency noise in audio that is nearly impossible to hear, so it's easy to remove it without anyone noticing. PCA ends up doing something similar, and while that certainly wasn't the intention, it is an interesting effect.
+
+## A More Realistic Example
+
+So we've seen the edge cases so far: Using a large number of components results in audio very close to the original, and using a small number of components acts as a low-pass filter. How about we develop something that sounds "good enough" in practice, that we can use as a benchmark for size? We'll use ourselves as judges of audio quality, and build another function to help us estimate how much space we need to store everything in.
+
+[13]: https://youtu.be/Ua0KpfJsxKo?t=1m17s
+
+
+```python
+from bz2 import compress
+import pandas as pd
+
+def raw_estimate(transformed, pca):
+    # We assume that we'll be storing things as 16-bit WAV,
+    # meaning two bytes per sample
+    signal_bytes = transformed.tobytes()
+    # PCA stores the components as floating point, we'll assume
+    # that means 32-bit floats, so 4 bytes per element
+    component_bytes = transformed.tobytes()
+    
+    # Return a result in megabytes
+    return (len(signal_bytes) + len(component_bytes)) / (2**20)
+
+# Do an estimate for lossless compression applied on top of our
+# PCA reduction
+def bz2_estimate(transformed, pca):
+    bytestring = transformed.tobytes() + b';' + pca.components_.tobytes()
+    compressed = compress(bytestring)
+    return len(compressed) / (2**20)
+
+compression_attempts = [
+    (1, 1),
+    (1, 2),
+    (1, 4),
+    (4, 32),
+    (16, 256),
+    (32, 256),
+    (64, 256),
+    (128, 1024),
+    (256, 1024),
+    (512, 1024),
+    (128, 2048),
+    (256, 2048),
+    (512, 2048),
+    (1024, 2048)
+]
+
+def build_estimates(signal, n_components, block_size):
+    pca, transformed, recon = pca_reduce(tabulasa_left, n_components, block_size)
+    raw_pca_estimate = raw_estimate(transformed, pca)
+    bz2_pca_estimate = bz2_estimate(transformed, pca)
+    raw_size = len(recon.tobytes()) / (2**20)
+    return raw_size, raw_pca_estimate, bz2_pca_estimate
+
+pca_compression_results = pd.DataFrame([
+        build_estimates(tabulasa_left, n, bs)
+        for n, bs in compression_attempts
+    ])
+
+pca_compression_results.columns = ["Raw", "PCA", "PCA w/ BZ2"]
+pca_compression_results.index = compression_attempts
+pca_compression_results
+```
+
+
+
+
+<div>
+<table border="1" class="dataframe">
+  <thead>
+    <tr style="text-align: right;">
+      <th></th>
+      <th>Raw</th>
+      <th>PCA</th>
+      <th>PCA w/ BZ2</th>
+    </tr>
+  </thead>
+  <tbody>
+    <tr>
+      <th>(1, 1)</th>
+      <td>69.054298</td>
+      <td>138.108597</td>
+      <td>16.431797</td>
+    </tr>
+    <tr>
+      <th>(1, 2)</th>
+      <td>69.054306</td>
+      <td>69.054306</td>
+      <td>32.981380</td>
+    </tr>
+    <tr>
+      <th>(1, 4)</th>
+      <td>69.054321</td>
+      <td>34.527161</td>
+      <td>16.715032</td>
+    </tr>
+    <tr>
+      <th>(4, 32)</th>
+      <td>69.054443</td>
+      <td>17.263611</td>
+      <td>8.481735</td>
+    </tr>
+    <tr>
+      <th>(16, 256)</th>
+      <td>69.054688</td>
+      <td>8.631836</td>
+      <td>4.274846</td>
+    </tr>
+    <tr>
+      <th>(32, 256)</th>
+      <td>69.054688</td>
+      <td>17.263672</td>
+      <td>8.542909</td>
+    </tr>
+    <tr>
+      <th>(64, 256)</th>
+      <td>69.054688</td>
+      <td>34.527344</td>
+      <td>17.097543</td>
+    </tr>
+    <tr>
+      <th>(128, 1024)</th>
+      <td>69.054688</td>
+      <td>17.263672</td>
+      <td>9.430644</td>
+    </tr>
+    <tr>
+      <th>(256, 1024)</th>
+      <td>69.054688</td>
+      <td>34.527344</td>
+      <td>18.870387</td>
+    </tr>
+    <tr>
+      <th>(512, 1024)</th>
+      <td>69.054688</td>
+      <td>69.054688</td>
+      <td>37.800940</td>
+    </tr>
+    <tr>
+      <th>(128, 2048)</th>
+      <td>69.062500</td>
+      <td>8.632812</td>
+      <td>6.185015</td>
+    </tr>
+    <tr>
+      <th>(256, 2048)</th>
+      <td>69.062500</td>
+      <td>17.265625</td>
+      <td>12.366942</td>
+    </tr>
+    <tr>
+      <th>(512, 2048)</th>
+      <td>69.062500</td>
+      <td>34.531250</td>
+      <td>24.736506</td>
+    </tr>
+    <tr>
+      <th>(1024, 2048)</th>
+      <td>69.062500</td>
+      <td>69.062500</td>
+      <td>49.517493</td>
+    </tr>
+  </tbody>
+</table>
+</div>
+
+
+
+As we can see, there are a couple of instances where we do nearly 20 times better on storage space than the uncompressed file. Let's here what that sounds like:
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 16, 256)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+It sounds incredibly poor though. Let's try something that's a bit more realistic:
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 1, 4)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+And just out of curiosity, we can try something that has the same ratio of components to block size. This should be close to an apples-to-apples comparison.
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 64, 256)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+
+
+
+
+<audio controls="controls" >
+    <source 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" type="audio/wav" />
+    Your browser does not support the audio element.
+</audio>
+
+
+
+
+The smaller block size definitely has better high-end response, but I personally think the larger block size sounds better overall.
+
+## Conclusions
+
+So, what do I think about audio compression using PCA?
+
+Strangely enough, it actually works pretty well relative to what I expected. That said, it's a terrible idea in general.
+
+First off, you don't really save any space. The component matrix needed to actually run the PCA algorithm takes up a lot of space on its own, so it's very difficult to save space without sacrificing a huge amount of audio quality. And even then, codecs like AAC sound very nice even at bitrates that this PCA method could only dream of.
+
+Second, there's the issue of audio streaming. PCA relies on two components: the datastream, and a matrix used to reconstruct the original signal. While it is easy to stream the data, you can't stream that matrix. And even if you divided the stream up into small blocks to give you a small matrix, you must guarantee that the matrix arrives; if you don't have that matrix, the data stream will make no sense whatsoever.
+
+All said, this was an interesting experiment. It's really cool seeing PCA used for signal analysis where I haven't seen it applied before, but I don't think it will lead to any practical results. Look forward to more signal processing stuff in the future!
diff --git a/blog/2016-11-01-PCA-audio-compression/index.mdx b/blog/2016-11-01-PCA-audio-compression/index.mdx
new file mode 100644
index 0000000..3c3cdc8
--- /dev/null
+++ b/blog/2016-11-01-PCA-audio-compression/index.mdx
@@ -0,0 +1,362 @@
+---
+slug: 2016/11/pca-audio-compression
+title: PCA audio compression
+date: 2016-11-01 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+In which I apply Machine Learning techniques to Digital Signal Processing to astounding failure.
+
+<!-- truncate -->
+
+Towards a new (and pretty poor) compression scheme
+--------------------------------------------------
+
+I'm going to be working with some audio data for a while as I get prepared for a term project this semester. I'll be working (with a partner) to design a system for separating voices from music. Given my total lack of experience with [Digital Signal Processing][1] I figured that now was as good a time as ever to work on a couple of fun projects that would get me back up to speed.
+
+The first project I want to work on: Designing a new compression scheme for audio data.
+
+A Brief Introduction to Audio Compression
+-----------------------------------------
+
+Audio files when uncompressed (files ending with `.wav`) are huge. Like, 10.5 Megabytes per minute huge. Storage is cheap these days, but that's still an incredible amount of data that we don't really need. Instead, we'd like to compress that data so that it's not taking up so much space. There are broadly two ways to accomplish this:
+
+1. Lossless compression - Formats like [FLAC][2], [ALAC][3], and [Monkey's Audio (.ape)][4] all go down this route. The idea is that when you compress and uncompress a file, you get exactly the same as what you started with.
+
+2. Lossy compression - Formats like [MP3][5], [Ogg][6], and [AAC (`.m4a`)][7] are far more popular, but make a crucial tradeoff: We can reduce the file size even more during compression, but the decompressed file won't be the same.
+
+There is a fundamental tradeoff at stake: Using lossy compression sacrifices some of the integrity of the resulting file to save on storage space. Most people (I personally believe it's everybody) can't hear the difference, so this is an acceptable tradeoff. You have files that take up a 10<sup>th</sup> of the space, and nobody can tell there's a difference in audio quality.
+
+A PCA-based Compression Scheme
+------------------------------
+
+What I want to try out is a [PCA][8] approach to encoding audio. The PCA technique comes from Machine Learning, where it is used for a process called [Dimensionality Reduction][9]. Put simply, the idea is the same as lossy compression: if we can find a way that represents the data well enough, we can save on space. There are a lot of theoretical concerns that lead me to believe this compression style will not end well, but I'm interested to try it nonetheless.
+
+PCA works as follows: Given a dataset with a number of features, I find a way to approximate those original features using some "new features" that are statistically as close as possible to the original ones. This is comparable to a scheme like MP3: Given an original signal, I want to find a way of representing it that gets approximately close to what the original was. The difference is that PCA is designed for statistical data, and not signal data. But we won't let that stop us.
+
+The idea is as follows: Given a signal, reshape it into 1024 columns by however many rows are needed (zero-padded if necessary). Run the PCA algorithm, and do dimensionality reduction with a couple different settings. The number of components I choose determines the quality: If I use 1024 components, I will essentially be using the original signal. If I use a smaller number of components, I start losing some of the data that was in the original file. This will give me an idea of whether it's possible to actually build an encoding scheme off of this, or whether I'm wasting my time.
+
+Running the Algorithm
+---------------------
+
+The audio I will be using comes from the song [Tabulasa][10], by [Broke for Free][11]. I'll be loading in the audio signal to Python and using [Scikit-Learn][12] to actually run the PCA algorithm.
+
+We first need to convert the FLAC file I have to a WAV:
+
+[1]: https://en.wikipedia.org/wiki/Digital_signal_processing
+[2]: https://en.wikipedia.org/wiki/FLAC
+[3]: https://en.wikipedia.org/wiki/Apple_Lossless
+[4]: https://en.wikipedia.org/wiki/Monkey%27s_Audio
+[5]: https://en.wikipedia.org/wiki/MP3
+[6]: https://en.wikipedia.org/wiki/Vorbis
+[7]: https://en.wikipedia.org/wiki/Advanced_Audio_Coding
+[8]: https://en.wikipedia.org/wiki/Principal_component_analysis
+[9]: https://en.wikipedia.org/wiki/Dimensionality_reduction
+[10]: https://brokeforfree.bandcamp.com/track/tabulasa
+[11]: https://brokeforfree.bandcamp.com/album/xxvii
+[12]: http://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html#sklearn.decomposition.PCA
+
+
+```python
+!ffmpeg -hide_banner -loglevel panic -i "Broke For Free/XXVII/01 Tabulasa.flac" "Tabulasa.wav" -c wav
+```
+
+Then, let's go ahead and load a small sample so you can hear what is going on.
+
+
+```python
+from IPython.display import Audio
+from scipy.io import wavfile
+
+samplerate, tabulasa = wavfile.read('Tabulasa.wav')
+
+start = samplerate * 14 # 10 seconds in
+end = start + samplerate * 10 # 5 second duration
+Audio(data=tabulasa[start:end, 0], rate=samplerate)
+```
+
+import wav1 from "./1.wav";
+
+<audio controls src={wav1}/>
+
+Next, we'll define the code we will be using to do PCA. It's very short, as the PCA algorithm is very simple.
+
+
+```python
+from sklearn.decomposition import PCA
+import numpy as np
+
+def pca_reduce(signal, n_components, block_size=1024):
+    
+    # First, zero-pad the signal so that it is divisible by the block_size
+    samples = len(signal)
+    hanging = block_size - np.mod(samples, block_size)
+    padded = np.lib.pad(signal, (0, hanging), 'constant', constant_values=0)
+    
+    # Reshape the signal to have 1024 dimensions
+    reshaped = padded.reshape((len(padded) // block_size, block_size))
+    
+    # Second, do the actual PCA process
+    pca = PCA(n_components=n_components)
+    pca.fit(reshaped)
+    
+    transformed = pca.transform(reshaped)
+    reconstructed = pca.inverse_transform(transformed).reshape((len(padded)))
+    return pca, transformed, reconstructed
+```
+
+Now that we've got our functions set up, let's try actually running something. First, we'll use `n_components == block_size`, which implies that we should end up with the same signal we started with.
+
+
+```python
+tabulasa_left = tabulasa[:,0]
+
+_, _, reconstructed = pca_reduce(tabulasa_left, 1024, 1024)
+
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+import wav2 from "./2.wav";
+
+<audio controls src={wav2}/>
+
+OK, that does indeed sound like what we originally had. Let's drastically cut down the number of components we're doing this with as a sanity check: the audio quality should become incredibly poor.
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 32, 1024)
+
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+import wav3 from "./3.wav";
+
+<audio controls src={wav3}/>
+
+As expected, our reconstructed audio does sound incredibly poor! But there's something else very interesting going on here under the hood. Did you notice that the bassline comes across very well, but that there's no midrange or treble? The drums are almost entirely gone.
+
+[Drop the (Treble)][13]
+-----------------------
+
+It will help to understand PCA more fully when trying to read this part, but I'll do my best to break it down. PCA tries to find a way to best represent the dataset using "components." Think of each "component" as containing some of the information you need in order to reconstruct the full audio. For example, you might have a "low frequency" component that contains all the information you need in order to hear the bassline. There might be other components that explain the high frequency things like singers, or melodies, that you also need.
+
+What makes PCA interesting is that it attempts to find the "most important" components in explaining the signal. In a signal processing world, this means that PCA is trying to find the signal amongst the noise in your data. In our case, this means that PCA, when forced to work with small numbers of components, will chuck out the noisy components first. It's doing it's best job to reconstruct the signal, but it has to make sacrifices somewhere.
+
+So I've mentioned that PCA identifies the "noisy" components in our dataset. This is equivalent to saying that PCA removes the "high frequency" components in this case: it's very easy to represent a low-frequency signal like a bassline. It's far more difficult to represent a high-frequency signal because it's changing all the time. When you force PCA to make a tradeoff by using a small number of components, the best it can hope to do is replicate the low-frequency sections and skip the high-frequency things.
+
+This is a very interesting insight, and it also has echos (pardon the pun) of how humans understand music in general. Other encoding schemes (like MP3, etc.) typically chop off a lot of the high-frequency range as well. There is typically a lot of high-frequency noise in audio that is nearly impossible to hear, so it's easy to remove it without anyone noticing. PCA ends up doing something similar, and while that certainly wasn't the intention, it is an interesting effect.
+
+## A More Realistic Example
+
+So we've seen the edge cases so far: Using a large number of components results in audio very close to the original, and using a small number of components acts as a low-pass filter. How about we develop something that sounds "good enough" in practice, that we can use as a benchmark for size? We'll use ourselves as judges of audio quality, and build another function to help us estimate how much space we need to store everything in.
+
+[13]: https://youtu.be/Ua0KpfJsxKo?t=1m17s
+
+
+```python
+from bz2 import compress
+import pandas as pd
+
+def raw_estimate(transformed, pca):
+    # We assume that we'll be storing things as 16-bit WAV,
+    # meaning two bytes per sample
+    signal_bytes = transformed.tobytes()
+    # PCA stores the components as floating point, we'll assume
+    # that means 32-bit floats, so 4 bytes per element
+    component_bytes = transformed.tobytes()
+    
+    # Return a result in megabytes
+    return (len(signal_bytes) + len(component_bytes)) / (2**20)
+
+# Do an estimate for lossless compression applied on top of our
+# PCA reduction
+def bz2_estimate(transformed, pca):
+    bytestring = transformed.tobytes() + b';' + pca.components_.tobytes()
+    compressed = compress(bytestring)
+    return len(compressed) / (2**20)
+
+compression_attempts = [
+    (1, 1),
+    (1, 2),
+    (1, 4),
+    (4, 32),
+    (16, 256),
+    (32, 256),
+    (64, 256),
+    (128, 1024),
+    (256, 1024),
+    (512, 1024),
+    (128, 2048),
+    (256, 2048),
+    (512, 2048),
+    (1024, 2048)
+]
+
+def build_estimates(signal, n_components, block_size):
+    pca, transformed, recon = pca_reduce(tabulasa_left, n_components, block_size)
+    raw_pca_estimate = raw_estimate(transformed, pca)
+    bz2_pca_estimate = bz2_estimate(transformed, pca)
+    raw_size = len(recon.tobytes()) / (2**20)
+    return raw_size, raw_pca_estimate, bz2_pca_estimate
+
+pca_compression_results = pd.DataFrame([
+        build_estimates(tabulasa_left, n, bs)
+        for n, bs in compression_attempts
+    ])
+
+pca_compression_results.columns = ["Raw", "PCA", "PCA w/ BZ2"]
+pca_compression_results.index = compression_attempts
+pca_compression_results
+```
+
+<div>
+<table>
+  <thead>
+    <tr>
+      <th></th>
+      <th>Raw</th>
+      <th>PCA</th>
+      <th>PCA w/ BZ2</th>
+    </tr>
+  </thead>
+  <tbody>
+    <tr>
+      <th>(1, 1)</th>
+      <td>69.054298</td>
+      <td>138.108597</td>
+      <td>16.431797</td>
+    </tr>
+    <tr>
+      <th>(1, 2)</th>
+      <td>69.054306</td>
+      <td>69.054306</td>
+      <td>32.981380</td>
+    </tr>
+    <tr>
+      <th>(1, 4)</th>
+      <td>69.054321</td>
+      <td>34.527161</td>
+      <td>16.715032</td>
+    </tr>
+    <tr>
+      <th>(4, 32)</th>
+      <td>69.054443</td>
+      <td>17.263611</td>
+      <td>8.481735</td>
+    </tr>
+    <tr>
+      <th>(16, 256)</th>
+      <td>69.054688</td>
+      <td>8.631836</td>
+      <td>4.274846</td>
+    </tr>
+    <tr>
+      <th>(32, 256)</th>
+      <td>69.054688</td>
+      <td>17.263672</td>
+      <td>8.542909</td>
+    </tr>
+    <tr>
+      <th>(64, 256)</th>
+      <td>69.054688</td>
+      <td>34.527344</td>
+      <td>17.097543</td>
+    </tr>
+    <tr>
+      <th>(128, 1024)</th>
+      <td>69.054688</td>
+      <td>17.263672</td>
+      <td>9.430644</td>
+    </tr>
+    <tr>
+      <th>(256, 1024)</th>
+      <td>69.054688</td>
+      <td>34.527344</td>
+      <td>18.870387</td>
+    </tr>
+    <tr>
+      <th>(512, 1024)</th>
+      <td>69.054688</td>
+      <td>69.054688</td>
+      <td>37.800940</td>
+    </tr>
+    <tr>
+      <th>(128, 2048)</th>
+      <td>69.062500</td>
+      <td>8.632812</td>
+      <td>6.185015</td>
+    </tr>
+    <tr>
+      <th>(256, 2048)</th>
+      <td>69.062500</td>
+      <td>17.265625</td>
+      <td>12.366942</td>
+    </tr>
+    <tr>
+      <th>(512, 2048)</th>
+      <td>69.062500</td>
+      <td>34.531250</td>
+      <td>24.736506</td>
+    </tr>
+    <tr>
+      <th>(1024, 2048)</th>
+      <td>69.062500</td>
+      <td>69.062500</td>
+      <td>49.517493</td>
+    </tr>
+  </tbody>
+</table>
+</div>
+
+
+
+As we can see, there are a couple of instances where we do nearly 20 times better on storage space than the uncompressed file. Let's here what that sounds like:
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 16, 256)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+import wav4 from "./4.wav";
+
+<audio controls src={wav4}/>
+
+It sounds incredibly poor though. Let's try something that's a bit more realistic:
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 1, 4)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+import wav5 from "./5.wav";
+
+<audio controls src={wav5}/>
+
+And just out of curiosity, we can try something that has the same ratio of components to block size. This should be close to an apples-to-apples comparison.
+
+
+```python
+_, _, reconstructed = pca_reduce(tabulasa_left, 64, 256)
+Audio(data=reconstructed[start:end], rate=samplerate)
+```
+
+import wav6 from "./6.wav"
+
+<audio controls src={wav6}/>
+
+The smaller block size definitely has better high-end response, but I personally think the larger block size sounds better overall.
+
+## Conclusions
+
+So, what do I think about audio compression using PCA?
+
+Strangely enough, it actually works pretty well relative to what I expected. That said, it's a terrible idea in general.
+
+First off, you don't really save any space. The component matrix needed to actually run the PCA algorithm takes up a lot of space on its own, so it's very difficult to save space without sacrificing a huge amount of audio quality. And even then, codecs like AAC sound very nice even at bitrates that this PCA method could only dream of.
+
+Second, there's the issue of audio streaming. PCA relies on two components: the datastream, and a matrix used to reconstruct the original signal. While it is easy to stream the data, you can't stream that matrix. And even if you divided the stream up into small blocks to give you a small matrix, you must guarantee that the matrix arrives; if you don't have that matrix, the data stream will make no sense whatsoever.
+
+All said, this was an interesting experiment. It's really cool seeing PCA used for signal analysis where I haven't seen it applied before, but I don't think it will lead to any practical results. Look forward to more signal processing stuff in the future!
\ No newline at end of file
diff --git a/blog/2018-01-16-captains-cookbok-part-1/_article.md b/blog/2018-01-16-captains-cookbok-part-1/_article.md
new file mode 100644
index 0000000..e0f394e
--- /dev/null
+++ b/blog/2018-01-16-captains-cookbok-part-1/_article.md
@@ -0,0 +1,244 @@
+Title: Captain's Cookbook - Part 1
+Date: 2018-01-16
+Category: Blog
+Tags: capnproto rust
+Authors: Bradlee Speice
+Summary: A basic introduction to getting started with Cap'N Proto
+[//]: <> "Modified: "
+
+# Captain's Cookbook - Part 1
+
+I've been working a lot with [Cap'N Proto](https://capnproto.org/) recently with Rust, but there's a real dearth of information
+on how to set up and get going quickly. In the interest of trying to get more people using this (because I think it's
+fantastic), I'm going to work through a couple of examples detailing what exactly should be done to get going.
+
+So, what is Cap'N Proto? It's a data serialization library. It has contemporaries with [Protobuf](https://developers.google.com/protocol-buffers/)
+and [FlatBuffers](https://google.github.io/flatbuffers/), but is better compared with FlatBuffers. The whole point behind it
+is to define a schema language and serialization format such that:
+
+1. Applications that do not share the same base programming language can communicate
+2. The data and schema you use can naturally evolve over time as your needs change
+
+Accompanying this are typically code generators that take the schemas you define for your application and give you back
+code for different languages to get data to and from that schema.
+
+Now, what makes Cap'N Proto different from, say, Protobuf, is that there is no serialization/deserialization step the same way
+as is implemented with Protobuf. Instead, the idea is that the message itself can be loaded in memory and used directly there.
+
+We're going to take a look at a series of progressively more complex projects that use Cap'N Proto in an effort to provide some
+examples of what idiomatic usage looks like, and shorten the startup time needed to make use of this library in Rust projects.
+If you want to follow along, feel free. If not, I've posted [the final result](https://github.com/bspeice/capnp_cookbook_1)
+for reference.
+
+# Step 1: Installing `capnp`
+
+The `capnp` binary itself is needed for taking the schema files you write and turning them into a format that can be used by the
+code generation libraries. Don't ask me what that actually means, I just know that you need to make sure this is installed.
+
+I'll refer you to [Cap'N Proto's installation instructions](https://capnproto.org/install.html) here. As a quick TLDR though:
+
+- Linux users will likely have a binary shipped by their package manager - On Ubuntu, `apt install capnproto` is enough
+- OS X users can use [Homebrew](https://brew.sh/) as an easy install path. Just `brew install capnp`
+- Windows users are a bit more complicated. If you're using [Chocolatey](https://chocolatey.org/), there's [a package](https://chocolatey.org/packages/capnproto/) available. If that doesn't work however, you need to download [a release zip](https://capnproto.org/capnproto-c++-win32-0.6.1.zip) and make sure that the `capnp.exe` binary is in your `%PATH%` environment variable
+
+The way you know you're done with this step is if the following command works in your shell:
+
+```bash
+capnp id
+```
+
+# Step 2: Starting a Cap'N Proto Rust project
+
+After the `capnp` binary is set up, it's time to actually create our Rust project. Nothing terribly complex here, just a simple
+
+```bash
+mkdir capnp_cookbook_1
+cd capnp_cookbook_1
+cargo init --bin
+```
+
+We'll put the following content into `Cargo.toml`:
+
+```
+[package]
+name = "capnp_cookbook_1"
+version = "0.1.0"
+authors = ["Bradlee Speice <bspeice@kcg.com>"]
+
+[build-dependencies]
+capnpc = "0.8"  # 1
+
+[dependencies]
+capnp = "0.8"  # 2
+```
+
+This sets up: 
+
+1. The Rust code generator (CAPNProto Compiler)
+2. The Cap'N Proto runtime library (CAPNProto runtime)
+
+We've now got everything prepared that we need for writing a Cap'N Proto project.
+
+# Step 3: Writing a basic schema
+
+We're going to start with writing a pretty trivial data schema that we can extend later. This is just intended to make sure
+you get familiar with how to start from a basic project.
+
+First, we're going to create a top-level directory for storing the schema files in:
+
+```bash
+# Assuming we're starting from the `capnp_cookbook_1` directory created earlier
+
+mkdir schema
+cd schema
+```
+
+Now, we're going to put the following content in `point.capnp`:
+
+```
+@0xab555145c708dad2;
+
+struct Point {
+    x @0 :Int32;
+    y @1 :Int32;
+}
+```
+
+Pretty easy, we've now got structure for an object we'll be able to quickly encode in a binary format.
+
+# Step 4: Setting up the build process
+
+Now it's time to actually set up the build process to make sure that Cap'N Proto generates the Rust code we'll eventually be using.
+This is typically done through a `build.rs` file to invoke the schema compiler.
+
+In the same folder as your `Cargo.toml` file, please put the following content in `build.rs`:
+
+```rust
+extern crate capnpc;
+
+fn main() {
+    ::capnpc::CompilerCommand::new()
+        .src_prefix("schema")  // 1
+        .file("schema/point.capnp")  // 2
+        .run().expect("compiling schema");
+}
+```
+
+This sets up the protocol compiler (`capnpc` from earlier) to compile the schema we've built so far.
+
+1. Because Cap'N Proto schema files can re-use types specified in other files, the `src_prefix()` tells the compiler
+where to look for those extra files at.
+2. We specify the schema file we're including by hand. In a much larger project, you could presumably build the `CompilerCommand`
+dynamically, but we won't worry too much about that one for now.
+
+# Step 5: Running the build
+
+If you've done everything correctly so far, you should be able to actually build the project and see the auto-generated code.
+Run a `cargo build` command, and if you don't see `cargo` complaining, you're doing just fine!
+
+So where exactly does the generated code go to? I think it's critically important for people to be able to see what the generated
+code looks like, because you need to understand what you're actually programming against. The short answer is: the generated code lives
+somewhere in the `target/` directory.
+
+The long answer is that you're best off running a `find` command to get the actual file path:
+
+```bash
+# Assuming we're running from the capnp_cookbook_1 project folder
+find . -name point_capnp.rs
+```
+
+Alternately, if the `find` command isn't available, the path will look something like:
+
+```
+./target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs
+```
+
+See if there are any paths in your target directory that look similar.
+
+Now, the file content looks pretty nasty. I've included an example [here](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs)
+if you aren't following along at home. There are a couple things I'll try and point out though so you can get an idea of how
+the schema we wrote for the "Point" message is tied to the generated code.
+
+First, the Cap'N Proto library splits things up into `Builder` and `Reader` structs. These are best thought of the same way
+Rust separates `mut` from non-`mut` code. `Builder`s are `mut` versions of your message, and `Reader`s are immutable versions.
+
+For example, the [`Builder` impl](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L90) for `point` defines [`get_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L105), [`set_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L109), [`get_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L113), and [`set_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L117) methods.
+In comparison, the [`Reader` impl](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L38) only defines [`get_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L47) and [`get_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L51) methods.
+
+So now we know that there are some `get` and `set` methods available for our `x` and `y` coordinates;
+but what do we actually do with those?
+
+# Step 6: Making a point
+
+So we've install Cap'N Proto, gotten a project set up, and can generate schema code now. It's time to actually start building
+Cap'N Proto messages! I'm going to put the code you need here because it's small, and put some extra long comments inline. This code
+should go in [`src/main.rs`](https://github.com/bspeice/capnp_cookbook_1/blob/master/src/main.rs):
+
+```rust
+// Note that we use `capnp` here, NOT `capnpc`
+extern crate capnp;
+
+// We create a module here to define how we are to access the code
+// being included.
+pub mod point_capnp {
+    // The environment variable OUT_DIR is set by Cargo, and
+    // is the location of all the code that was built as part
+    // of the codegen step.
+    // point_capnp.rs is the actual file to include
+    include!(concat!(env!("OUT_DIR"), "/point_capnp.rs"));
+}
+
+fn main() {
+
+    // The process of building a Cap'N Proto message is a bit tedious.
+    // We start by creating a generic Builder; it acts as the message
+    // container that we'll later be filling with content of our `Point`
+    let mut builder = capnp::message::Builder::new_default();
+
+    // Because we need a mutable reference to the `builder` later,
+    // we fence off this part of the code to allow sequential mutable
+    // borrows. As I understand it, non-lexical lifetimes:
+    // https://github.com/rust-lang/rust-roadmap/issues/16
+    // will make this no longer necessary
+    {
+        // And now we can set up the actual message we're trying to create
+        let mut point_msg = builder.init_root::<point_capnp::point::Builder>();
+
+        // Stuff our message with some content
+        point_msg.set_x(12);
+
+        point_msg.set_y(14);
+    }
+
+    // It's now time to serialize our message to binary. Let's set up a buffer for that:
+    let mut buffer = Vec::new();
+
+    // And actually fill that buffer with our data
+    capnp::serialize::write_message(&mut buffer, &builder).unwrap();
+
+    // Finally, let's deserialize the data
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    // `deserialized` is currently a generic reader; it understands
+    // the content of the message we gave it (i.e. that there are two
+    // int32 values) but doesn't really know what they represent (the Point).
+    // This is where we map the generic data back into our schema.
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    // We can now get our x and y values back, and make sure they match
+    assert_eq!(point_reader.get_x(), 12);
+    assert_eq!(point_reader.get_y(), 14);
+}
+```
+
+And with that, we've now got a functioning project. Here's the content I'm planning to go over next as we build up
+some practical examples of Cap'N Proto in action:
+
+## Next steps:
+
+Part 2: Using [TypedReader](https://github.com/capnproto/capnproto-rust/blob/master/src/message.rs#L181) to send messages across thread boundaries
+
+Part 3: Serialization and Deserialization of multiple Cap'N Proto messages
diff --git a/blog/2018-01-16-captains-cookbok-part-1/index.mdx b/blog/2018-01-16-captains-cookbok-part-1/index.mdx
new file mode 100644
index 0000000..042f23a
--- /dev/null
+++ b/blog/2018-01-16-captains-cookbok-part-1/index.mdx
@@ -0,0 +1,240 @@
+---
+slug: 2018/01/captains-cookbook-part-1
+title: "Captain's Cookbook: Project setup"
+date: 2018-01-16 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+A basic introduction to getting started with Cap'N Proto.
+
+<!-- truncate -->
+
+I've been working a lot with [Cap'N Proto](https://capnproto.org/) recently with Rust, but there's a real dearth of information
+on how to set up and get going quickly. In the interest of trying to get more people using this (because I think it's
+fantastic), I'm going to work through a couple of examples detailing what exactly should be done to get going.
+
+So, what is Cap'N Proto? It's a data serialization library. It has contemporaries with [Protobuf](https://developers.google.com/protocol-buffers/)
+and [FlatBuffers](https://google.github.io/flatbuffers/), but is better compared with FlatBuffers. The whole point behind it
+is to define a schema language and serialization format such that:
+
+1. Applications that do not share the same base programming language can communicate
+2. The data and schema you use can naturally evolve over time as your needs change
+
+Accompanying this are typically code generators that take the schemas you define for your application and give you back
+code for different languages to get data to and from that schema.
+
+Now, what makes Cap'N Proto different from, say, Protobuf, is that there is no serialization/deserialization step the same way
+as is implemented with Protobuf. Instead, the idea is that the message itself can be loaded in memory and used directly there.
+
+We're going to take a look at a series of progressively more complex projects that use Cap'N Proto in an effort to provide some
+examples of what idiomatic usage looks like, and shorten the startup time needed to make use of this library in Rust projects.
+If you want to follow along, feel free. If not, I've posted [the final result](https://github.com/bspeice/capnp_cookbook_1)
+for reference.
+
+## Step 1: Installing `capnp`
+
+The `capnp` binary itself is needed for taking the schema files you write and turning them into a format that can be used by the
+code generation libraries. Don't ask me what that actually means, I just know that you need to make sure this is installed.
+
+I'll refer you to [Cap'N Proto's installation instructions](https://capnproto.org/install.html) here. As a quick TLDR though:
+
+- Linux users will likely have a binary shipped by their package manager - On Ubuntu, `apt install capnproto` is enough
+- OS X users can use [Homebrew](https://brew.sh/) as an easy install path. Just `brew install capnp`
+- Windows users are a bit more complicated. If you're using [Chocolatey](https://chocolatey.org/), there's [a package](https://chocolatey.org/packages/capnproto/) available. If that doesn't work however, you need to download [a release zip](https://capnproto.org/capnproto-c++-win32-0.6.1.zip) and make sure that the `capnp.exe` binary is in your `%PATH%` environment variable
+
+The way you know you're done with this step is if the following command works in your shell:
+
+```bash
+capnp id
+```
+
+## Step 2: Starting a Cap'N Proto Rust project
+
+After the `capnp` binary is set up, it's time to actually create our Rust project. Nothing terribly complex here, just a simple
+
+```bash
+mkdir capnp_cookbook_1
+cd capnp_cookbook_1
+cargo init --bin
+```
+
+We'll put the following content into `Cargo.toml`:
+
+```
+[package]
+name = "capnp_cookbook_1"
+version = "0.1.0"
+authors = ["Bradlee Speice <bspeice@kcg.com>"]
+
+[build-dependencies]
+capnpc = "0.8"  # 1
+
+[dependencies]
+capnp = "0.8"  # 2
+```
+
+This sets up: 
+
+1. The Rust code generator (CAPNProto Compiler)
+2. The Cap'N Proto runtime library (CAPNProto runtime)
+
+We've now got everything prepared that we need for writing a Cap'N Proto project.
+
+## Step 3: Writing a basic schema
+
+We're going to start with writing a pretty trivial data schema that we can extend later. This is just intended to make sure
+you get familiar with how to start from a basic project.
+
+First, we're going to create a top-level directory for storing the schema files in:
+
+```bash
+# Assuming we're starting from the `capnp_cookbook_1` directory created earlier
+
+mkdir schema
+cd schema
+```
+
+Now, we're going to put the following content in `point.capnp`:
+
+```
+@0xab555145c708dad2;
+
+struct Point {
+    x @0 :Int32;
+    y @1 :Int32;
+}
+```
+
+Pretty easy, we've now got structure for an object we'll be able to quickly encode in a binary format.
+
+## Step 4: Setting up the build process
+
+Now it's time to actually set up the build process to make sure that Cap'N Proto generates the Rust code we'll eventually be using.
+This is typically done through a `build.rs` file to invoke the schema compiler.
+
+In the same folder as your `Cargo.toml` file, please put the following content in `build.rs`:
+
+```rust
+extern crate capnpc;
+
+fn main() {
+    ::capnpc::CompilerCommand::new()
+        .src_prefix("schema")  // 1
+        .file("schema/point.capnp")  // 2
+        .run().expect("compiling schema");
+}
+```
+
+This sets up the protocol compiler (`capnpc` from earlier) to compile the schema we've built so far.
+
+1. Because Cap'N Proto schema files can re-use types specified in other files, the `src_prefix()` tells the compiler
+where to look for those extra files at.
+2. We specify the schema file we're including by hand. In a much larger project, you could presumably build the `CompilerCommand`
+dynamically, but we won't worry too much about that one for now.
+
+## Step 5: Running the build
+
+If you've done everything correctly so far, you should be able to actually build the project and see the auto-generated code.
+Run a `cargo build` command, and if you don't see `cargo` complaining, you're doing just fine!
+
+So where exactly does the generated code go to? I think it's critically important for people to be able to see what the generated
+code looks like, because you need to understand what you're actually programming against. The short answer is: the generated code lives
+somewhere in the `target/` directory.
+
+The long answer is that you're best off running a `find` command to get the actual file path:
+
+```bash
+# Assuming we're running from the capnp_cookbook_1 project folder
+find . -name point_capnp.rs
+```
+
+Alternately, if the `find` command isn't available, the path will look something like:
+
+```
+./target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs
+```
+
+See if there are any paths in your target directory that look similar.
+
+Now, the file content looks pretty nasty. I've included an example [here](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs)
+if you aren't following along at home. There are a couple things I'll try and point out though so you can get an idea of how
+the schema we wrote for the "Point" message is tied to the generated code.
+
+First, the Cap'N Proto library splits things up into `Builder` and `Reader` structs. These are best thought of the same way
+Rust separates `mut` from non-`mut` code. `Builder`s are `mut` versions of your message, and `Reader`s are immutable versions.
+
+For example, the [`Builder` impl](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L90) for `point` defines [`get_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L105), [`set_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L109), [`get_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L113), and [`set_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L117) methods.
+In comparison, the [`Reader` impl](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L38) only defines [`get_x()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L47) and [`get_y()`](https://github.com/bspeice/capnp_cookbook_1/blob/master/target/debug/build/capnp_cookbook_1-c6e2990393c32fe6/out/point_capnp.rs#L51) methods.
+
+So now we know that there are some `get` and `set` methods available for our `x` and `y` coordinates;
+but what do we actually do with those?
+
+## Step 6: Making a point
+
+So we've install Cap'N Proto, gotten a project set up, and can generate schema code now. It's time to actually start building
+Cap'N Proto messages! I'm going to put the code you need here because it's small, and put some extra long comments inline. This code
+should go in [`src/main.rs`](https://github.com/bspeice/capnp_cookbook_1/blob/master/src/main.rs):
+
+```rust
+// Note that we use `capnp` here, NOT `capnpc`
+extern crate capnp;
+
+// We create a module here to define how we are to access the code
+// being included.
+pub mod point_capnp {
+    // The environment variable OUT_DIR is set by Cargo, and
+    // is the location of all the code that was built as part
+    // of the codegen step.
+    // point_capnp.rs is the actual file to include
+    include!(concat!(env!("OUT_DIR"), "/point_capnp.rs"));
+}
+
+fn main() {
+
+    // The process of building a Cap'N Proto message is a bit tedious.
+    // We start by creating a generic Builder; it acts as the message
+    // container that we'll later be filling with content of our `Point`
+    let mut builder = capnp::message::Builder::new_default();
+
+    // Because we need a mutable reference to the `builder` later,
+    // we fence off this part of the code to allow sequential mutable
+    // borrows. As I understand it, non-lexical lifetimes:
+    // https://github.com/rust-lang/rust-roadmap/issues/16
+    // will make this no longer necessary
+    {
+        // And now we can set up the actual message we're trying to create
+        let mut point_msg = builder.init_root::<point_capnp::point::Builder>();
+
+        // Stuff our message with some content
+        point_msg.set_x(12);
+
+        point_msg.set_y(14);
+    }
+
+    // It's now time to serialize our message to binary. Let's set up a buffer for that:
+    let mut buffer = Vec::new();
+
+    // And actually fill that buffer with our data
+    capnp::serialize::write_message(&mut buffer, &builder).unwrap();
+
+    // Finally, let's deserialize the data
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    // `deserialized` is currently a generic reader; it understands
+    // the content of the message we gave it (i.e. that there are two
+    // int32 values) but doesn't really know what they represent (the Point).
+    // This is where we map the generic data back into our schema.
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    // We can now get our x and y values back, and make sure they match
+    assert_eq!(point_reader.get_x(), 12);
+    assert_eq!(point_reader.get_y(), 14);
+}
+```
+
+And with that, we've now got a functioning project. Here's the content I'm planning to go over next as we build up
+some practical examples of Cap'N Proto in action:
diff --git a/blog/2018-01-16-captains-cookbook-part-2/_article.md b/blog/2018-01-16-captains-cookbook-part-2/_article.md
new file mode 100644
index 0000000..e9400bc
--- /dev/null
+++ b/blog/2018-01-16-captains-cookbook-part-2/_article.md
@@ -0,0 +1,249 @@
+Title: Captain's Cookbook - Part 2
+Date: 2018-01-18
+Category: Blog
+Tags: capnproto rust
+Authors: Bradlee Speice
+Summary: A look at more practical usages of Cap'N Proto
+[//]: <> "Modified: "
+
+# Captain's Cookbook - Part 2 - Using the TypedReader
+
+[Part 1](http://bspeice.github.io/captains-cookbook-part-1.html) of this series took a look at a basic starting project
+with Cap'N Proto. In this section, we're going to take the (admittedly basic) schema and look at how we can add a pretty
+basic feature - sending Cap'N Proto messages between threads. It's nothing complex, but I want to make sure that there's
+some documentation surrounding practical usage of the library.
+
+As a quick refresher, we build a Cap'N Proto message and go through the serialization/deserialization steps
+[here](https://github.com/bspeice/capnp_cookbook_1/blob/master/src/main.rs). Our current example is going to build on
+the code we wrote there; after the deserialization step, we'll try and send the `point_reader` to a separate thread
+for verification.
+
+I'm going to walk through the attempts as I made them and my thinking throughout.
+If you want to skip to the final project, check out the code available [here](https://github.com/bspeice/capnp_cookbook_2)
+
+# Attempt 1: Move the reference
+
+As a first attempt, we're going to try and let Rust move the reference. Our code will look something like:
+
+<div class="highlight">
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content from
+    // somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    // By using `point_reader` inside the new thread, we're hoping that Rust can
+    // safely move the reference and invalidate the original thread's usage.
+    // Since the original thread doesn't use `point_reader` again, this should
+    // be safe, right?
+    let handle = std::thread:spawn(move || {
+
+        assert_eq!(point_reader.get_x(), 12);
+
+        assert_eq!(point_reader.get_y(), 14);
+    });
+
+    handle.join().unwrap()
+}
+```
+
+Well, the Rust compiler doesn't really like this. We get four distinct errors back:
+
+```
+error[E0277]: the trait bound `*const u8: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`                                                                                                                
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const u8` cannot be sent between threads safely                                              
+   |                                                                
+
+error[E0277]: the trait bound `*const capnp::private::layout::WirePointer: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`                                                                               
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const capnp::private::layout::WirePointer` cannot be sent between threads safely             
+   |                                                                
+
+error[E0277]: the trait bound `capnp::private::arena::ReaderArena: std::marker::Sync` is not satisfied                                  
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `capnp::private::arena::ReaderArena` cannot be shared between threads safely                   
+   |                                                                
+
+error[E0277]: the trait bound `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`             
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>` cannot be sent between threads safely                                                                                   
+   |                                                                
+
+error: aborting due to 4 previous errors
+```
+
+Note, I've removed the help text for brevity, but suffice to say that these errors are intimidating.
+Pay attention to the text that keeps on getting repeated though: `XYZ cannot be sent between threads safely`.
+
+This is a bit frustrating: we own the `buffer` from which all the content was derived, and we don't have any
+unsafe accesses in our code. We guarantee that we wait for the child thread to stop first, so there's no possibility
+of the pointer becoming invalid because the original thread exits before the child thread does. So why is Rust
+preventing us from doing something that really should be legal?
+
+This is what is known as [fighting the borrow checker](https://doc.rust-lang.org/1.8.0/book/references-and-borrowing.html).
+Let our crusade begin.
+
+# Attempt 2: Put the `Reader` in a `Box
+
+The [`Box`](https://doc.rust-lang.org/std/boxed/struct.Box.html) type allows us to convert a pointer we have
+(in our case the `point_reader`) into an "owned" value, which should be easier to send across threads.
+Our next attempt looks something like this:
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content
+    // from somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    let boxed_reader = Box::new(point_reader);
+
+    // Now that the reader is `Box`ed, we've proven ownership, and Rust can
+    // move the ownership to the new thread, right?
+    let handle = std::thread::spawn(move || {
+
+        assert_eq!(boxed_reader.get_x(), 12);
+
+        assert_eq!(boxed_reader.get_y(), 14);
+    });
+
+    handle.join().unwrap();
+}
+```
+
+Spoiler alert: still doesn't work. Same errors still show up.
+
+```
+error[E0277]: the trait bound `*const u8: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                       
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const u8` cannot be sent between threads safely                                              
+   |                                                                
+
+error[E0277]: the trait bound `*const capnp::private::layout::WirePointer: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                                                                                                                              
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const capnp::private::layout::WirePointer` cannot be sent between threads safely             
+   |                                                                
+
+error[E0277]: the trait bound `capnp::private::arena::ReaderArena: std::marker::Sync` is not satisfied                                  
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `capnp::private::arena::ReaderArena` cannot be shared between threads safely                   
+   |                                                                
+
+error[E0277]: the trait bound `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                                                            
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>` cannot be sent between threads safely                                                                                   
+   |                                                                
+
+error: aborting due to 4 previous errors
+```
+
+Let's be a little bit smarter about the exceptions this time though. What is that
+[`std::marker::Send`](https://doc.rust-lang.org/std/marker/trait.Send.html) thing the compiler keeps telling us about?
+
+The documentation is pretty clear; `Send` is used to denote:
+
+> Types that can be transferred across thread boundaries.
+
+In our case, we are seeing the error messages for two reasons:
+
+1.  Pointers (`*const u8`) are not safe to send across thread boundaries. While we're nice in our code
+making sure that we wait on the child thread to finish before closing down, the Rust compiler can't make
+that assumption, and so complains that we're not using this in a safe manner.
+
+2.  The `point_capnp::point::Reader` type is itself not safe to send across threads because it doesn't
+implement the `Send` trait. Which is to say, the things that make up a `Reader` are themselves not thread-safe,
+so the `Reader` is also not thread-safe.
+
+So, how are we to actually transfer a parsed Cap'N Proto message between threads?
+
+# Attempt 3: The `TypedReader`
+
+The `TypedReader` is a new API implemented in the Cap'N Proto [Rust code](https://crates.io/crates/capnp/0.8.14).
+We're interested in it here for two reasons:
+
+1.  It allows us to define an object where the _object_ owns the underlying data. In previous attempts,
+the current context owned the data, but the `Reader` itself had no such control.
+
+2.  We can compose the `TypedReader` using objects that are safe to `Send` across threads, guaranteeing
+that we can transfer parsed messages across threads.
+
+The actual type info for the [`TypedReader`](https://github.com/capnproto/capnproto-rust/blob/f0efc35d7e9bd8f97ca4fdeb7c57fd7ea348e303/src/message.rs#L181)
+is a bit complex. And to be honest, I'm still really not sure what the whole point of the
+[`PhantomData`](https://doc.rust-lang.org/std/marker/struct.PhantomData.html) thing is either.
+My impression is that it lets us enforce type safety when we know what the underlying Cap'N Proto
+message represents. That is, technically the only thing we're storing is the untyped binary message;
+`PhantomData` just enforces the principle that the binary represents some specific object that has been parsed.
+
+Either way, we can carefully construct something which is safe to move between threads:
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content from somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader: capnp::message::TypedReader<capnp::serialize::OwnedSegments, point_capnp::point::Owned> =
+        capnp::message::TypedReader::new(deserialized);
+
+    // Because the point_reader is now working with OwnedSegments (which are owned vectors) and an Owned message
+    // (which is 'static lifetime), this is now safe
+    let handle = std::thread::spawn(move || {
+
+        // The point_reader owns its data, and we use .get() to retrieve the actual point_capnp::point::Reader
+        // object from it
+        let point_root = point_reader.get().unwrap();
+
+        assert_eq!(point_root.get_x(), 12);
+
+        assert_eq!(point_root.get_y(), 14);
+    });
+
+    handle.join().unwrap();
+}
+```
+
+And while we've left Rust to do the dirty work of actually moving the `point_reader` into the new thread,
+we could also use things like [`mpsc` channels](https://doc.rust-lang.org/std/sync/mpsc/index.html) to achieve a similar effect.
+
+So now we're able to define basic Cap'N Proto messages, and send them all around our programs.
+
+## Next steps:
+
+[Part 1: Setting up a basic Cap'N Proto Rust project](http://bspeice.github.io/captains-cookbook-part-1.html)
+
+Part 3: Serialization and Deserialization of multiple Cap'N Proto messages
diff --git a/blog/2018-01-16-captains-cookbook-part-2/index.mdx b/blog/2018-01-16-captains-cookbook-part-2/index.mdx
new file mode 100644
index 0000000..80d7f06
--- /dev/null
+++ b/blog/2018-01-16-captains-cookbook-part-2/index.mdx
@@ -0,0 +1,243 @@
+---
+slug: 2018/01/captains-cookbook-part-2
+title: "Captain's Cookbook: Practical usage"
+date: 2018-01-16 13:00:00
+authors: [bspeice]
+tags: []
+---
+
+A look at more practical usages of Cap'N Proto
+
+<!-- truncate -->
+
+[Part 1](/2018/01/captains-cookbook-part-1) of this series took a look at a basic starting project
+with Cap'N Proto. In this section, we're going to take the (admittedly basic) schema and look at how we can add a pretty
+basic feature - sending Cap'N Proto messages between threads. It's nothing complex, but I want to make sure that there's
+some documentation surrounding practical usage of the library.
+
+As a quick refresher, we build a Cap'N Proto message and go through the serialization/deserialization steps
+[here](https://github.com/bspeice/capnp_cookbook_1/blob/master/src/main.rs). Our current example is going to build on
+the code we wrote there; after the deserialization step, we'll try and send the `point_reader` to a separate thread
+for verification.
+
+I'm going to walk through the attempts as I made them and my thinking throughout.
+If you want to skip to the final project, check out the code available [here](https://github.com/bspeice/capnp_cookbook_2)
+
+## Attempt 1: Move the reference
+
+As a first attempt, we're going to try and let Rust move the reference. Our code will look something like:
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content from
+    // somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    // By using `point_reader` inside the new thread, we're hoping that Rust can
+    // safely move the reference and invalidate the original thread's usage.
+    // Since the original thread doesn't use `point_reader` again, this should
+    // be safe, right?
+    let handle = std::thread:spawn(move || {
+
+        assert_eq!(point_reader.get_x(), 12);
+
+        assert_eq!(point_reader.get_y(), 14);
+    });
+
+    handle.join().unwrap()
+}
+```
+
+Well, the Rust compiler doesn't really like this. We get four distinct errors back:
+
+```
+error[E0277]: the trait bound `*const u8: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`                                                                                                                
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const u8` cannot be sent between threads safely                                              
+   |                                                                
+
+error[E0277]: the trait bound `*const capnp::private::layout::WirePointer: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`                                                                               
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const capnp::private::layout::WirePointer` cannot be sent between threads safely             
+   |                                                                
+
+error[E0277]: the trait bound `capnp::private::arena::ReaderArena: std::marker::Sync` is not satisfied                                  
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `capnp::private::arena::ReaderArena` cannot be shared between threads safely                   
+   |                                                                
+
+error[E0277]: the trait bound `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>: std::marker::Send` is not satisfied in `[closure@src/main.rs:31:37: 36:6 point_reader:point_capnp::point::Reader<'_>]`             
+  --> src/main.rs:31:18                                             
+   |                                                                
+31 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>` cannot be sent between threads safely                                                                                   
+   |                                                                
+
+error: aborting due to 4 previous errors
+```
+
+Note, I've removed the help text for brevity, but suffice to say that these errors are intimidating.
+Pay attention to the text that keeps on getting repeated though: `XYZ cannot be sent between threads safely`.
+
+This is a bit frustrating: we own the `buffer` from which all the content was derived, and we don't have any
+unsafe accesses in our code. We guarantee that we wait for the child thread to stop first, so there's no possibility
+of the pointer becoming invalid because the original thread exits before the child thread does. So why is Rust
+preventing us from doing something that really should be legal?
+
+This is what is known as [fighting the borrow checker](https://doc.rust-lang.org/1.8.0/book/references-and-borrowing.html).
+Let our crusade begin.
+
+## Attempt 2: Put the `Reader` in a `Box`
+
+The [`Box`](https://doc.rust-lang.org/std/boxed/struct.Box.html) type allows us to convert a pointer we have
+(in our case the `point_reader`) into an "owned" value, which should be easier to send across threads.
+Our next attempt looks something like this:
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content
+    // from somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader = deserialized.get_root::<point_capnp::point::Reader>().unwrap();
+
+    let boxed_reader = Box::new(point_reader);
+
+    // Now that the reader is `Box`ed, we've proven ownership, and Rust can
+    // move the ownership to the new thread, right?
+    let handle = std::thread::spawn(move || {
+
+        assert_eq!(boxed_reader.get_x(), 12);
+
+        assert_eq!(boxed_reader.get_y(), 14);
+    });
+
+    handle.join().unwrap();
+}
+```
+
+Spoiler alert: still doesn't work. Same errors still show up.
+
+```
+error[E0277]: the trait bound `*const u8: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                       
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const u8` cannot be sent between threads safely                                              
+   |                                                                
+
+error[E0277]: the trait bound `*const capnp::private::layout::WirePointer: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                                                                                                                              
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const capnp::private::layout::WirePointer` cannot be sent between threads safely             
+   |                                                                
+
+error[E0277]: the trait bound `capnp::private::arena::ReaderArena: std::marker::Sync` is not satisfied                                  
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `capnp::private::arena::ReaderArena` cannot be shared between threads safely                   
+   |                                                                
+
+error[E0277]: the trait bound `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>: std::marker::Send` is not satisfied in `point_capnp::point::Reader<'_>`                                                            
+  --> src/main.rs:33:18                                             
+   |                                                                
+33 |     let handle = std::thread::spawn(move || {                  
+   |                  ^^^^^^^^^^^^^^^^^^ `*const std::vec::Vec<std::option::Option<std::boxed::Box<capnp::private::capability::ClientHook + 'static>>>` cannot be sent between threads safely                                                                                   
+   |                                                                
+
+error: aborting due to 4 previous errors
+```
+
+Let's be a little bit smarter about the exceptions this time though. What is that
+[`std::marker::Send`](https://doc.rust-lang.org/std/marker/trait.Send.html) thing the compiler keeps telling us about?
+
+The documentation is pretty clear; `Send` is used to denote:
+
+> Types that can be transferred across thread boundaries.
+
+In our case, we are seeing the error messages for two reasons:
+
+1.  Pointers (`*const u8`) are not safe to send across thread boundaries. While we're nice in our code
+making sure that we wait on the child thread to finish before closing down, the Rust compiler can't make
+that assumption, and so complains that we're not using this in a safe manner.
+
+2.  The `point_capnp::point::Reader` type is itself not safe to send across threads because it doesn't
+implement the `Send` trait. Which is to say, the things that make up a `Reader` are themselves not thread-safe,
+so the `Reader` is also not thread-safe.
+
+So, how are we to actually transfer a parsed Cap'N Proto message between threads?
+
+## Attempt 3: The `TypedReader`
+
+The `TypedReader` is a new API implemented in the Cap'N Proto [Rust code](https://crates.io/crates/capnp/0.8.14).
+We're interested in it here for two reasons:
+
+1.  It allows us to define an object where the _object_ owns the underlying data. In previous attempts,
+the current context owned the data, but the `Reader` itself had no such control.
+
+2.  We can compose the `TypedReader` using objects that are safe to `Send` across threads, guaranteeing
+that we can transfer parsed messages across threads.
+
+The actual type info for the [`TypedReader`](https://github.com/capnproto/capnproto-rust/blob/f0efc35d7e9bd8f97ca4fdeb7c57fd7ea348e303/src/message.rs#L181)
+is a bit complex. And to be honest, I'm still really not sure what the whole point of the
+[`PhantomData`](https://doc.rust-lang.org/std/marker/struct.PhantomData.html) thing is either.
+My impression is that it lets us enforce type safety when we know what the underlying Cap'N Proto
+message represents. That is, technically the only thing we're storing is the untyped binary message;
+`PhantomData` just enforces the principle that the binary represents some specific object that has been parsed.
+
+Either way, we can carefully construct something which is safe to move between threads:
+
+```rust
+fn main() {
+
+    // ...assume that we own a `buffer: Vec<u8>` containing the binary message content from somewhere else
+
+    let deserialized = capnp::serialize::read_message(
+        &mut buffer.as_slice(),
+        capnp::message::ReaderOptions::new()
+    ).unwrap();
+
+    let point_reader: capnp::message::TypedReader<capnp::serialize::OwnedSegments, point_capnp::point::Owned> =
+        capnp::message::TypedReader::new(deserialized);
+
+    // Because the point_reader is now working with OwnedSegments (which are owned vectors) and an Owned message
+    // (which is 'static lifetime), this is now safe
+    let handle = std::thread::spawn(move || {
+
+        // The point_reader owns its data, and we use .get() to retrieve the actual point_capnp::point::Reader
+        // object from it
+        let point_root = point_reader.get().unwrap();
+
+        assert_eq!(point_root.get_x(), 12);
+
+        assert_eq!(point_root.get_y(), 14);
+    });
+
+    handle.join().unwrap();
+}
+```
+
+And while we've left Rust to do the dirty work of actually moving the `point_reader` into the new thread,
+we could also use things like [`mpsc` channels](https://doc.rust-lang.org/std/sync/mpsc/index.html) to achieve a similar effect.
+
+So now we're able to define basic Cap'N Proto messages, and send them all around our programs.
diff --git a/_posts/2018-05-28-hello.md b/blog/2018-05-28-hello/_article.md
similarity index 100%
rename from _posts/2018-05-28-hello.md
rename to blog/2018-05-28-hello/_article.md
diff --git a/assets/images/2018-05-28-bread.jpg b/blog/2018-05-28-hello/bread.jpg
similarity index 100%
rename from assets/images/2018-05-28-bread.jpg
rename to blog/2018-05-28-hello/bread.jpg
diff --git a/blog/2018-05-28-hello/index.mdx b/blog/2018-05-28-hello/index.mdx
new file mode 100644
index 0000000..c1ee738
--- /dev/null
+++ b/blog/2018-05-28-hello/index.mdx
@@ -0,0 +1,25 @@
+---
+slug: 2018/05/hello
+title: Hello!
+date: 2018-05-28 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I'll do what I can to keep this short, there's plenty of other things we both should be doing right
+now.
+
+<!-- truncate -->
+
+If you're here for the bread pics, and to marvel in some other culinary side projects, I've got you
+covered:
+
+![Saturday Bread](./bread.jpg)
+
+And no, I'm not posting pictures of earlier attempts that ended up turning into rocks in the oven.
+
+Okay, just one:
+
+![Bread as rock](./rocks.jpg)
+
+Thanks, and keep it amazing.
diff --git a/assets/images/2018-05-28-rocks.jpg b/blog/2018-05-28-hello/rocks.jpg
similarity index 100%
rename from assets/images/2018-05-28-rocks.jpg
rename to blog/2018-05-28-hello/rocks.jpg
diff --git a/_posts/2018-06-25-dateutil-parser-to-rust.md b/blog/2018-06-25-dateutil-parser-to-rust/_article.md
similarity index 100%
rename from _posts/2018-06-25-dateutil-parser-to-rust.md
rename to blog/2018-06-25-dateutil-parser-to-rust/_article.md
diff --git a/assets/images/2018-06-25-gravel-mound.jpg b/blog/2018-06-25-dateutil-parser-to-rust/gravel-mound.jpg
similarity index 100%
rename from assets/images/2018-06-25-gravel-mound.jpg
rename to blog/2018-06-25-dateutil-parser-to-rust/gravel-mound.jpg
diff --git a/blog/2018-06-25-dateutil-parser-to-rust/index.mdx b/blog/2018-06-25-dateutil-parser-to-rust/index.mdx
new file mode 100644
index 0000000..7d4f1a2
--- /dev/null
+++ b/blog/2018-06-25-dateutil-parser-to-rust/index.mdx
@@ -0,0 +1,177 @@
+---
+slug: 2018/06/dateutil-parser-to-rust
+title: "What I learned porting dateutil to Rust"
+date: 2018-06-25 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I've mostly been a lurker in Rust for a while, making a couple small contributions here and there.
+So launching [dtparse](https://github.com/bspeice/dtparse) feels like nice step towards becoming a
+functioning member of society. But not too much, because then you know people start asking you to
+pay bills, and ain't nobody got time for that.
+
+<!-- truncate -->
+
+But I built dtparse, and you can read about my thoughts on the process. Or don't. I won't tell you
+what to do with your life (but you should totally keep reading).
+
+## Slow down, what?
+
+OK, fine, I guess I should start with _why_ someone would do this.
+
+[Dateutil](https://github.com/dateutil/dateutil) is a Python library for handling dates. The
+standard library support for time in Python is kinda dope, but there are a lot of extras that go
+into making it useful beyond just the [datetime](https://docs.python.org/3.6/library/datetime.html)
+module. `dateutil.parser` specifically is code to take all the super-weird time formats people come
+up with and turn them into something actually useful.
+
+Date/time parsing, it turns out, is just like everything else involving
+[computers](https://infiniteundo.com/post/25326999628/falsehoods-programmers-believe-about-time) and
+[time](https://infiniteundo.com/post/25509354022/more-falsehoods-programmers-believe-about-time): it
+feels like it shouldn't be that difficult to do, until you try to do it, and you realize that people
+suck and this is why
+[we can't we have nice things](https://zachholman.com/talk/utc-is-enough-for-everyone-right). But
+alas, we'll try and make contemporary art out of the rubble and give it a pretentious name like
+_Time_.
+
+![A gravel mound](./gravel-mound.jpg)
+
+> [Time](https://www.goodfreephotos.com/united-states/montana/elkhorn/remains-of-the-mining-operation-elkhorn.jpg.php)
+
+What makes `dateutil.parser` great is that there's single function with a single argument that
+drives what programmers interact with:
+[`parse(timestr)`](https://github.com/dateutil/dateutil/blob/6dde5d6298cfb81a4c594a38439462799ed2aef2/dateutil/parser/_parser.py#L1258).
+It takes in the time as a string, and gives you back a reasonable "look, this is the best anyone can
+possibly do to make sense of your input" value. It doesn't expect much of you.
+
+[And now it's in Rust.](https://github.com/bspeice/dtparse/blob/7d565d3a78876dbebd9711c9720364fe9eba7915/src/lib.rs#L1332)
+
+## Lost in Translation
+
+Having worked at a bulge-bracket bank watching Java programmers try to be Python programmers, I'm
+admittedly hesitant to publish Python code that's trying to be Rust. Interestingly, Rust code can
+actually do a great job of mimicking Python. It's certainly not idiomatic Rust, but I've had better
+experiences than
+[this guy](https://webcache.googleusercontent.com/search?q=cache:wkYMpktJtnUJ:https://jackstouffer.com/blog/porting_dateutil.html+&cd=3&hl=en&ct=clnk&gl=us)
+who attempted the same thing for D. These are the actual take-aways:
+
+When transcribing code, **stay as close to the original library as possible**. I'm talking about
+using the same variable names, same access patterns, the whole shebang. It's way too easy to make a
+couple of typos, and all of a sudden your code blows up in new and exciting ways. Having a reference
+manual for verbatim what your code should be means that you don't spend that long debugging
+complicated logic, you're more looking for typos.
+
+Also, **don't use nice Rust things like enums**. While
+[one time it worked out OK for me](https://github.com/bspeice/dtparse/blob/7d565d3a78876dbebd9711c9720364fe9eba7915/src/lib.rs#L88-L94),
+I also managed to shoot myself in the foot a couple times because `dateutil` stores AM/PM as a
+boolean and I mixed up which was true, and which was false (side note: AM is false, PM is true). In
+general, writing nice code _should not be a first-pass priority_ when you're just trying to recreate
+the same functionality.
+
+**Exceptions are a pain.** Make peace with it. Python code is just allowed to skip stack frames. So
+when a co-worker told me "Rust is getting try-catch syntax" I properly freaked out. Turns out
+[he's not quite right](https://github.com/rust-lang/rfcs/pull/243), and I'm OK with that. And while
+`dateutil` is pretty well-behaved about not skipping multiple stack frames,
+[130-line try-catch blocks](https://github.com/dateutil/dateutil/blob/16561fc99361979e88cccbd135393b06b1af7e90/dateutil/parser/_parser.py#L730-L865)
+take a while to verify.
+
+As another Python quirk, **be very careful about
+[long nested if-elif-else blocks](https://github.com/dateutil/dateutil/blob/16561fc99361979e88cccbd135393b06b1af7e90/dateutil/parser/_parser.py#L494-L568)**.
+I used to think that Python's whitespace was just there to get you to format your code correctly. I
+think that no longer. It's way too easy to close a block too early and have incredibly weird issues
+in the logic. Make sure you use an editor that displays indentation levels so you can keep things
+straight.
+
+**Rust macros are not free.** I originally had the
+[main test body](https://github.com/bspeice/dtparse/blob/b0e737f088eca8e83ab4244c6621a2797d247697/tests/compat.rs#L63-L217)
+wrapped up in a macro using [pyo3](https://github.com/PyO3/PyO3). It took two minutes to compile.
+After
+[moving things to a function](https://github.com/bspeice/dtparse/blob/e017018295c670e4b6c6ee1cfff00dbb233db47d/tests/compat.rs#L76-L205)
+compile times dropped down to ~5 seconds. Turns out 150 lines \* 100 tests = a lot of redundant code
+to be compiled. My new rule of thumb is that any macros longer than 10-15 lines are actually
+functions that need to be liberated, man.
+
+Finally, **I really miss list comprehensions and dictionary comprehensions.** As a quick comparison,
+see
+[this dateutil code](https://github.com/dateutil/dateutil/blob/16561fc99361979e88cccbd135393b06b1af7e90/dateutil/parser/_parser.py#L476)
+and
+[the implementation in Rust](https://github.com/bspeice/dtparse/blob/7d565d3a78876dbebd9711c9720364fe9eba7915/src/lib.rs#L619-L629).
+I probably wrote it wrong, and I'm sorry. Ultimately though, I hope that these comprehensions can be
+added through macros or syntax extensions. Either way, they're expressive, save typing, and are
+super-readable. Let's get more of that.
+
+## Using a young language
+
+Now, Rust is exciting and new, which means that there's opportunity to make a substantive impact. On
+more than one occasion though, I've had issues navigating the Rust ecosystem.
+
+What I'll call the "canonical library" is still being built. In Python, if you need datetime
+parsing, you use `dateutil`. If you want `decimal` types, it's already in the
+[standard library](https://docs.python.org/3.6/library/decimal.html). While I might've gotten away
+with `f64`, `dateutil` uses decimals, and I wanted to follow the principle of **staying as close to
+the original library as possible**. Thus began my quest to find a decimal library in Rust. What I
+quickly found was summarized in a comment:
+
+> Writing a BigDecimal is easy. Writing a _good_ BigDecimal is hard.
+>
+> [-cmr](https://github.com/rust-lang/rust/issues/8937#issuecomment-34582794)
+
+In practice, this means that there are at least [4](https://crates.io/crates/bigdecimal)
+[different](https://crates.io/crates/rust_decimal)
+[implementations](https://crates.io/crates/decimal) [available](https://crates.io/crates/decimate).
+And that's a lot of decisions to worry about when all I'm thinking is "why can't
+[calendar reform](https://en.wikipedia.org/wiki/Calendar_reform) be a thing" and I'm forced to dig
+through a [couple](https://github.com/rust-lang/rust/issues/8937#issuecomment-31661916)
+[different](https://github.com/rust-lang/rfcs/issues/334)
+[threads](https://github.com/rust-num/num/issues/8) to figure out if the library I'm look at is dead
+or just stable.
+
+And even when the "canonical library" exists, there's no guarantees that it will be well-maintained.
+[Chrono](https://github.com/chronotope/chrono) is the _de facto_ date/time library in Rust, and just
+released version 0.4.4 like two days ago. Meanwhile,
+[chrono-tz](https://github.com/chronotope/chrono-tz) appears to be dead in the water even though
+[there are people happy to help maintain it](https://github.com/chronotope/chrono-tz/issues/19). I
+know relatively little about it, but it appears that most of the release process is automated;
+keeping that up to date should be a no-brainer.
+
+## Trial Maintenance Policy
+
+Specifically given "maintenance" being an
+[oft-discussed](https://www.reddit.com/r/rust/comments/48540g/thoughts_on_initiators_vs_maintainers/)
+issue, I'm going to try out the following policy to keep things moving on `dtparse`:
+
+1. Issues/PRs needing _maintainer_ feedback will be updated at least weekly. I want to make sure
+   nobody's blocking on me.
+
+2. To keep issues/PRs needing _contributor_ feedback moving, I'm going to (kindly) ask the
+   contributor to check in after two weeks, and close the issue without resolution if I hear nothing
+   back after a month.
+
+The second point I think has the potential to be a bit controversial, so I'm happy to receive
+feedback on that. And if a contributor responds with "hey, still working on it, had a kid and I'm
+running on 30 seconds of sleep a night," then first: congratulations on sustaining human life. And
+second: I don't mind keeping those requests going indefinitely. I just want to try and balance
+keeping things moving with giving people the necessary time they need.
+
+I should also note that I'm still getting some best practices in place - CONTRIBUTING and
+CONTRIBUTORS files need to be added, as well as issue/PR templates. In progress. None of us are
+perfect.
+
+## Roadmap and Conclusion
+
+So if I've now built a `dateutil`-compatible parser, we're done, right? Of course not! That's not
+nearly ambitious enough.
+
+Ultimately, I'd love to have a library that's capable of parsing everything the Linux `date` command
+can do (and not `date` on OSX, because seriously, BSD coreutils are the worst). I know Rust has a
+coreutils rewrite going on, and `dtparse` would potentially be an interesting candidate since it
+doesn't bring in a lot of extra dependencies. [`humantime`](https://crates.io/crates/humantime)
+could help pick up some of the (current) slack in dtparse, so maybe we can share and care with each
+other?
+
+All in all, I'm mostly hoping that nobody's already done this and I haven't spent a bit over a month
+on redundant code. So if it exists, tell me. I need to know, but be nice about it, because I'm going
+to take it hard.
+
+And in the mean time, I'm looking forward to building more. Onwards.
diff --git a/blog/2018-09-01-primitives-in-rust-are-weird/_article.md b/blog/2018-09-01-primitives-in-rust-are-weird/_article.md
new file mode 100644
index 0000000..e69de29
diff --git a/_posts/2018-09-01-primitives-in-rust-are-weird.md b/blog/2018-09-01-primitives-in-rust-are-weird/index.mdx
similarity index 91%
rename from _posts/2018-09-01-primitives-in-rust-are-weird.md
rename to blog/2018-09-01-primitives-in-rust-are-weird/index.mdx
index bcc8ae8..f740023 100644
--- a/_posts/2018-09-01-primitives-in-rust-are-weird.md
+++ b/blog/2018-09-01-primitives-in-rust-are-weird/index.mdx
@@ -1,9 +1,9 @@
 ---
-layout: post
-title: "Primitives in Rust are Weird (and Cool)"
-description: "but mostly weird."
-category:
-tags: [rust, c, java, python, x86]
+slug: 2018/09/primitives-in-rust-are-weird
+title: "Primitives in Rust are weird (and cool)"
+date: 2018-09-01 12:00:00
+authors: [bspeice]
+tags: []
 ---
 
 I wrote a really small Rust program a while back because I was curious. I was 100% convinced it
@@ -15,8 +15,11 @@ fn main() {
 }
 ```
 
-And to my complete befuddlement, it compiled, ran, and produced a completely sensible output. The
-reason I was so surprised has to do with how Rust treats a special category of things I'm going to
+And to my complete befuddlement, it compiled, ran, and produced a completely sensible output.
+
+<!-- truncate -->
+
+The reason I was so surprised has to do with how Rust treats a special category of things I'm going to
 call _primitives_. In the current version of the Rust book, you'll see them referred to as
 [scalars][rust_scalar], and in older versions they'll be called [primitives][rust_primitive], but
 we're going to stick with the name _primitive_ for the time being. Explaining why this program is so
@@ -27,10 +30,9 @@ terminology makes things easier.
 involves Java, Python, C, and x86 Assembly. And also me pretending like I know what I'm talking
 about with assembly.
 
-# Defining primitives (Java)
+## Defining primitives (Java)
 
-The reason I'm using the name _primitive_ comes from how much of my life is Java right now. Spoiler
-alert: a lot of it. And for the most part I like Java, but I digress. In Java, there's a special
+The reason I'm using the name _primitive_ comes from how much of my life is Java right now. For the most part I like Java, but I digress. In Java, there's a special
 name for some specific types of values:
 
 > ```
@@ -39,8 +41,6 @@ name for some specific types of values:
 > float   double
 > ```
 
-````
-
 They are referred to as [primitives][java_primitive]. And relative to the other bits of Java,
 they have two unique features. First, they don't have to worry about the
 [billion-dollar mistake](https://en.wikipedia.org/wiki/Tony_Hoare#Apologies_and_retractions);
@@ -88,7 +88,7 @@ This creates the variable `y` of type `Integer` (which inherits `Object`), and a
 dereference `y` to locate the `toString()` function and call it. Rust obviously handles things a bit
 differently, but we have to dig into the low-level details to see it in action.
 
-# Low Level Handling of Primitives (C)
+## Low Level Handling of Primitives (C)
 
 We first need to build a foundation for reading and understanding the assembly code the final answer
 requires. Let's begin with showing how the `C` language (and your computer) thinks about "primitive"
@@ -104,8 +104,8 @@ int main() {
 ```
 
 The [compiler explorer](https://godbolt.org/z/lgNYcc) gives us an easy way of showing off the
-assembly-level code that's generated: <span style="font-size:.6em">whose output has been lightly
-edited</span>
+assembly-level code that's generated: <small>whose output has been lightly
+edited</small>
 
 ```nasm
 main:
@@ -155,8 +155,8 @@ fn main() {
 ```
 
 And the assembly generated when we stick it in the
-[compiler explorer](https://godbolt.org/z/cAlmk0): <span style="font-size:.6em">again, lightly
-edited</span>
+[compiler explorer](https://godbolt.org/z/cAlmk0): <small>again, lightly
+edited</small>
 
 ```nasm
 example::main:
@@ -188,7 +188,7 @@ primitives, we're just dealing with bits in memory_.
 In Java we have to dereference a pointer to call its functions; in Rust, there's no pointer to
 dereference. So what exactly is going on with this `.to_string()` function call?
 
-# impl primitive (and Python)
+## impl primitive (and Python)
 
 Now it's time to <strike>reveal my trap card</strike> show the revelation that tied all this
 together: _Rust has implementations for its primitive types._ That's right, `impl` blocks aren't
@@ -206,7 +206,7 @@ pub fn main() {
 }
 ```
 
-And the interesting bits in the assembly: <span style="font-size:.6em">heavily trimmed down</span>
+And the interesting bits in the assembly: <small>heavily trimmed down</small>
 
 ```nasm
 example::main:
@@ -305,7 +305,7 @@ SyntaxError: invalid syntax
 So while Python handles binding instance methods in a way similar to Rust, it's still not able to
 run the example we started with.
 
-# Conclusion
+## Conclusion
 
 This was a super-roundabout way of demonstrating it, but the way Rust handles incredibly minor
 details like primitives leads to really cool effects. Primitives are optimized like C in how they
diff --git a/_posts/2018-09-15-isomorphic-apps.md b/blog/2018-09-15-isomorphic-apps/_article.md
similarity index 100%
rename from _posts/2018-09-15-isomorphic-apps.md
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+---
+slug: 2018/09/isomorphic-apps
+title: "Isomorphic desktop apps with Rust"
+date: 2018-09-15 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I both despise Javascript and am stunned by its success doing some really cool things. It's
+[this duality](https://www.destroyallsoftware.com/talks/the-birth-and-death-of-javascript) that's
+led me to a couple of (very) late nights over the past weeks trying to reconcile myself as I
+bootstrap a simple desktop application.
+
+<!-- truncate -->
+
+See, as much as
+[Webassembly isn't trying to replace Javascript](https://webassembly.org/docs/faq/#is-webassembly-trying-to-replace-javascript),
+**I want Javascript gone**. There are plenty of people who don't share my views, and they are
+probably nicer and more fun at parties. But I cringe every time "Webpack" is mentioned, and I think
+it's hilarious that the
+[language specification](https://ecma-international.org/publications/standards/Ecma-402.htm)
+dramatically outpaces anyone's
+[actual implementation](https://kangax.github.io/compat-table/es2016plus/). The answer to this
+conundrum is of course to recompile code from newer versions of the language to older versions _of
+the same language_ before running. At least [Babel] is a nice tongue-in-cheek reference.
+
+Yet for as much hate as [Electron] receives, it does a stunningly good job at solving a really hard
+problem: _how the hell do I put a button on the screen and react when the user clicks it_? GUI
+programming is hard, straight up. But if browsers are already able to run everywhere, why don't we
+take advantage of someone else solving the hard problems for us? I don't like that I have to use
+Javascript for it, but I really don't feel inclined to whip out good ol' [wxWidgets].
+
+Now there are other native solutions ([libui-rs], [conrod], [oh hey wxWdidgets again!][wxrust]), but
+those also have their own issues with distribution, styling, etc. With Electron, I can
+`yarn create electron-app my-app` and just get going, knowing that packaging/upgrades/etc. are built
+in.
+
+My question is: given recent innovations with WASM, _are we Electron yet_?
+
+No, not really.
+
+Instead, **what would it take to get to a point where we can skip Javascript in Electron apps?**
+
+# Setting the Stage
+
+Truth is, WASM/Webassembly is a pretty new technology and I'm a total beginner in this area. There
+may already be solutions to the issues I discuss, but I'm totally unaware of them, so I'm going to
+try and organize what I did manage to discover.
+
+I should also mention that the content and things I'm talking about here are not intended to be
+prescriptive, but more "if someone else is interested, what do we already know doesn't work?" _I
+expect everything in this post to be obsolete within two months._ Even over the course of writing
+this, [a separate blog post](https://mnt.io/2018/08/28/from-rust-to-beyond-the-asm-js-galaxy/) had
+to be modified because [upstream changes](https://github.com/WebAssembly/binaryen/pull/1642) broke a
+[Rust tool](https://github.com/rustwasm/wasm-bindgen/pull/787) the post tried to use. The post
+ultimately
+[got updated](https://mnt.io/2018/08/28/from-rust-to-beyond-the-asm-js-galaxy/#comment-477), **but
+all this happened within the span of a week.** Things are moving quickly.
+
+I'll also note that we're going to skip [asm.js] and [emscripten]. Truth be told, I couldn't get
+either of these to output anything, and so I'm just going to say
+[here be dragons.](https://en.wikipedia.org/wiki/Here_be_dragons) Everything I'm discussing here
+uses the `wasm32-unknown-unknown` target.
+
+The code that I _did_ get running is available
+[over here](https://github.com/speice-io/isomorphic-rust). Feel free to use it as a starting point,
+but I'm mostly including the link as a reference for the things that were attempted.
+
+# An Example Running Application
+
+So, I did _technically_ get a running application:
+
+![Electron app using WASM](./electron-percy-wasm.png)
+
+...which you can also try out if you want:
+
+```sh
+git clone https://github.com/speice-io/isomorphic-rust.git
+cd isomorphic_rust/percy
+yarn install && yarn start
+```
+
+...but I wouldn't really call it a "high quality" starting point to base future work on. It's mostly
+there to prove this is possible in the first place. And that's something to be proud of! There's a
+huge amount of engineering that went into showing a window with the text "It's alive!".
+
+There's also a lot of usability issues that prevent me from recommending anyone try Electron and
+WASM apps at the moment, and I think that's the more important thing to discuss.
+
+# Issue the First: Complicated Toolchains
+
+I quickly established that [wasm-bindgen] was necessary to "link" my Rust code to Javascript. At
+that point you've got an Electron app that starts an HTML page which ultimately fetches your WASM
+blob. To keep things simple, the goal was to package everything using [webpack] so that I could just
+load a `bundle.js` file on the page. That decision was to be the last thing that kinda worked in
+this process.
+
+The first issue
+[I ran into](https://www.reddit.com/r/rust/comments/98lpun/unable_to_load_wasm_for_electron_application/)
+while attempting to bundle everything via `webpack` is a detail in the WASM spec:
+
+> This function accepts a Response object, or a promise for one, and ... **[if > it] does not match
+> the `application/wasm` MIME type**, the returned promise will be rejected with a TypeError;
+>
+> [WebAssembly - Additional Web Embedding API](https://webassembly.org/docs/web/#additional-web-embedding-api)
+
+Specifically, if you try and load a WASM blob without the MIME type set, you'll get an error. On the
+web this isn't a huge issue, as the server can set MIME types when delivering the blob. With
+Electron, you're resolving things with a `file://` URL and thus can't control the MIME type:
+
+![TypeError: Incorrect response MIME type. Expected 'application/wasm'.](./incorrect-MIME-type.png)
+
+There are a couple of solutions depending on how far into the deep end you care to venture:
+
+- Embed a static file server in your Electron application
+- Use a [custom protocol](https://electronjs.org/docs/api/protocol) and custom protocol handler
+- Host your WASM blob on a website that you resolve at runtime
+
+But all these are pretty bad solutions and defeat the purpose of using WASM in the first place.
+Instead, my workaround was to
+[open a PR with `webpack`](https://github.com/webpack/webpack/issues/7918) and use regex to remove
+calls to `instantiateStreaming` in the
+[build script](https://github.com/speice-io/isomorphic-rust/blob/master/percy/build.sh#L21-L25):
+
+```sh
+cargo +nightly build --target=wasm32-unknown-unknown && \
+    wasm-bindgen "$WASM_DIR/debug/$WASM_NAME.wasm" --out-dir "$APP_DIR" --no-typescript && \
+    # Have to use --mode=development so we can patch out the call to instantiateStreaming
+    "$DIR/node_modules/webpack-cli/bin/cli.js" --mode=development "$APP_DIR/app_loader.js" -o "$APP_DIR/bundle.js" && \
+    sed -i 's/.*instantiateStreaming.*//g' "$APP_DIR/bundle.js"
+```
+
+Once that lands, the
+[build process](https://github.com/speice-io/isomorphic-rust/blob/master/percy_patched_webpack/build.sh#L24-L27)
+becomes much simpler:
+
+```sh
+
+cargo +nightly build --target=wasm32-unknown-unknown && \
+    wasm-bindgen "$WASM_DIR/debug/$WASM_NAME.wasm" --out-dir "$APP_DIR" --no-typescript && \
+    "$DIR/node_modules/webpack-cli/bin/cli.js" --mode=production "$APP_DIR/app_loader.js" -o "$APP_DIR/bundle.js"
+```
+
+But we're not done yet! After we compile Rust into WASM and link WASM to Javascript (via
+`wasm-bindgen` and `webpack`), we still have to make an Electron app. For this purpose I used a
+starter app from [Electron Forge], and then a
+[`prestart` script](https://github.com/speice-io/isomorphic-rust/blob/master/percy/package.json#L8)
+to actually handle starting the application.
+
+The
+[final toolchain](https://github.com/speice-io/isomorphic-rust/blob/master/percy/package.json#L8)
+looks something like this:
+
+- `yarn start` triggers the `prestart` script
+- `prestart` checks for missing tools (`wasm-bindgen-cli`, etc.) and then:
+  - Uses `cargo` to compile the Rust code into WASM
+  - Uses `wasm-bindgen` to link the WASM blob into a Javascript file with exported symbols
+  - Uses `webpack` to bundle the page start script with the Javascript we just generated
+    - Uses `babel` under the hood to compile the `wasm-bindgen` code down from ES6 into something
+      browser-compatible
+- The `start` script runs an Electron Forge handler to do some sanity checks
+- Electron actually starts
+
+...which is complicated. I think more work needs to be done to either build a high-quality starter
+app that can manage these steps, or another tool that "just handles" the complexity of linking a
+compiled WASM file into something the Electron browser can run.
+
+# Issue the Second: WASM tools in Rust
+
+For as much as I didn't enjoy the Javascript tooling needed to interface with Rust, the Rust-only
+bits aren't any better at the moment. I get it, a lot of projects are just starting off, and that
+leads to a fragmented ecosystem. Here's what I can recommend as a starting point:
+
+Don't check in your `Cargo.lock` files to version control. If there's a disagreement between the
+version of `wasm-bindgen-cli` you have installed and the `wasm-bindgen` you're compiling with in
+`Cargo.lock`, you get a nasty error:
+
+```
+it looks like the Rust project used to create this wasm file was linked against
+a different version of wasm-bindgen than this binary:
+
+rust wasm file: 0.2.21
+    this binary: 0.2.17
+
+Currently the bindgen format is unstable enough that these two version must
+exactly match, so it's required that these two version are kept in sync by
+either updating the wasm-bindgen dependency or this binary.
+```
+
+Not that I ever managed to run into this myself (_coughs nervously_).
+
+There are two projects attempting to be "application frameworks": [percy] and [yew]. Between those,
+I managed to get [two](https://github.com/speice-io/isomorphic-rust/tree/master/percy)
+[examples](https://github.com/speice-io/isomorphic-rust/tree/master/percy_patched_webpack) running
+using `percy`, but was unable to get an
+[example](https://github.com/speice-io/isomorphic-rust/tree/master/yew) running with `yew` because
+of issues with "missing modules" during the `webpack` step:
+
+```sh
+ERROR in ./dist/electron_yew_wasm_bg.wasm
+Module not found: Error: Can't resolve 'env' in '/home/bspeice/Development/isomorphic_rust/yew/dist'
+ @ ./dist/electron_yew_wasm_bg.wasm
+ @ ./dist/electron_yew_wasm.js
+ @ ./dist/app.js
+ @ ./dist/app_loader.js
+```
+
+If you want to work with the browser APIs directly, your choices are [percy-webapis] or [stdweb] (or
+eventually [web-sys]). See above for my `percy` examples, but when I tried
+[an example with `stdweb`](https://github.com/speice-io/isomorphic-rust/tree/master/stdweb), I was
+unable to get it running:
+
+```sh
+ERROR in ./dist/stdweb_electron_bg.wasm
+Module not found: Error: Can't resolve 'env' in '/home/bspeice/Development/isomorphic_rust/stdweb/dist'
+ @ ./dist/stdweb_electron_bg.wasm
+ @ ./dist/stdweb_electron.js
+ @ ./dist/app_loader.js
+```
+
+At this point I'm pretty convinced that `stdweb` is causing issues for `yew` as well, but can't
+prove it.
+
+I did also get a [minimal example](https://github.com/speice-io/isomorphic-rust/tree/master/minimal)
+running that doesn't depend on any tools besides `wasm-bindgen`. However, it requires manually
+writing "`extern C`" blocks for everything you need from the browser. Es no bueno.
+
+Finally, from a tools and platform view, there are two up-and-coming packages that should be
+mentioned: [js-sys] and [web-sys]. Their purpose is to be fundamental building blocks that exposes
+the browser's APIs to Rust. If you're interested in building an app framework from scratch, these
+should give you the most flexibility. I didn't touch either in my research, though I expect them to
+be essential long-term.
+
+So there's a lot in play from the Rust side of things, and it's just going to take some time to
+figure out what works and what doesn't.
+
+# Issue the Third: Known Unknowns
+
+Alright, so after I managed to get an application started, I stopped there. It was a good deal of
+effort to chain together even a proof of concept, and at this point I'd rather learn [Typescript]
+than keep trying to maintain an incredibly brittle pipeline. Blasphemy, I know...
+
+The important point I want to make is that there's a lot unknown about how any of this holds up
+outside proofs of concept. Things I didn't attempt:
+
+- Testing
+- Packaging
+- Updates
+- Literally anything related to why I wanted to use Electron in the first place
+
+# What it Would Take
+
+Much as I don't like Javascript, the tools are too shaky for me to recommend mixing Electron and
+WASM at the moment. There's a lot of innovation happening, so who knows? Someone might have an
+application in production a couple months from now. But at the moment, I'm personally going to stay
+away.
+
+Let's finish with a wishlist then - here are the things that I think need to happen before
+Electron/WASM/Rust can become a thing:
+
+- Webpack still needs some updates. The necessary work is in progress, but hasn't landed yet
+  ([#7983](https://github.com/webpack/webpack/pull/7983))
+- Browser API libraries (`web-sys` and `stdweb`) need to make sure they can support running in
+  Electron (see module error above)
+- Projects need to stabilize. There's talk of `stdweb` being turned into a Rust API
+  [on top of web-sys](https://github.com/rustwasm/team/issues/226#issuecomment-418475778), and percy
+  [moving to web-sys](https://github.com/chinedufn/percy/issues/24), both of which are big changes
+- `wasm-bindgen` is great, but still in the "move fast and break things" phase
+- A good "boilerplate" app would dramatically simplify the start-up costs;
+  [electron-react-boilerplate](https://github.com/chentsulin/electron-react-boilerplate) comes to
+  mind as a good project to imitate
+- More blog posts/contributors! I think Electron + Rust could be cool, but I have no idea what I'm
+  doing
+
+[wxwidgets]: https://wxwidgets.org/
+[libui-rs]: https://github.com/LeoTindall/libui-rs/
+[electron]: https://electronjs.org/
+[babel]: https://babeljs.io/
+[wxrust]: https://github.com/kenz-gelsoft/wxRust
+[wasm-bindgen]: https://github.com/rustwasm/wasm-bindgen
+[js-sys]: https://crates.io/crates/js-sys
+[percy-webapis]: https://crates.io/crates/percy-webapis
+[stdweb]: https://crates.io/crates/stdweb
+[web-sys]: https://crates.io/crates/web-sys
+[percy]: https://chinedufn.github.io/percy/
+[virtual-dom-rs]: https://crates.io/crates/virtual-dom-rs
+[yew]: https://github.com/DenisKolodin/yew
+[react]: https://reactjs.org/
+[elm]: http://elm-lang.org/
+[asm.js]: http://asmjs.org/
+[emscripten]: https://kripken.github.io/emscripten-site/
+[typescript]: https://www.typescriptlang.org/
+[electron forge]: https://electronforge.io/
+[conrod]: https://github.com/PistonDevelopers/conrod
+[webpack]: https://webpack.js.org/
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+---
+slug: 2018/10/case-study-optimization
+title: A case study in heaptrack
+date: 2018-10-08 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I remember early in my career someone joking that:
+
+> Programmers have it too easy these days. They should learn to develop in low memory environments
+> and be more efficient.
+
+...though it's not like the first code I wrote was for a
+[graphing calculator](https://web.archive.org/web/20180924060530/https://education.ti.com/en/products/calculators/graphing-calculators/ti-84-plus-se)
+packing a whole 24KB of RAM.
+
+But the principle remains: be efficient with the resources you have, because
+[what Intel giveth, Microsoft taketh away](http://exo-blog.blogspot.com/2007/09/what-intel-giveth-microsoft-taketh-away.html).
+
+<!-- truncate -->
+
+My professional work is focused on this kind of efficiency; low-latency financial markets demand
+that you understand at a deep level _exactly_ what your code is doing. As I continue experimenting
+with Rust for personal projects, it's exciting to bring a utilitarian mindset with me: there's
+flexibility for the times I pretend to have a garbage collector, and flexibility for the times that
+I really care about how memory is used.
+
+This post is a (small) case study in how I went from the former to the latter. And ultimately, it's
+intended to be a starting toolkit to empower analysis of your own code.
+
+## Curiosity
+
+When I first started building the [dtparse] crate, my intention was to mirror as closely as possible
+the equivalent [Python library][dateutil]. Python, as you may know, is garbage collected. Very
+rarely is memory usage considered in Python, and I likewise wasn't paying too much attention when
+`dtparse` was first being built.
+
+This lackadaisical approach to memory works well enough, and I'm not planning on making `dtparse`
+hyper-efficient. But every so often, I've wondered: "what exactly is going on in memory?" With the
+advent of Rust 1.28 and the
+[Global Allocator trait](https://doc.rust-lang.org/std/alloc/trait.GlobalAlloc.html), I had a really
+great idea: _build a custom allocator that allows you to track your own allocations._ That way, you
+can do things like writing tests for both correct results and correct memory usage. I gave it a
+[shot][qadapt], but learned very quickly: **never write your own allocator**. It went from "fun
+weekend project" to "I have literally no idea what my computer is doing" at breakneck speed.
+
+Instead, I'll highlight a separate path I took to make sense of my memory usage: [heaptrack].
+
+## Turning on the System Allocator
+
+This is the hardest part of the post. Because Rust uses
+[its own allocator](https://github.com/rust-lang/rust/pull/27400#issue-41256384) by default,
+`heaptrack` is unable to properly record unmodified Rust code. To remedy this, we'll make use of the
+`#[global_allocator]` attribute.
+
+Specifically, in `lib.rs` or `main.rs`, add this:
+
+```rust
+use std::alloc::System;
+
+#[global_allocator]
+static GLOBAL: System = System;
+```
+
+...and that's it. Everything else comes essentially for free.
+
+## Running heaptrack
+
+Assuming you've installed heaptrack <small>(Homebrew in Mac, package manager
+in Linux, ??? in Windows)</small>, all that's left is to fire up your application:
+
+```
+heaptrack my_application
+```
+
+It's that easy. After the program finishes, you'll see a file in your local directory with a name
+like `heaptrack.my_appplication.XXXX.gz`. If you load that up in `heaptrack_gui`, you'll see
+something like this:
+
+![heaptrack](./heaptrack-before.png)
+
+---
+
+And even these pretty colors:
+
+![pretty colors](./heaptrack-flamegraph.png)
+
+## Reading Flamegraphs
+
+To make sense of our memory usage, we're going to focus on that last picture - it's called a
+["flamegraph"](http://www.brendangregg.com/flamegraphs.html). These charts are typically used to
+show how much time your program spends executing each function, but they're used here to show how
+much memory was allocated during those functions instead.
+
+For example, we can see that all executions happened during the `main` function:
+
+![allocations in main](./heaptrack-main-colorized.png)
+
+...and within that, all allocations happened during `dtparse::parse`:
+
+![allocations in dtparse](./heaptrack-dtparse-colorized.png)
+
+...and within _that_, allocations happened in two different places:
+
+![allocations in parseinfo](./heaptrack-parseinfo-colorized.png)
+
+Now I apologize that it's hard to see, but there's one area specifically that stuck out as an issue:
+**what the heck is the `Default` thing doing?**
+
+![pretty colors](./heaptrack-flamegraph-default.png)
+
+## Optimizing dtparse
+
+See, I knew that there were some allocations during calls to `dtparse::parse`, but I was totally
+wrong about where the bulk of allocations occurred in my program. Let me post the code and see if
+you can spot the mistake:
+
+```rust
+/// Main entry point for using `dtparse`.
+pub fn parse(timestr: &str) -> ParseResult<(NaiveDateTime, Option<FixedOffset>)> {
+    let res = Parser::default().parse(
+        timestr, None, None, false, false,
+        None, false,
+        &HashMap::new(),
+    )?;
+
+    Ok((res.0, res.1))
+}
+```
+
+> [dtparse](https://github.com/bspeice/dtparse/blob/4d7c5dd99572823fa4a390b483c38ab020a2172f/src/lib.rs#L1286)
+
+---
+
+Because `Parser::parse` requires a mutable reference to itself, I have to create a new
+`Parser::default` every time it receives a string. This is excessive! We'd rather have an immutable
+parser that can be re-used, and avoid allocating memory in the first place.
+
+Armed with that information, I put some time in to
+[make the parser immutable](https://github.com/bspeice/dtparse/commit/741afa34517d6bc1155713bbc5d66905fea13fad#diff-b4aea3e418ccdb71239b96952d9cddb6).
+Now that I can re-use the same parser over and over, the allocations disappear:
+
+![allocations cleaned up](./heaptrack-flamegraph-after.png)
+
+In total, we went from requiring 2 MB of memory in
+[version 1.0.2](https://crates.io/crates/dtparse/1.0.2):
+
+![memory before](./heaptrack-closeup.png)
+
+All the way down to 300KB in [version 1.0.3](https://crates.io/crates/dtparse/1.0.3):
+
+![memory after](./heaptrack-closeup-after.png)
+
+## Conclusion
+
+In the end, you don't need to write a custom allocator to be efficient with memory, great tools
+already exist to help you understand what your program is doing.
+
+**Use them.**
+
+Given that [Moore's Law](https://en.wikipedia.org/wiki/Moore%27s_law) is
+[dead](https://www.technologyreview.com/s/601441/moores-law-is-dead-now-what/), we've all got to do
+our part to take back what Microsoft stole.
+
+[dtparse]: https://crates.io/crates/dtparse
+[dateutil]: https://github.com/dateutil/dateutil
+[heaptrack]: https://github.com/KDE/heaptrack
+[qadapt]: https://crates.io/crates/qadapt
diff --git a/_posts/2018-12-04-what-small-business-really-means.md b/blog/2018-12-04-what-small-business-really-means/_article.md
similarity index 100%
rename from _posts/2018-12-04-what-small-business-really-means.md
rename to blog/2018-12-04-what-small-business-really-means/_article.md
diff --git a/blog/2018-12-04-what-small-business-really-means/index.mdx b/blog/2018-12-04-what-small-business-really-means/index.mdx
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+---
+slug: 2018/12/what-small-business-really-means
+title: More "what companies really mean"
+date: 2018-12-04 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I recently stumbled across a phenomenal small article entitled
+[What Startups Really Mean By "Why Should We Hire You?"](https://angel.co/blog/what-startups-really-mean-by-why-should-we-hire-you).
+Having been interviewed by smaller companies (though not exactly startups), the questions and
+subtexts are the same. There's often a question behind the question that you're actually trying to
+answer, and I wish I spotted the nuance earlier in my career.
+
+Let me also make note of one more question/euphemism I've come across:
+
+<!-- truncate -->
+
+## How do you feel about production support?
+
+**Translation**: _We're a fairly small team, and when things break on an evening/weekend/Christmas
+Day, can we call on you to be there?_
+
+I've met decidedly few people in my life who truly enjoy the "ops" side of "devops". They're
+incredibly good at taking an impossible problem, pre-existing knowledge of arcane arts, and turning
+that into a functioning system at the end. And if they all left for lunch, we probably wouldn't make
+it out the door before the zombie apocalypse.
+
+Larger organizations (in my experience, 500+ person organizations) have the luxury of hiring people
+who either enjoy that, or play along nicely enough that our systems keep working.
+
+Small teams have no such luck. If you're interviewing at a small company, especially as a "data
+scientist" or other somesuch position, be aware that systems can and do spontaneously combust at the
+most inopportune moments.
+
+**Terrible-but-popular answers include**: _It's a part of the job, and I'm happy to contribute._
diff --git a/_posts/2018-12-15-allocation-safety.md b/blog/2018-12-15-allocation-safety/_article.md
similarity index 100%
rename from _posts/2018-12-15-allocation-safety.md
rename to blog/2018-12-15-allocation-safety/_article.md
diff --git a/blog/2018-12-15-allocation-safety/index.mdx b/blog/2018-12-15-allocation-safety/index.mdx
new file mode 100644
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--- /dev/null
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@@ -0,0 +1,222 @@
+---
+slug: 2018/12/allocation-safety
+title: "QADAPT - debug_assert! for allocations"
+date: 2018-12-15 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I think it's part of the human condition to ignore perfectly good advice when it comes our way. A
+bit over a month ago, I was dispensing sage wisdom for the ages:
+
+> I had a really great idea: build a custom allocator that allows you to track your own allocations.
+> I gave it a shot, but learned very quickly: **never write your own allocator.**
+>
+> -- [me](/2018/10/case-study-optimization)
+
+I proceeded to ignore it, because we never really learn from our mistakes.
+
+<!-- truncate -->
+
+There's another part of the human condition that derives joy from seeing things explode.
+
+<center>
+![Explosions](./watch-the-world-burn.webp)
+</center>
+
+And _that's_ the part I'm going to focus on.
+
+## Why an Allocator?
+
+So why, after complaining about allocators, would I still want to write one? There are three reasons
+for that:
+
+1. Allocation/dropping is slow
+2. It's difficult to know exactly when Rust will allocate or drop, especially when using code that
+   you did not write
+3. I want automated tools to verify behavior, instead of inspecting by hand
+
+When I say "slow," it's important to define the terms. If you're writing web applications, you'll
+spend orders of magnitude more time waiting for the database than you will the allocator. However,
+there's still plenty of code where micro- or nano-seconds matter; think
+[finance](https://www.youtube.com/watch?v=NH1Tta7purM),
+[real-time audio](https://www.reddit.com/r/rust/comments/9hg7yj/synthesizer_progress_update/e6c291f),
+[self-driving cars](https://polysync.io/blog/session-types-for-hearty-codecs/), and
+[networking](https://carllerche.github.io/bytes/bytes/index.html). In these situations it's simply
+unacceptable for you to spend time doing things that are not your program, and waiting on the
+allocator is not cool.
+
+As I continue to learn Rust, it's difficult for me to predict where exactly allocations will happen.
+So, I propose we play a quick trivia game: **Does this code invoke the allocator?**
+
+### Example 1
+
+```rust
+fn my_function() {
+    let v: Vec<u8> = Vec::new();
+}
+```
+
+**No**: Rust [knows how big](https://doc.rust-lang.org/std/mem/fn.size_of.html) the `Vec` type is,
+and reserves a fixed amount of memory on the stack for the `v` vector. However, if we wanted to
+reserve extra space (using `Vec::with_capacity`) the allocator would get invoked.
+
+### Example 2
+
+```rust
+fn my_function() {
+    let v: Box<Vec<u8>> = Box::new(Vec::new());
+}
+```
+
+**Yes**: Because Boxes allow us to work with things that are of unknown size, it has to allocate on
+the heap. While the `Box` is unnecessary in this snippet (release builds will optimize out the
+allocation), reserving heap space more generally is needed to pass a dynamically sized type to
+another function.
+
+### Example 3
+
+```rust
+fn my_function(v: Vec<u8>) {
+    v.push(5);
+}
+```
+
+**Maybe**: Depending on whether the Vector we were given has space available, we may or may not
+allocate. Especially when dealing with code that you did not author, it's difficult to verify that
+things behave as you expect them to.
+
+## Blowing Things Up
+
+So, how exactly does QADAPT solve these problems? **Whenever an allocation or drop occurs in code
+marked allocation-safe, QADAPT triggers a thread panic.** We don't want to let the program continue
+as if nothing strange happened, _we want things to explode_.
+
+However, you don't want code to panic in production because of circumstances you didn't predict.
+Just like [`debug_assert!`](https://doc.rust-lang.org/std/macro.debug_assert.html), **QADAPT will
+strip out its own code when building in release mode to guarantee no panics and no performance
+impact.**
+
+Finally, there are three ways to have QADAPT check that your code will not invoke the allocator:
+
+### Using a procedural macro
+
+The easiest method, watch an entire function for allocator invocation:
+
+```rust
+use qadapt::no_alloc;
+use qadapt::QADAPT;
+
+#[global_allocator]
+static Q: QADAPT = QADAPT;
+
+#[no_alloc]
+fn push_vec(v: &mut Vec<u8>) {
+    // This triggers a panic if v.len() == v.capacity()
+    v.push(5);
+}
+
+fn main() {
+    let v = Vec::with_capacity(1);
+
+    // This will *not* trigger a panic
+    push_vec(&v);
+
+    // This *will* trigger a panic
+    push_vec(&v);
+}
+```
+
+### Using a regular macro
+
+For times when you need more precision:
+
+```rust
+use qadapt::assert_no_alloc;
+use qadapt::QADAPT;
+
+#[global_allocator]
+static Q: QADAPT = QADAPT;
+
+fn main() {
+    let v = Vec::with_capacity(1);
+
+    // No allocations here, we already have space reserved
+    assert_no_alloc!(v.push(5));
+
+    // Even though we remove an item, it doesn't trigger a drop
+    // because it's a scalar. If it were a `Box<_>` type,
+    // a drop would trigger.
+    assert_no_alloc!({
+        v.pop().unwrap();
+    });
+}
+```
+
+### Using function calls
+
+Both the most precise and most tedious:
+
+```rust
+use qadapt::enter_protected;
+use qadapt::exit_protected;
+use qadapt::QADAPT;
+
+#[global_allocator]
+static Q: QADAPT = QADAPT;
+
+fn main() {
+    // This triggers an allocation (on non-release builds)
+    let v = Vec::with_capacity(1);
+
+    enter_protected();
+    // This does not trigger an allocation because we've reserved size
+    v.push(0);
+    exit_protected();
+
+    // This triggers an allocation because we ran out of size,
+    // but doesn't panic because we're no longer protected.
+    v.push(1);
+}
+```
+
+### Caveats
+
+It's important to point out that QADAPT code is synchronous, so please be careful when mixing in
+asynchronous functions:
+
+```rust
+use futures::future::Future;
+use futures::future::ok;
+
+#[no_alloc]
+fn async_capacity() -> impl Future<Item=Vec<u8>, Error=()> {
+    ok(12).and_then(|e| Ok(Vec::with_capacity(e)))
+}
+
+fn main() {
+    // This doesn't trigger a panic because the `and_then` closure
+    // wasn't run during the function call.
+    async_capacity();
+
+    // Still no panic
+    assert_no_alloc!(async_capacity());
+
+    // This will panic because the allocation happens during `unwrap`
+    // in the `assert_no_alloc!` macro
+    assert_no_alloc!(async_capacity().poll().unwrap());
+}
+```
+
+## Conclusion
+
+While there's a lot more to writing high-performance code than managing your usage of the allocator,
+it's critical that you do use the allocator correctly. QADAPT will verify that your code is doing
+what you expect. It's usable even on stable Rust from version 1.31 onward, which isn't the case for
+most allocators. Version 1.0 was released today, and you can check it out over at
+[crates.io](https://crates.io/crates/qadapt) or on [github](https://github.com/bspeice/qadapt).
+
+I'm hoping to write more about high-performance Rust in the future, and I expect that QADAPT will
+help guide that. If there are topics you're interested in, let me know in the comments below!
+
+[qadapt]: https://crates.io/crates/qadapt
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diff --git a/_posts/2019-02-04-understanding-allocations-in-rust.md b/blog/2019-02-04-understanding-allocations-in-rust/_article.md
similarity index 100%
rename from _posts/2019-02-04-understanding-allocations-in-rust.md
rename to blog/2019-02-04-understanding-allocations-in-rust/_article.md
diff --git a/blog/2019-02-04-understanding-allocations-in-rust/index.mdx b/blog/2019-02-04-understanding-allocations-in-rust/index.mdx
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+---
+slug: 2019/02/understanding-allocations-in-rust
+title: "Allocations in Rust: Foreword"
+date: 2019-02-04 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+There's an alchemy of distilling complex technical topics into articles and videos that change the
+way programmers see the tools they interact with on a regular basis. I knew what a linker was, but
+there's a staggering amount of complexity in between
+[the OS and `main()`](https://www.youtube.com/watch?v=dOfucXtyEsU). Rust programmers use the
+[`Box`](https://doc.rust-lang.org/stable/std/boxed/struct.Box.html) type all the time, but there's a
+rich history of the Rust language itself wrapped up in
+[how special it is](https://manishearth.github.io/blog/2017/01/10/rust-tidbits-box-is-special/).
+
+In a similar vein, this series attempts to look at code and understand how memory is used; the
+complex choreography of operating system, compiler, and program that frees you to focus on
+functionality far-flung from frivolous book-keeping. The Rust compiler relieves a great deal of the
+cognitive burden associated with memory management, but we're going to step into its world for a
+while.
+
+Let's learn a bit about memory in Rust.
+
+<!-- truncate -->
+
+---
+
+Rust's three defining features of
+[Performance, Reliability, and Productivity](https://www.rust-lang.org/) are all driven to a great
+degree by the how the Rust compiler understands memory usage. Unlike managed memory languages (Java,
+Python), Rust
+[doesn't really](https://words.steveklabnik.com/borrow-checking-escape-analysis-and-the-generational-hypothesis)
+garbage collect; instead, it uses an
+[ownership](https://doc.rust-lang.org/book/ch04-01-what-is-ownership.html) system to reason about
+how long objects will last in your program. In some cases, if the life of an object is fairly
+transient, Rust can make use of a very fast region called the "stack." When that's not possible,
+Rust uses
+[dynamic (heap) memory](https://en.wikipedia.org/wiki/Memory_management#Dynamic_memory_allocation)
+and the ownership system to ensure you can't accidentally corrupt memory. It's not as fast, but it
+is important to have available.
+
+That said, there are specific situations in Rust where you'd never need to worry about the
+stack/heap distinction! If you:
+
+1. Never use `unsafe`
+2. Never use `#![feature(alloc)]` or the [`alloc` crate](https://doc.rust-lang.org/alloc/index.html)
+
+...then it's not possible for you to use dynamic memory!
+
+For some uses of Rust, typically embedded devices, these constraints are OK. They have very limited
+memory, and the program binary size itself may significantly affect what's available! There's no
+operating system able to manage this
+["virtual memory"](https://en.wikipedia.org/wiki/Virtual_memory) thing, but that's not an issue
+because there's only one running application. The
+[embedonomicon](https://docs.rust-embedded.org/embedonomicon/preface.html) is ever in mind, and
+interacting with the "real world" through extra peripherals is accomplished by reading and writing
+to [specific memory addresses](https://bob.cs.sonoma.edu/IntroCompOrg-RPi/sec-gpio-mem.html).
+
+Most Rust programs find these requirements overly burdensome though. C++ developers would struggle
+without access to [`std::vector`](https://en.cppreference.com/w/cpp/container/vector) (except those
+hardcore no-STL people), and Rust developers would struggle without
+[`std::vec`](https://doc.rust-lang.org/std/vec/struct.Vec.html). But with the constraints above,
+`std::vec` is actually a part of the
+[`alloc` crate](https://doc.rust-lang.org/alloc/vec/struct.Vec.html), and thus off-limits. `Box`,
+`Rc`, etc., are also unusable for the same reason.
+
+Whether writing code for embedded devices or not, the important thing in both situations is how much
+you know _before your application starts_ about what its memory usage will look like. In embedded
+devices, there's a small, fixed amount of memory to use. In a browser, you have no idea how large
+[google.com](https://www.google.com)'s home page is until you start trying to download it. The
+compiler uses this knowledge (or lack thereof) to optimize how memory is used; put simply, your code
+runs faster when the compiler can guarantee exactly how much memory your program needs while it's
+running. This series is all about understanding how the compiler reasons about your program, with an
+emphasis on the implications for performance.
+
+Now let's address some conditions and caveats before going much further:
+
+- We'll focus on "safe" Rust only; `unsafe` lets you use platform-specific allocation API's
+  ([`malloc`](https://www.tutorialspoint.com/c_standard_library/c_function_malloc.htm)) that we'll
+  ignore.
+- We'll assume a "debug" build of Rust code (what you get with `cargo run` and `cargo test`) and
+  address (pun intended) release mode at the end (`cargo run --release` and `cargo test --release`).
+- All content will be run using Rust 1.32, as that's the highest currently supported in the
+  [Compiler Exporer](https://godbolt.org/). As such, we'll avoid upcoming innovations like
+  [compile-time evaluation of `static`](https://github.com/rust-lang/rfcs/blob/master/text/0911-const-fn.md)
+  that are available in nightly.
+- Because of the nature of the content, being able to read assembly is helpful. We'll keep it
+  simple, but I [found](https://stackoverflow.com/a/4584131/1454178) a
+  [refresher](https://stackoverflow.com/a/26026278/1454178) on the `push` and `pop`
+  [instructions](http://www.cs.virginia.edu/~evans/cs216/guides/x86.html) was helpful while writing
+  this.
+- I've tried to be precise in saying only what I can prove using the tools (ASM, docs) that are
+  available, but if there's something said in error it will be corrected expeditiously. Please let
+  me know at [bradlee@speice.io](mailto:bradlee@speice.io)
+
+Finally, I'll do what I can to flag potential future changes but the Rust docs have a notice worth
+repeating:
+
+> Rust does not currently have a rigorously and formally defined memory model.
+>
+> -- [the docs](https://doc.rust-lang.org/std/ptr/fn.read_volatile.html)
diff --git a/_posts/2019-02-05-the-whole-world.md b/blog/2019-02-05-the-whole-world/_article.md
similarity index 100%
rename from _posts/2019-02-05-the-whole-world.md
rename to blog/2019-02-05-the-whole-world/_article.md
diff --git a/blog/2019-02-05-the-whole-world/index.mdx b/blog/2019-02-05-the-whole-world/index.mdx
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+---
+slug: 2019/02/the-whole-world
+title: "Allocations in Rust: Global memory"
+date: 2019-02-05 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+The first memory type we'll look at is pretty special: when Rust can prove that a _value_ is fixed
+for the life of a program (`const`), and when a _reference_ is unique for the life of a program
+(`static` as a declaration, not
+[`'static`](https://doc.rust-lang.org/book/ch10-03-lifetime-syntax.html#the-static-lifetime) as a
+lifetime), we can make use of global memory. This special section of data is embedded directly in
+the program binary so that variables are ready to go once the program loads; no additional
+computation is necessary.
+
+Understanding the value/reference distinction is important for reasons we'll go into below, and
+while the
+[full specification](https://github.com/rust-lang/rfcs/blob/master/text/0246-const-vs-static.md) for
+these two keywords is available, we'll take a hands-on approach to the topic.
+
+<!-- truncate -->
+
+## `const` values
+
+When a _value_ is guaranteed to be unchanging in your program (where "value" may be scalars,
+`struct`s, etc.), you can declare it `const`. This tells the compiler that it's safe to treat the
+value as never changing, and enables some interesting optimizations; not only is there no
+initialization cost to creating the value (it is loaded at the same time as the executable parts of
+your program), but the compiler can also copy the value around if it speeds up the code.
+
+The points we need to address when talking about `const` are:
+
+- `Const` values are stored in read-only memory - it's impossible to modify.
+- Values resulting from calling a `const fn` are materialized at compile-time.
+- The compiler may (or may not) copy `const` values wherever it chooses.
+
+### Read-Only
+
+The first point is a bit strange - "read-only memory."
+[The Rust book](https://doc.rust-lang.org/book/ch03-01-variables-and-mutability.html#differences-between-variables-and-constants)
+mentions in a couple places that using `mut` with constants is illegal, but it's also important to
+demonstrate just how immutable they are. _Typically_ in Rust you can use
+[interior mutability](https://doc.rust-lang.org/book/ch15-05-interior-mutability.html) to modify
+things that aren't declared `mut`.
+[`RefCell`](https://doc.rust-lang.org/std/cell/struct.RefCell.html) provides an example of this
+pattern in action:
+
+```rust
+use std::cell::RefCell;
+
+fn my_mutator(cell: &RefCell<u8>) {
+    // Even though we're given an immutable reference,
+    // the `replace` method allows us to modify the inner value.
+    cell.replace(14);
+}
+
+fn main() {
+    let cell = RefCell::new(25);
+    // Prints out 25
+    println!("Cell: {:?}", cell);
+    my_mutator(&cell);
+    // Prints out 14
+    println!("Cell: {:?}", cell);
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=8e4bea1a718edaff4507944e825a54b2)
+
+When `const` is involved though, interior mutability is impossible:
+
+```rust
+use std::cell::RefCell;
+
+const CELL: RefCell<u8> = RefCell::new(25);
+
+fn my_mutator(cell: &RefCell<u8>) {
+    cell.replace(14);
+}
+
+fn main() {
+    // First line prints 25 as expected
+    println!("Cell: {:?}", &CELL);
+    my_mutator(&CELL);
+    // Second line *still* prints 25
+    println!("Cell: {:?}", &CELL);
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=88fe98110c33c1b3a51e341f48b8ae00)
+
+And a second example using [`Once`](https://doc.rust-lang.org/std/sync/struct.Once.html):
+
+```rust
+use std::sync::Once;
+
+const SURPRISE: Once = Once::new();
+
+fn main() {
+    // This is how `Once` is supposed to be used
+    SURPRISE.call_once(|| println!("Initializing..."));
+    // Because `Once` is a `const` value, we never record it
+    // having been initialized the first time, and this closure
+    // will also execute.
+    SURPRISE.call_once(|| println!("Initializing again???"));
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=c3cc5979b5e5434eca0f9ec4a06ee0ed)
+
+When the
+[`const` specification](https://github.com/rust-lang/rfcs/blob/26197104b7bb9a5a35db243d639aee6e46d35d75/text/0246-const-vs-static.md)
+refers to ["rvalues"](http://www.open-std.org/jtc1/sc22/wg21/docs/papers/2010/n3055.pdf), this
+behavior is what they refer to. [Clippy](https://github.com/rust-lang/rust-clippy) will treat this
+as an error, but it's still something to be aware of.
+
+### Initialization
+
+The next thing to mention is that `const` values are loaded into memory _as part of your program
+binary_. Because of this, any `const` values declared in your program will be "realized" at
+compile-time; accessing them may trigger a main-memory lookup (with a fixed address, so your CPU may
+be able to prefetch the value), but that's it.
+
+```rust
+use std::cell::RefCell;
+
+const CELL: RefCell<u32> = RefCell::new(24);
+
+pub fn multiply(value: u32) -> u32 {
+    // CELL is stored at `.L__unnamed_1`
+    value * (*CELL.get_mut())
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/Th8boO)
+
+The compiler creates one `RefCell`, uses it everywhere, and never needs to call the `RefCell::new`
+function.
+
+### Copying
+
+If it's helpful though, the compiler can choose to copy `const` values.
+
+```rust
+const FACTOR: u32 = 1000;
+
+pub fn multiply(value: u32) -> u32 {
+    // See assembly line 4 for the `mov edi, 1000` instruction
+    value * FACTOR
+}
+
+pub fn multiply_twice(value: u32) -> u32 {
+    // See assembly lines 22 and 29 for `mov edi, 1000` instructions
+    value * FACTOR * FACTOR
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/ZtS54X)
+
+In this example, the `FACTOR` value is turned into the `mov edi, 1000` instruction in both the
+`multiply` and `multiply_twice` functions; the "1000" value is never "stored" anywhere, as it's
+small enough to inline into the assembly instructions.
+
+Finally, getting the address of a `const` value is possible, but not guaranteed to be unique
+(because the compiler can choose to copy values). I was unable to get non-unique pointers in my
+testing (even using different crates), but the specifications are clear enough: _don't rely on
+pointers to `const` values being consistent_. To be frank, caring about locations for `const` values
+is almost certainly a code smell.
+
+## `static` values
+
+Static variables are related to `const` variables, but take a slightly different approach. When we
+declare that a _reference_ is unique for the life of a program, you have a `static` variable
+(unrelated to the `'static` lifetime). Because of the reference/value distinction with
+`const`/`static`, static variables behave much more like typical "global" variables.
+
+But to understand `static`, here's what we'll look at:
+
+- `static` variables are globally unique locations in memory.
+- Like `const`, `static` variables are loaded at the same time as your program being read into
+  memory.
+- All `static` variables must implement the
+  [`Sync`](https://doc.rust-lang.org/std/marker/trait.Sync.html) marker trait.
+- Interior mutability is safe and acceptable when using `static` variables.
+
+### Memory Uniqueness
+
+The single biggest difference between `const` and `static` is the guarantees provided about
+uniqueness. Where `const` variables may or may not be copied in code, `static` variables are
+guarantee to be unique. If we take a previous `const` example and change it to `static`, the
+difference should be clear:
+
+```rust
+static FACTOR: u32 = 1000;
+
+pub fn multiply(value: u32) -> u32 {
+    // The assembly to `mul dword ptr [rip + example::FACTOR]` is how FACTOR gets used
+    value * FACTOR
+}
+
+pub fn multiply_twice(value: u32) -> u32 {
+    // The assembly to `mul dword ptr [rip + example::FACTOR]` is how FACTOR gets used
+    value * FACTOR * FACTOR
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/uxmiRQ)
+
+Where [previously](#copying) there were plenty of references to multiplying by 1000, the new
+assembly refers to `FACTOR` as a named memory location instead. No initialization work needs to be
+done, but the compiler can no longer prove the value never changes during execution.
+
+### Initialization
+
+Next, let's talk about initialization. The simplest case is initializing static variables with
+either scalar or struct notation:
+
+```rust
+#[derive(Debug)]
+struct MyStruct {
+    x: u32
+}
+
+static MY_STRUCT: MyStruct = MyStruct {
+    // You can even reference other statics
+    // declared later
+    x: MY_VAL
+};
+
+static MY_VAL: u32 = 24;
+
+fn main() {
+    println!("Static MyStruct: {:?}", MY_STRUCT);
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=b538dbc46076f12db047af4f4403ee6e)
+
+Things can get a bit weirder when using `const fn` though. In most cases, it just works:
+
+```rust
+#[derive(Debug)]
+struct MyStruct {
+    x: u32
+}
+
+impl MyStruct {
+    const fn new() -> MyStruct {
+        MyStruct { x: 24 }
+    }
+}
+
+static MY_STRUCT: MyStruct = MyStruct::new();
+
+fn main() {
+    println!("const fn Static MyStruct: {:?}", MY_STRUCT);
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=8c796a6e7fc273c12115091b707b0255)
+
+However, there's a caveat: you're currently not allowed to use `const fn` to initialize static
+variables of types that aren't marked `Sync`. For example,
+[`RefCell::new()`](https://doc.rust-lang.org/std/cell/struct.RefCell.html#method.new) is a
+`const fn`, but because
+[`RefCell` isn't `Sync`](https://doc.rust-lang.org/std/cell/struct.RefCell.html#impl-Sync), you'll
+get an error at compile time:
+
+```rust
+use std::cell::RefCell;
+
+// error[E0277]: `std::cell::RefCell<u8>` cannot be shared between threads safely
+static MY_LOCK: RefCell<u8> = RefCell::new(0);
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=c76ef86e473d07117a1700e21fd45560)
+
+It's likely that this will
+[change in the future](https://github.com/rust-lang/rfcs/blob/master/text/0911-const-fn.md) though.
+
+### The `Sync` marker
+
+Which leads well to the next point: static variable types must implement the
+[`Sync` marker](https://doc.rust-lang.org/std/marker/trait.Sync.html). Because they're globally
+unique, it must be safe for you to access static variables from any thread at any time. Most
+`struct` definitions automatically implement the `Sync` trait because they contain only elements
+which themselves implement `Sync` (read more in the
+[Nomicon](https://doc.rust-lang.org/nomicon/send-and-sync.html)). This is why earlier examples could
+get away with initializing statics, even though we never included an `impl Sync for MyStruct` in the
+code. To demonstrate this property, Rust refuses to compile our earlier example if we add a
+non-`Sync` element to the `struct` definition:
+
+```rust
+use std::cell::RefCell;
+
+struct MyStruct {
+    x: u32,
+    y: RefCell<u8>,
+}
+
+// error[E0277]: `std::cell::RefCell<u8>` cannot be shared between threads safely
+static MY_STRUCT: MyStruct = MyStruct {
+    x: 8,
+    y: RefCell::new(8)
+};
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=40074d0248f056c296b662dbbff97cfc)
+
+### Interior mutability
+
+Finally, while `static mut` variables are allowed, mutating them is an `unsafe` operation. If we
+want to stay in `safe` Rust, we can use interior mutability to accomplish similar goals:
+
+```rust
+use std::sync::Once;
+
+// This example adapted from https://doc.rust-lang.org/std/sync/struct.Once.html#method.call_once
+static INIT: Once = Once::new();
+
+fn main() {
+    // Note that while `INIT` is declared immutable, we're still allowed
+    // to mutate its interior
+    INIT.call_once(|| println!("Initializing..."));
+    // This code won't panic, as the interior of INIT was modified
+    // as part of the previous `call_once`
+    INIT.call_once(|| panic!("INIT was called twice!"));
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=3ba003a981a7ed7400240caadd384d59)
diff --git a/_posts/2019-02-06-stacking-up.md b/blog/2019-02-06-stacking-up/_article.md
similarity index 100%
rename from _posts/2019-02-06-stacking-up.md
rename to blog/2019-02-06-stacking-up/_article.md
diff --git a/blog/2019-02-06-stacking-up/index.mdx b/blog/2019-02-06-stacking-up/index.mdx
new file mode 100644
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--- /dev/null
+++ b/blog/2019-02-06-stacking-up/index.mdx
@@ -0,0 +1,604 @@
+---
+slug: 2019/02/stacking-up
+title: "Allocations in Rust: Fixed memory"
+date: 2019-02-06 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+`const` and `static` are perfectly fine, but it's relatively rare that we know at compile-time about
+either values or references that will be the same for the duration of our program. Put another way,
+it's not often the case that either you or your compiler knows how much memory your entire program
+will ever need.
+
+However, there are still some optimizations the compiler can do if it knows how much memory
+individual functions will need. Specifically, the compiler can make use of "stack" memory (as
+opposed to "heap" memory) which can be managed far faster in both the short- and long-term.
+
+<!-- truncate -->
+
+When requesting memory, the [`push` instruction](http://www.cs.virginia.edu/~evans/cs216/guides/x86.html)
+can typically complete in [1 or 2 cycles](https://agner.org/optimize/instruction_tables.ods) (&lt;1ns
+on modern CPUs). Contrast that to heap memory which requires an allocator (specialized
+software to track what memory is in use) to reserve space. When you're finished with stack memory,
+the `pop` instruction runs in 1-3 cycles, as opposed to an allocator needing to worry about memory
+fragmentation and other issues with the heap. All sorts of incredibly sophisticated techniques have
+been used to design allocators:
+
+- [Garbage Collection](<https://en.wikipedia.org/wiki/Garbage_collection_(computer_science)>)
+  strategies like [Tracing](https://en.wikipedia.org/wiki/Tracing_garbage_collection) (used in
+  [Java](https://www.oracle.com/technetwork/java/javase/tech/g1-intro-jsp-135488.html)) and
+  [Reference counting](https://en.wikipedia.org/wiki/Reference_counting) (used in
+  [Python](https://docs.python.org/3/extending/extending.html#reference-counts))
+- Thread-local structures to prevent locking the allocator in
+  [tcmalloc](https://jamesgolick.com/2013/5/19/how-tcmalloc-works.html)
+- Arena structures used in [jemalloc](http://jemalloc.net/), which
+  [until recently](https://blog.rust-lang.org/2019/01/17/Rust-1.32.0.html#jemalloc-is-removed-by-default)
+  was the primary allocator for Rust programs!
+
+But no matter how fast your allocator is, the principle remains: the fastest allocator is the one
+you never use. As such, we're not going to discuss how exactly the
+[`push` and `pop` instructions work](http://www.cs.virginia.edu/~evans/cs216/guides/x86.html), but
+we'll focus instead on the conditions that enable the Rust compiler to use faster stack-based
+allocation for variables.
+
+So, **how do we know when Rust will or will not use stack allocation for objects we create?**
+Looking at other languages, it's often easy to delineate between stack and heap. Managed memory
+languages (Python, Java,
+[C#](https://blogs.msdn.microsoft.com/ericlippert/2010/09/30/the-truth-about-value-types/)) place
+everything on the heap. JIT compilers ([PyPy](https://www.pypy.org/),
+[HotSpot](https://www.oracle.com/technetwork/java/javase/tech/index-jsp-136373.html)) may optimize
+some heap allocations away, but you should never assume it will happen. C makes things clear with
+calls to special functions (like [malloc(3)](https://linux.die.net/man/3/malloc)) needed to access
+heap memory. Old C++ has the [`new`](https://stackoverflow.com/a/655086/1454178) keyword, though
+modern C++/C++11 is more complicated with [RAII](https://en.cppreference.com/w/cpp/language/raii).
+
+For Rust, we can summarize as follows: **stack allocation will be used for everything that doesn't
+involve "smart pointers" and collections**. We'll skip over a precise definition of the term "smart
+pointer" for now, and instead discuss what we should watch for to understand when stack and heap
+memory regions are used:
+
+1. Stack manipulation instructions (`push`, `pop`, and `add`/`sub` of the `rsp` register) indicate
+   allocation of stack memory:
+
+   ```rust
+   pub fn stack_alloc(x: u32) -> u32 {
+       // Space for `y` is allocated by subtracting from `rsp`,
+       // and then populated
+       let y = [1u8, 2, 3, 4];
+       // Space for `y` is deallocated by adding back to `rsp`
+       x
+   }
+   ```
+
+   -- [Compiler Explorer](https://godbolt.org/z/5WSgc9)
+
+2. Tracking when exactly heap allocation calls occur is difficult. It's typically easier to watch
+   for `call core::ptr::real_drop_in_place`, and infer that a heap allocation happened in the recent
+   past:
+
+   ```rust
+   pub fn heap_alloc(x: usize) -> usize {
+       // Space for elements in a vector has to be allocated
+       // on the heap, and is then de-allocated once the
+       // vector goes out of scope
+       let y: Vec<u8> = Vec::with_capacity(x);
+       x
+   }
+   ```
+
+   -- [Compiler Explorer](https://godbolt.org/z/epfgoQ) (`real_drop_in_place` happens on line 1317)
+   <small>Note: While the
+   [`Drop` trait](https://doc.rust-lang.org/std/ops/trait.Drop.html) is
+   [called for stack-allocated objects](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=87edf374d8983816eb3d8cfeac657b46),
+   the Rust standard library only defines `Drop` implementations for types that involve heap
+   allocation.</small>
+
+3. If you don't want to inspect the assembly, use a custom allocator that's able to track and alert
+   when heap allocations occur. Crates like
+   [`alloc_counter`](https://crates.io/crates/alloc_counter) are designed for exactly this purpose.
+
+With all that in mind, let's talk about situations in which we're guaranteed to use stack memory:
+
+- Structs are created on the stack.
+- Function arguments are passed on the stack, meaning the
+  [`#[inline]` attribute](https://doc.rust-lang.org/reference/attributes.html#inline-attribute) will
+  not change the memory region used.
+- Enums and unions are stack-allocated.
+- [Arrays](https://doc.rust-lang.org/std/primitive.array.html) are always stack-allocated.
+- Closures capture their arguments on the stack.
+- Generics will use stack allocation, even with dynamic dispatch.
+- [`Copy`](https://doc.rust-lang.org/std/marker/trait.Copy.html) types are guaranteed to be
+  stack-allocated, and copying them will be done in stack memory.
+- [`Iterator`s](https://doc.rust-lang.org/std/iter/trait.Iterator.html) in the standard library are
+  stack-allocated even when iterating over heap-based collections.
+
+## Structs
+
+The simplest case comes first. When creating vanilla `struct` objects, we use stack memory to hold
+their contents:
+
+```rust
+struct Point {
+    x: u64,
+    y: u64,
+}
+
+struct Line {
+    a: Point,
+    b: Point,
+}
+
+pub fn make_line() {
+    // `origin` is stored in the first 16 bytes of memory
+    // starting at location `rsp`
+    let origin = Point { x: 0, y: 0 };
+    // `point` makes up the next 16 bytes of memory
+    let point = Point { x: 1, y: 2 };
+
+    // When creating `ray`, we just move the content out of
+    // `origin` and `point` into the next 32 bytes of memory
+    let ray = Line { a: origin, b: point };
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/vri9BE)
+
+Note that while some extra-fancy instructions are used for memory manipulation in the assembly, the
+`sub rsp, 64` instruction indicates we're still working with the stack.
+
+## Function arguments
+
+Have you ever wondered how functions communicate with each other? Like, once the variables are given
+to you, everything's fine. But how do you "give" those variables to another function? How do you get
+the results back afterward? The answer: the compiler arranges memory and assembly instructions using
+a pre-determined [calling convention](http://llvm.org/docs/LangRef.html#calling-conventions). This
+convention governs the rules around where arguments needed by a function will be located (either in
+memory offsets relative to the stack pointer `rsp`, or in other registers), and where the results
+can be found once the function has finished. And when multiple languages agree on what the calling
+conventions are, you can do things like having [Go call Rust code](https://blog.filippo.io/rustgo/)!
+
+Put simply: it's the compiler's job to figure out how to call other functions, and you can assume
+that the compiler is good at its job.
+
+We can see this in action using a simple example:
+
+```rust
+struct Point {
+    x: i64,
+    y: i64,
+}
+
+// We use integer division operations to keep
+// the assembly clean, understanding the result
+// isn't accurate.
+fn distance(a: &Point, b: &Point) -> i64 {
+    // Immediately subtract from `rsp` the bytes needed
+    // to hold all the intermediate results - this is
+    // the stack allocation step
+
+    // The compiler used the `rdi` and `rsi` registers
+    // to pass our arguments, so read them in
+    let x1 = a.x;
+    let x2 = b.x;
+    let y1 = a.y;
+    let y2 = b.y;
+
+    // Do the actual math work
+    let x_pow = (x1 - x2) * (x1 - x2);
+    let y_pow = (y1 - y2) * (y1 - y2);
+    let squared = x_pow + y_pow;
+    squared / squared
+
+    // Our final result will be stored in the `rax` register
+    // so that our caller knows where to retrieve it.
+    // Finally, add back to `rsp` the stack memory that is
+    // now ready to be used by other functions.
+}
+
+pub fn total_distance() {
+    let start = Point { x: 1, y: 2 };
+    let middle = Point { x: 3, y: 4 };
+    let end = Point { x: 5, y: 6 };
+
+    let _dist_1 = distance(&start, &middle);
+    let _dist_2 = distance(&middle, &end);
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/Qmx4ST)
+
+As a consequence of function arguments never using heap memory, we can also infer that functions
+using the `#[inline]` attributes also do not heap allocate. But better than inferring, we can look
+at the assembly to prove it:
+
+```rust
+struct Point {
+    x: i64,
+    y: i64,
+}
+
+// Note that there is no `distance` function in the assembly output,
+// and the total line count goes from 229 with inlining off
+// to 306 with inline on. Even still, no heap allocations occur.
+#[inline(always)]
+fn distance(a: &Point, b: &Point) -> i64 {
+    let x1 = a.x;
+    let x2 = b.x;
+    let y1 = a.y;
+    let y2 = b.y;
+
+    let x_pow = (a.x - b.x) * (a.x - b.x);
+    let y_pow = (a.y - b.y) * (a.y - b.y);
+    let squared = x_pow + y_pow;
+    squared / squared
+}
+
+pub fn total_distance() {
+    let start = Point { x: 1, y: 2 };
+    let middle = Point { x: 3, y: 4 };
+    let end = Point { x: 5, y: 6 };
+
+    let _dist_1 = distance(&start, &middle);
+    let _dist_2 = distance(&middle, &end);
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/30Sh66)
+
+Finally, passing by value (arguments with type
+[`Copy`](https://doc.rust-lang.org/std/marker/trait.Copy.html)) and passing by reference (either
+moving ownership or passing a pointer) may have slightly different layouts in assembly, but will
+still use either stack memory or CPU registers:
+
+```rust
+pub struct Point {
+    x: i64,
+    y: i64,
+}
+
+// Moving values
+pub fn distance_moved(a: Point, b: Point) -> i64 {
+    let x1 = a.x;
+    let x2 = b.x;
+    let y1 = a.y;
+    let y2 = b.y;
+
+    let x_pow = (x1 - x2) * (x1 - x2);
+    let y_pow = (y1 - y2) * (y1 - y2);
+    let squared = x_pow + y_pow;
+    squared / squared
+}
+
+// Borrowing values has two extra `mov` instructions on lines 21 and 22
+pub fn distance_borrowed(a: &Point, b: &Point) -> i64 {
+    let x1 = a.x;
+    let x2 = b.x;
+    let y1 = a.y;
+    let y2 = b.y;
+
+    let x_pow = (x1 - x2) * (x1 - x2);
+    let y_pow = (y1 - y2) * (y1 - y2);
+    let squared = x_pow + y_pow;
+    squared / squared
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/06hGiv)
+
+## Enums
+
+If you've ever worried that wrapping your types in
+[`Option`](https://doc.rust-lang.org/stable/core/option/enum.Option.html) or
+[`Result`](https://doc.rust-lang.org/stable/core/result/enum.Result.html) would finally make them
+large enough that Rust decides to use heap allocation instead, fear no longer: `enum` and union
+types don't use heap allocation:
+
+```rust
+enum MyEnum {
+    Small(u8),
+    Large(u64)
+}
+
+struct MyStruct {
+    x: MyEnum,
+    y: MyEnum,
+}
+
+pub fn enum_compare() {
+    let x = MyEnum::Small(0);
+    let y = MyEnum::Large(0);
+
+    let z = MyStruct { x, y };
+
+    let opt = Option::Some(z);
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/HK7zBx)
+
+Because the size of an `enum` is the size of its largest element plus a flag, the compiler can
+predict how much memory is used no matter which variant of an enum is currently stored in a
+variable. Thus, enums and unions have no need of heap allocation. There's unfortunately not a great
+way to show this in assembly, so I'll instead point you to the
+[`core::mem::size_of`](https://doc.rust-lang.org/stable/core/mem/fn.size_of.html#size-of-enums)
+documentation.
+
+## Arrays
+
+The array type is guaranteed to be stack allocated, which is why the array size must be declared.
+Interestingly enough, this can be used to cause safe Rust programs to crash:
+
+```rust
+// 256 bytes
+#[derive(Default)]
+struct TwoFiftySix {
+    _a: [u64; 32]
+}
+
+// 8 kilobytes
+#[derive(Default)]
+struct EightK {
+    _a: [TwoFiftySix; 32]
+}
+
+// 256 kilobytes
+#[derive(Default)]
+struct TwoFiftySixK {
+    _a: [EightK; 32]
+}
+
+// 8 megabytes - exceeds space typically provided for the stack,
+// though the kernel can be instructed to allocate more.
+// On Linux, you can check stack size using `ulimit -s`
+#[derive(Default)]
+struct EightM {
+    _a: [TwoFiftySixK; 32]
+}
+
+fn main() {
+    // Because we already have things in stack memory
+    // (like the current function call stack), allocating another
+    // eight megabytes of stack memory crashes the program
+    let _x = EightM::default();
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=587a6380a4914bcbcef4192c90c01dc4)
+
+There aren't any security implications of this (no memory corruption occurs), but it's good to note
+that the Rust compiler won't move arrays into heap memory even if they can be reasonably expected to
+overflow the stack.
+
+## Closures
+
+Rules for how anonymous functions capture their arguments are typically language-specific. In Java,
+[Lambda Expressions](https://docs.oracle.com/javase/tutorial/java/javaOO/lambdaexpressions.html) are
+actually objects created on the heap that capture local primitives by copying, and capture local
+non-primitives as (`final`) references.
+[Python](https://docs.python.org/3.7/reference/expressions.html#lambda) and
+[JavaScript](https://javascriptweblog.wordpress.com/2010/10/25/understanding-javascript-closures/)
+both bind _everything_ by reference normally, but Python can also
+[capture values](https://stackoverflow.com/a/235764/1454178) and JavaScript has
+[Arrow functions](https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Functions/Arrow_functions).
+
+In Rust, arguments to closures are the same as arguments to other functions; closures are simply
+functions that don't have a declared name. Some weird ordering of the stack may be required to
+handle them, but it's the compiler's responsiblity to figure that out.
+
+Each example below has the same effect, but a different assembly implementation. In the simplest
+case, we immediately run a closure returned by another function. Because we don't store a reference
+to the closure, the stack memory needed to store the captured values is contiguous:
+
+```rust
+fn my_func() -> impl FnOnce() {
+    let x = 24;
+    // Note that this closure in assembly looks exactly like
+    // any other function; you even use the `call` instruction
+    // to start running it.
+    move || { x; }
+}
+
+pub fn immediate() {
+    my_func()();
+    my_func()();
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/mgJ2zl), 25 total assembly instructions
+
+If we store a reference to the closure, the Rust compiler keeps values it needs in the stack memory
+of the original function. Getting the details right is a bit harder, so the instruction count goes
+up even though this code is functionally equivalent to our original example:
+
+```rust
+pub fn simple_reference() {
+    let x = my_func();
+    let y = my_func();
+    y();
+    x();
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/K_dj5n), 55 total assembly instructions
+
+Even things like variable order can make a difference in instruction count:
+
+```rust
+pub fn complex() {
+    let x = my_func();
+    let y = my_func();
+    x();
+    y();
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/p37qFl), 70 total assembly instructions
+
+In every circumstance though, the compiler ensured that no heap allocations were necessary.
+
+## Generics
+
+Traits in Rust come in two broad forms: static dispatch (monomorphization, `impl Trait`) and dynamic
+dispatch (trait objects, `dyn Trait`). While dynamic dispatch is often _associated_ with trait
+objects being stored in the heap, dynamic dispatch can be used with stack allocated objects as well:
+
+```rust
+trait GetInt {
+    fn get_int(&self) -> u64;
+}
+
+// vtable stored at section L__unnamed_1
+struct WhyNotU8 {
+    x: u8
+}
+impl GetInt for WhyNotU8 {
+    fn get_int(&self) -> u64 {
+        self.x as u64
+    }
+}
+
+// vtable stored at section L__unnamed_2
+struct ActualU64 {
+    x: u64
+}
+impl GetInt for ActualU64 {
+    fn get_int(&self) -> u64 {
+        self.x
+    }
+}
+
+// `&dyn` declares that we want to use dynamic dispatch
+// rather than monomorphization, so there is only one
+// `retrieve_int` function that shows up in the final assembly.
+// If we used generics, there would be one implementation of
+// `retrieve_int` for each type that implements `GetInt`.
+pub fn retrieve_int(u: &dyn GetInt) {
+    // In the assembly, we just call an address given to us
+    // in the `rsi` register and hope that it was set up
+    // correctly when this function was invoked.
+    let x = u.get_int();
+}
+
+pub fn do_call() {
+    // Note that even though the vtable for `WhyNotU8` and
+    // `ActualU64` includes a pointer to
+    // `core::ptr::real_drop_in_place`, it is never invoked.
+    let a = WhyNotU8 { x: 0 };
+    let b = ActualU64 { x: 0 };
+
+    retrieve_int(&a);
+    retrieve_int(&b);
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/u_yguS)
+
+It's hard to imagine practical situations where dynamic dispatch would be used for objects that
+aren't heap allocated, but it technically can be done.
+
+## Copy types
+
+Understanding move semantics and copy semantics in Rust is weird at first. The Rust docs
+[go into detail](https://doc.rust-lang.org/stable/core/marker/trait.Copy.html) far better than can
+be addressed here, so I'll leave them to do the job. From a memory perspective though, their
+guideline is reasonable:
+[if your type can implemement `Copy`, it should](https://doc.rust-lang.org/stable/core/marker/trait.Copy.html#when-should-my-type-be-copy).
+While there are potential speed tradeoffs to _benchmark_ when discussing `Copy` (move semantics for
+stack objects vs. copying stack pointers vs. copying stack `struct`s), _it's impossible for `Copy`
+to introduce a heap allocation_.
+
+But why is this the case? Fundamentally, it's because the language controls what `Copy` means -
+["the behavior of `Copy` is not overloadable"](https://doc.rust-lang.org/std/marker/trait.Copy.html#whats-the-difference-between-copy-and-clone)
+because it's a marker trait. From there we'll note that a type
+[can implement `Copy`](https://doc.rust-lang.org/std/marker/trait.Copy.html#when-can-my-type-be-copy)
+if (and only if) its components implement `Copy`, and that
+[no heap-allocated types implement `Copy`](https://doc.rust-lang.org/std/marker/trait.Copy.html#implementors).
+Thus, assignments involving heap types are always move semantics, and new heap allocations won't
+occur because of implicit operator behavior.
+
+```rust
+#[derive(Clone)]
+struct Cloneable {
+    x: Box<u64>
+}
+
+// error[E0204]: the trait `Copy` may not be implemented for this type
+#[derive(Copy, Clone)]
+struct NotCopyable {
+    x: Box<u64>
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/VToRuK)
+
+## Iterators
+
+In managed memory languages (like
+[Java](https://www.youtube.com/watch?v=bSkpMdDe4g4&feature=youtu.be&t=357)), there's a subtle
+difference between these two code samples:
+
+```java
+public static int sum_for(List<Long> vals) {
+    long sum = 0;
+    // Regular for loop
+    for (int i = 0; i < vals.length; i++) {
+        sum += vals[i];
+    }
+    return sum;
+}
+
+public static int sum_foreach(List<Long> vals) {
+    long sum = 0;
+    // "Foreach" loop - uses iteration
+    for (Long l : vals) {
+        sum += l;
+    }
+    return sum;
+}
+```
+
+In the `sum_for` function, nothing terribly interesting happens. In `sum_foreach`, an object of type
+[`Iterator`](https://docs.oracle.com/en/java/javase/11/docs/api/java.base/java/util/Iterator.html)
+is allocated on the heap, and will eventually be garbage-collected. This isn't a great design;
+iterators are often transient objects that you need during a function and can discard once the
+function ends. Sounds exactly like the issue stack-allocated objects address, no?
+
+In Rust, iterators are allocated on the stack. The objects to iterate over are almost certainly in
+heap memory, but the iterator itself
+([`Iter`](https://doc.rust-lang.org/std/slice/struct.Iter.html)) doesn't need to use the heap. In
+each of the examples below we iterate over a collection, but never use heap allocation:
+
+```rust
+use std::collections::HashMap;
+// There's a lot of assembly generated, but if you search in the text,
+// there are no references to `real_drop_in_place` anywhere.
+
+pub fn sum_vec(x: &Vec<u32>) {
+    let mut s = 0;
+    // Basic iteration over vectors doesn't need allocation
+    for y in x {
+        s += y;
+    }
+}
+
+pub fn sum_enumerate(x: &Vec<u32>) {
+    let mut s = 0;
+    // More complex iterators are just fine too
+    for (_i, y) in x.iter().enumerate() {
+        s += y;
+    }
+}
+
+pub fn sum_hm(x: &HashMap<u32, u32>) {
+    let mut s = 0;
+    // And it's not just Vec, all types will allocate the iterator
+    // on stack memory
+    for y in x.values() {
+        s += y;
+    }
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/FTT3CT)
diff --git a/_posts/2019-02-07-a-heaping-helping.md b/blog/2019-02-07-a-heaping-helping/_article.md
similarity index 100%
rename from _posts/2019-02-07-a-heaping-helping.md
rename to blog/2019-02-07-a-heaping-helping/_article.md
diff --git a/blog/2019-02-07-a-heaping-helping/index.mdx b/blog/2019-02-07-a-heaping-helping/index.mdx
new file mode 100644
index 0000000..292306b
--- /dev/null
+++ b/blog/2019-02-07-a-heaping-helping/index.mdx
@@ -0,0 +1,258 @@
+---
+slug: 2019/02/a-heaping-helping
+title: "Allocations in Rust: Dynamic memory"
+date: 2019-02-07 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Managing dynamic memory is hard. Some languages assume users will do it themselves (C, C++), and
+some languages go to extreme lengths to protect users from themselves (Java, Python). In Rust, how
+the language uses dynamic memory (also referred to as the **heap**) is a system called _ownership_.
+And as the docs mention, ownership
+[is Rust's most unique feature](https://doc.rust-lang.org/book/ch04-00-understanding-ownership.html).
+
+The heap is used in two situations; when the compiler is unable to predict either the _total size of
+memory needed_, or _how long the memory is needed for_, it allocates space in the heap.
+
+<!-- truncate -->
+
+This happens
+pretty frequently; if you want to download the Google home page, you won't know how large it is
+until your program runs. And when you're finished with Google, we deallocate the memory so it can be
+used to store other webpages. If you're interested in a slightly longer explanation of the heap,
+check out
+[The Stack and the Heap](https://doc.rust-lang.org/book/ch04-01-what-is-ownership.html#the-stack-and-the-heap)
+in Rust's documentation.
+
+We won't go into detail on how the heap is managed; the
+[ownership documentation](https://doc.rust-lang.org/book/ch04-01-what-is-ownership.html) does a
+phenomenal job explaining both the "why" and "how" of memory management. Instead, we're going to
+focus on understanding "when" heap allocations occur in Rust.
+
+To start off, take a guess for how many allocations happen in the program below:
+
+```rust
+fn main() {}
+```
+
+It's obviously a trick question; while no heap allocations occur as a result of that code, the setup
+needed to call `main` does allocate on the heap. Here's a way to show it:
+
+```rust
+#![feature(integer_atomics)]
+use std::alloc::{GlobalAlloc, Layout, System};
+use std::sync::atomic::{AtomicU64, Ordering};
+
+static ALLOCATION_COUNT: AtomicU64 = AtomicU64::new(0);
+
+struct CountingAllocator;
+
+unsafe impl GlobalAlloc for CountingAllocator {
+    unsafe fn alloc(&self, layout: Layout) -> *mut u8 {
+        ALLOCATION_COUNT.fetch_add(1, Ordering::SeqCst);
+        System.alloc(layout)
+    }
+
+    unsafe fn dealloc(&self, ptr: *mut u8, layout: Layout) {
+        System.dealloc(ptr, layout);
+    }
+}
+
+#[global_allocator]
+static A: CountingAllocator = CountingAllocator;
+
+fn main() {
+    let x = ALLOCATION_COUNT.fetch_add(0, Ordering::SeqCst);
+    println!("There were {} allocations before calling main!", x);
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=nightly&mode=debug&edition=2018&gist=fb5060025ba79fc0f906b65a4ef8eb8e)
+
+As of the time of writing, there are five allocations that happen before `main` is ever called.
+
+But when we want to understand more practically where heap allocation happens, we'll follow this
+guide:
+
+- Smart pointers hold their contents in the heap
+- Collections are smart pointers for many objects at a time, and reallocate when they need to grow
+
+Finally, there are two "addendum" issues that are important to address when discussing Rust and the
+heap:
+
+- Non-heap alternatives to many standard library types are available.
+- Special allocators to track memory behavior should be used to benchmark code.
+
+## Smart pointers
+
+The first thing to note are the "smart pointer" types. When you have data that must outlive the
+scope in which it is declared, or your data is of unknown or dynamic size, you'll make use of these
+types.
+
+The term [smart pointer](https://en.wikipedia.org/wiki/Smart_pointer) comes from C++, and while it's
+closely linked to a general design pattern of
+["Resource Acquisition Is Initialization"](https://en.cppreference.com/w/cpp/language/raii), we'll
+use it here specifically to describe objects that are responsible for managing ownership of data
+allocated on the heap. The smart pointers available in the `alloc` crate should look mostly
+familiar:
+
+- [`Box`](https://doc.rust-lang.org/alloc/boxed/struct.Box.html)
+- [`Rc`](https://doc.rust-lang.org/alloc/rc/struct.Rc.html)
+- [`Arc`](https://doc.rust-lang.org/alloc/sync/struct.Arc.html)
+- [`Cow`](https://doc.rust-lang.org/alloc/borrow/enum.Cow.html)
+
+The [standard library](https://doc.rust-lang.org/std/) also defines some smart pointers to manage
+heap objects, though more than can be covered here. Some examples are:
+
+- [`RwLock`](https://doc.rust-lang.org/std/sync/struct.RwLock.html)
+- [`Mutex`](https://doc.rust-lang.org/std/sync/struct.Mutex.html)
+
+Finally, there is one ["gotcha"](https://www.merriam-webster.com/dictionary/gotcha): **cell types**
+(like [`RefCell`](https://doc.rust-lang.org/stable/core/cell/struct.RefCell.html)) look and behave
+similarly, but **don't involve heap allocation**. The
+[`core::cell` docs](https://doc.rust-lang.org/stable/core/cell/index.html) have more information.
+
+When a smart pointer is created, the data it is given is placed in heap memory and the location of
+that data is recorded in the smart pointer. Once the smart pointer has determined it's safe to
+deallocate that memory (when a `Box` has
+[gone out of scope](https://doc.rust-lang.org/stable/std/boxed/index.html) or a reference count
+[goes to zero](https://doc.rust-lang.org/alloc/rc/index.html)), the heap space is reclaimed. We can
+prove these types use heap memory by looking at code:
+
+```rust
+use std::rc::Rc;
+use std::sync::Arc;
+use std::borrow::Cow;
+
+pub fn my_box() {
+    // Drop at assembly line 1640
+    Box::new(0);
+}
+
+pub fn my_rc() {
+    // Drop at assembly line 1650
+    Rc::new(0);
+}
+
+pub fn my_arc() {
+    // Drop at assembly line 1660
+    Arc::new(0);
+}
+
+pub fn my_cow() {
+    // Drop at assembly line 1672
+    Cow::from("drop");
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/4AMQug)
+
+## Collections
+
+Collection types use heap memory because their contents have dynamic size; they will request more
+memory [when needed](https://doc.rust-lang.org/std/vec/struct.Vec.html#method.reserve), and can
+[release memory](https://doc.rust-lang.org/std/vec/struct.Vec.html#method.shrink_to_fit) when it's
+no longer necessary. This dynamic property forces Rust to heap allocate everything they contain. In
+a way, **collections are smart pointers for many objects at a time**. Common types that fall under
+this umbrella are [`Vec`](https://doc.rust-lang.org/stable/alloc/vec/struct.Vec.html),
+[`HashMap`](https://doc.rust-lang.org/stable/std/collections/struct.HashMap.html), and
+[`String`](https://doc.rust-lang.org/stable/alloc/string/struct.String.html) (not
+[`str`](https://doc.rust-lang.org/std/primitive.str.html)).
+
+While collections store the objects they own in heap memory, _creating new collections will not
+allocate on the heap_. This is a bit weird; if we call `Vec::new()`, the assembly shows a
+corresponding call to `real_drop_in_place`:
+
+```rust
+pub fn my_vec() {
+    // Drop in place at line 481
+    Vec::<u8>::new();
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/1WkNtC)
+
+But because the vector has no elements to manage, no calls to the allocator will ever be dispatched:
+
+```rust
+use std::alloc::{GlobalAlloc, Layout, System};
+use std::sync::atomic::{AtomicBool, Ordering};
+
+fn main() {
+    // Turn on panicking if we allocate on the heap
+    DO_PANIC.store(true, Ordering::SeqCst);
+
+    // Interesting bit happens here
+    let x: Vec<u8> = Vec::new();
+    drop(x);
+
+    // Turn panicking back off, some deallocations occur
+    // after main as well.
+    DO_PANIC.store(false, Ordering::SeqCst);
+}
+
+#[global_allocator]
+static A: PanicAllocator = PanicAllocator;
+static DO_PANIC: AtomicBool = AtomicBool::new(false);
+struct PanicAllocator;
+
+unsafe impl GlobalAlloc for PanicAllocator {
+    unsafe fn alloc(&self, layout: Layout) -> *mut u8 {
+        if DO_PANIC.load(Ordering::SeqCst) {
+            panic!("Unexpected allocation.");
+        }
+        System.alloc(layout)
+    }
+
+    unsafe fn dealloc(&self, ptr: *mut u8, layout: Layout) {
+        if DO_PANIC.load(Ordering::SeqCst) {
+            panic!("Unexpected deallocation.");
+        }
+        System.dealloc(ptr, layout);
+    }
+}
+```
+
+--
+[Rust Playground](https://play.rust-lang.org/?version=stable&mode=debug&edition=2018&gist=831a297d176d015b1f9ace01ae416cc6)
+
+Other standard library types follow the same behavior; make sure to check out
+[`HashMap::new()`](https://doc.rust-lang.org/std/collections/hash_map/struct.HashMap.html#method.new),
+and [`String::new()`](https://doc.rust-lang.org/std/string/struct.String.html#method.new).
+
+## Heap Alternatives
+
+While it is a bit strange to speak of the stack after spending time with the heap, it's worth
+pointing out that some heap-allocated objects in Rust have stack-based counterparts provided by
+other crates. If you have need of the functionality, but want to avoid allocating, there are
+typically alternatives available.
+
+When it comes to some standard library smart pointers
+([`RwLock`](https://doc.rust-lang.org/std/sync/struct.RwLock.html) and
+[`Mutex`](https://doc.rust-lang.org/std/sync/struct.Mutex.html)), stack-based alternatives are
+provided in crates like [parking_lot](https://crates.io/crates/parking_lot) and
+[spin](https://crates.io/crates/spin). You can check out
+[`lock_api::RwLock`](https://docs.rs/lock_api/0.1.5/lock_api/struct.RwLock.html),
+[`lock_api::Mutex`](https://docs.rs/lock_api/0.1.5/lock_api/struct.Mutex.html), and
+[`spin::Once`](https://mvdnes.github.io/rust-docs/spin-rs/spin/struct.Once.html) if you're in need
+of synchronization primitives.
+
+[thread_id](https://crates.io/crates/thread-id) may be necessary if you're implementing an allocator
+because [`thread::current().id()`](https://doc.rust-lang.org/std/thread/struct.ThreadId.html) uses a
+[`thread_local!` structure](https://doc.rust-lang.org/stable/src/std/sys_common/thread_info.rs.html#17-36)
+that needs heap allocation.
+
+## Tracing Allocators
+
+When writing performance-sensitive code, there's no alternative to measuring your code. If you
+didn't write a benchmark,
+[you don't care about it's performance](https://www.youtube.com/watch?v=2EWejmkKlxs&feature=youtu.be&t=263)
+You should never rely on your instincts when
+[a microsecond is an eternity](https://www.youtube.com/watch?v=NH1Tta7purM).
+
+Similarly, there's great work going on in Rust with allocators that keep track of what they're doing
+(like [`alloc_counter`](https://crates.io/crates/alloc_counter)). When it comes to tracking heap
+behavior, it's easy to make mistakes; please write tests and make sure you have tools to guard
+against future issues.
diff --git a/_posts/2019-02-08-compiler-optimizations.md b/blog/2019-02-08-compiler-optimizations/_article.md
similarity index 100%
rename from _posts/2019-02-08-compiler-optimizations.md
rename to blog/2019-02-08-compiler-optimizations/_article.md
diff --git a/blog/2019-02-08-compiler-optimizations/index.mdx b/blog/2019-02-08-compiler-optimizations/index.mdx
new file mode 100644
index 0000000..000e68d
--- /dev/null
+++ b/blog/2019-02-08-compiler-optimizations/index.mdx
@@ -0,0 +1,149 @@
+---
+title: "Allocations in Rust: Compiler optimizations"
+description: "A lot. The answer is a lot."
+date: 2019-02-08 12:00:00
+last_updated:
+    date: 2019-02-10 12:00:00
+tags: []
+---
+
+Up to this point, we've been discussing memory usage in the Rust language by focusing on simple
+rules that are mostly right for small chunks of code. We've spent time showing how those rules work
+themselves out in practice, and become familiar with reading the assembly code needed to see each
+memory type (global, stack, heap) in action.
+
+Throughout the series so far, we've put a handicap on the code. In the name of consistent and
+understandable results, we've asked the compiler to pretty please leave the training wheels on. Now
+is the time where we throw out all the rules and take off the kid gloves. As it turns out, both the
+Rust compiler and the LLVM optimizers are incredibly sophisticated, and we'll step back and let them
+do their job.
+
+<!-- truncate -->
+
+Similar to
+["What Has My Compiler Done For Me Lately?"](https://www.youtube.com/watch?v=bSkpMdDe4g4), we're
+focusing on interesting things the Rust language (and LLVM!) can do with memory management. We'll
+still be looking at assembly code to understand what's going on, but it's important to mention
+again: **please use automated tools like [alloc-counter](https://crates.io/crates/alloc_counter) to
+double-check memory behavior if it's something you care about**. It's far too easy to mis-read
+assembly in large code sections, you should always verify behavior if you care about memory usage.
+
+The guiding principal as we move forward is this: _optimizing compilers won't produce worse programs
+than we started with._ There won't be any situations where stack allocations get moved to heap
+allocations. There will, however, be an opera of optimization.
+
+**Update 2019-02-10**: When debugging a
+[related issue](https://gitlab.com/sio4/code/alloc-counter/issues/1), it was discovered that the
+original code worked because LLVM optimized out the entire function, rather than just the allocation
+segments. The code has been updated with proper use of
+[`read_volatile`](https://doc.rust-lang.org/std/ptr/fn.read_volatile.html), and a previous section
+on vector capacity has been removed.
+
+## The Case of the Disappearing Box
+
+Our first optimization comes when LLVM can reason that the lifetime of an object is sufficiently
+short that heap allocations aren't necessary. In these cases, LLVM will move the allocation to the
+stack instead! The way this interacts with `#[inline]` attributes is a bit opaque, but the important
+part is that LLVM can sometimes do better than the baseline Rust language:
+
+```rust
+use std::alloc::{GlobalAlloc, Layout, System};
+use std::sync::atomic::{AtomicBool, Ordering};
+
+pub fn cmp(x: u32) {
+    // Turn on panicking if we allocate on the heap
+    DO_PANIC.store(true, Ordering::SeqCst);
+
+    // The compiler is able to see through the constant `Box`
+    // and directly compare `x` to 24 - assembly line 73
+    let y = Box::new(24);
+    let equals = x == *y;
+
+    // This call to drop is eliminated
+    drop(y);
+
+    // Need to mark the comparison result as volatile so that
+    // LLVM doesn't strip out all the code. If `y` is marked
+    // volatile instead, allocation will be forced.
+    unsafe { std::ptr::read_volatile(&equals) };
+
+    // Turn off panicking, as there are some deallocations
+    // when we exit main.
+    DO_PANIC.store(false, Ordering::SeqCst);
+}
+
+fn main() {
+    cmp(12)
+}
+
+#[global_allocator]
+static A: PanicAllocator = PanicAllocator;
+static DO_PANIC: AtomicBool = AtomicBool::new(false);
+struct PanicAllocator;
+
+unsafe impl GlobalAlloc for PanicAllocator {
+    unsafe fn alloc(&self, layout: Layout) -> *mut u8 {
+        if DO_PANIC.load(Ordering::SeqCst) {
+            panic!("Unexpected allocation.");
+        }
+        System.alloc(layout)
+    }
+
+    unsafe fn dealloc(&self, ptr: *mut u8, layout: Layout) {
+        if DO_PANIC.load(Ordering::SeqCst) {
+            panic!("Unexpected deallocation.");
+        }
+        System.dealloc(ptr, layout);
+    }
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/BZ_Yp3)
+
+-- [Rust Playground](https://play.rust-lang.org/?version=stable&mode=release&edition=2018&gist=4a765f753183d5b919f62c71d2109d5d)
+
+## Dr. Array or: how I learned to love the optimizer
+
+Finally, this isn't so much about LLVM figuring out different memory behavior, but LLVM stripping
+out code that doesn't do anything. Optimizations of this type have a lot of nuance to them; if
+you're not careful, they can make your benchmarks look
+[impossibly good](https://www.youtube.com/watch?v=nXaxk27zwlk&feature=youtu.be&t=1199). In Rust, the
+`black_box` function (implemented in both
+[`libtest`](https://doc.rust-lang.org/1.1.0/test/fn.black_box.html) and
+[`criterion`](https://docs.rs/criterion/0.2.10/criterion/fn.black_box.html)) will tell the compiler
+to disable this kind of optimization. But if you let LLVM remove unnecessary code, you can end up
+running programs that previously caused errors:
+
+```rust
+#[derive(Default)]
+struct TwoFiftySix {
+    _a: [u64; 32]
+}
+
+#[derive(Default)]
+struct EightK {
+    _a: [TwoFiftySix; 32]
+}
+
+#[derive(Default)]
+struct TwoFiftySixK {
+    _a: [EightK; 32]
+}
+
+#[derive(Default)]
+struct EightM {
+    _a: [TwoFiftySixK; 32]
+}
+
+pub fn main() {
+    // Normally this blows up because we can't reserve size on stack
+    // for the `EightM` struct. But because the compiler notices we
+    // never do anything with `_x`, it optimizes out the stack storage
+    // and the program completes successfully.
+    let _x = EightM::default();
+}
+```
+
+-- [Compiler Explorer](https://godbolt.org/z/daHn7P)
+
+-- [Rust Playground](https://play.rust-lang.org/?version=stable&mode=release&edition=2018&gist=4c253bf26072119896ab93c6ef064dc0)
diff --git a/_posts/2019-02-09-summary.md b/blog/2019-02-09-summary/_article.md
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+---
+slug: 2019/02/summary
+title: "Allocations in Rust: Summary"
+date: 2019-02-09 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+While there's a lot of interesting detail captured in this series, it's often helpful to have a
+document that answers some "yes/no" questions. You may not care about what an `Iterator` looks like
+in assembly, you just need to know whether it allocates an object on the heap or not. And while Rust
+will prioritize the fastest behavior it can, here are the rules for each memory type:
+
+<!-- truncate -->
+
+**Global Allocation**:
+
+- `const` is a fixed value; the compiler is allowed to copy it wherever useful.
+- `static` is a fixed reference; the compiler will guarantee it is unique.
+
+**Stack Allocation**:
+
+- Everything not using a smart pointer will be allocated on the stack.
+- Structs, enums, iterators, arrays, and closures are all stack allocated.
+- Cell types (`RefCell`) behave like smart pointers, but are stack-allocated.
+- Inlining (`#[inline]`) will not affect allocation behavior for better or worse.
+- Types that are marked `Copy` are guaranteed to have their contents stack-allocated.
+
+
+**Heap Allocation**:
+
+- Smart pointers (`Box`, `Rc`, `Mutex`, etc.) allocate their contents in heap memory.
+- Collections (`HashMap`, `Vec`, `String`, etc.) allocate their contents in heap memory.
+- Some smart pointers in the standard library have counterparts in other crates that don't need heap
+  memory. If possible, use those.
+
+![Container Sizes in Rust](./container-size.svg)
+
+-- [Raph Levien](https://docs.google.com/presentation/d/1q-c7UAyrUlM-eZyTo1pd8SZ0qwA_wYxmPZVOQkoDmH4/edit?usp=sharing)
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+---
+slug: 2019/05/making-bread
+title: Making bread
+date: 2019-05-03 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Having recently started my "gardening leave" between positions, I have some more personal time
+available. I'm planning to stay productive, contributing to some open-source projects, but it also
+occurred to me that despite [talking about](https://speice.io/2018/05/hello.html) bread pics, this
+blog has been purely technical. Maybe I'll change the site title from "The Old Speice Guy" to "Bites
+and Bytes"?
+
+<!-- truncate -->
+
+Either way, I'm baking a little bit again, and figured it was worth taking a quick break to focus on
+some lighter material. I recently learned two critically important lessons: first, the temperature
+of the dough when you put the yeast in makes a huge difference.
+
+Previously, when I wasn't paying attention to dough temperature:
+
+![Whole weat dough](./whole-wheat-not-rising.jpg)
+
+Compared with what happens when I put the dough in the microwave for a defrost cycle because the
+water I used wasn't warm enough:
+
+![White dough](./white-dough-rising-before-fold.jpg)
+
+I mean, just look at the bubbles!
+
+![White dough with bubbles](./white-dough-rising-after-fold.jpg)
+
+After shaping the dough, I've got two loaves ready:
+
+![Shaped loaves](./shaped-loaves.jpg)
+
+Now, the recipe normally calls for a Dutch Oven to bake the bread because it keeps the dough from
+drying out in the oven. Because I don't own a Dutch Oven, I typically put a casserole dish on the
+bottom rack and fill it with water so there's still some moisture in the oven. This time, I forgot
+to add the water and learned my second lesson: never add room-temperature water to a glass dish
+that's currently at 500 degrees.
+
+![Shattered glass dish](./shattered-glass.jpg)
+
+Needless to say, trying to pull out sharp glass from an incredibly hot oven is not what I expected
+to be doing during my garden leave.
+
+In the end, the bread crust wasn't great, but the bread itself turned out pretty alright:
+
+![Baked bread](./final-product.jpg)
+
+I've been writing a lot more during this break, so I'm looking forward to sharing that in the
+future. In the mean-time, I'm planning on making a sandwich.
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diff --git a/_posts/2019-06-31-high-performance-systems.md b/blog/2019-06-31-high-performance-systems/_article.md
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+---
+slug: 2019/06/high-performance-systems
+title: On building high performance systems
+date: 2019-06-31 12:00:00
+last_updated:
+  date: 2019-09-21 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+
+Prior to working in the trading industry, my assumption was that High Frequency Trading (HFT) is
+made up of people who have access to secret techniques mortal developers could only dream of. There
+had to be some secret art that could only be learned if one had an appropriately tragic backstory.
+
+<!-- truncate -->
+
+![Kung Fu fight](./kung-fu.webp)
+
+> How I assumed HFT people learn their secret techniques
+
+How else do you explain people working on systems that complete the round trip of market data in to
+orders out (a.k.a. tick-to-trade) consistently within
+[750-800 nanoseconds](https://stackoverflow.com/a/22082528/1454178)? In roughly the time it takes a
+computer to access
+[main memory 8 times](https://people.eecs.berkeley.edu/~rcs/research/interactive_latency.html),
+trading systems are capable of reading the market data packets, deciding what orders to send, doing
+risk checks, creating new packets for exchange-specific protocols, and putting those packets on the
+wire.
+
+Having now worked in the trading industry, I can confirm the developers aren't super-human; I've
+made some simple mistakes at the very least. Instead, what shows up in public discussions is that
+philosophy, not technique, separates high-performance systems from everything else.
+Performance-critical systems don't rely on "this one cool C++ optimization trick" to make code fast
+(though micro-optimizations have their place); there's a lot more to worry about than just the code
+written for the project.
+
+The framework I'd propose is this: **If you want to build high-performance systems, focus first on
+reducing performance variance** (reducing the gap between the fastest and slowest runs of the same
+code), **and only look at average latency once variance is at an acceptable level**.
+
+Don't get me wrong, I'm a much happier person when things are fast. Computer goes from booting in 20
+seconds down to 10 because I installed a solid-state drive? Awesome. But if every fifth day it takes
+a full minute to boot because of corrupted sectors? Not so great. Average speed over the course of a
+week is the same in each situation, but you're painfully aware of that minute when it happens. When
+it comes to code, the principal is the same: speeding up a function by an average of 10 milliseconds
+doesn't mean much if there's a 100ms difference between your fastest and slowest runs. When
+performance matters, you need to respond quickly _every time_, not just in aggregate.
+High-performance systems should first optimize for time variance. Once you're consistent at the time
+scale you care about, then focus on improving average time.
+
+This focus on variance shows up all the time in industry too (emphasis added in all quotes below):
+
+- In [marketing materials](https://business.nasdaq.com/market-tech/marketplaces/trading) for
+  NASDAQ's matching engine, the most performance-sensitive component of the exchange, dependability
+  is highlighted in addition to instantaneous metrics:
+
+  > Able to **consistently sustain** an order rate of over 100,000 orders per second at sub-40
+  > microsecond average latency
+
+- The [Aeron](https://github.com/real-logic/aeron) message bus has this to say about performance:
+
+  > Performance is the key focus. Aeron is designed to be the highest throughput with the lowest and
+  > **most predictable latency possible** of any messaging system
+
+- The company PolySync, which is working on autonomous vehicles,
+  [mentions why](https://polysync.io/blog/session-types-for-hearty-codecs/) they picked their
+  specific messaging format:
+
+  > In general, high performance is almost always desirable for serialization. But in the world of
+  > autonomous vehicles, **steady timing performance is even more important** than peak throughput.
+  > This is because safe operation is sensitive to timing outliers. Nobody wants the system that
+  > decides when to slam on the brakes to occasionally take 100 times longer than usual to encode
+  > its commands.
+
+- [Solarflare](https://solarflare.com/), which makes highly-specialized network hardware, points out
+  variance (jitter) as a big concern for
+  [electronic trading](https://solarflare.com/electronic-trading/):
+  > The high stakes world of electronic trading, investment banks, market makers, hedge funds and
+  > exchanges demand the **lowest possible latency and jitter** while utilizing the highest
+  > bandwidth and return on their investment.
+
+And to further clarify: we're not discussing _total run-time_, but variance of total run-time. There
+are situations where it's not reasonably possible to make things faster, and you'd much rather be
+consistent. For example, trading firms use
+[wireless networks](https://sniperinmahwah.wordpress.com/2017/06/07/network-effects-part-i/) because
+the speed of light through air is faster than through fiber-optic cables. There's still at _absolute
+minimum_ a [~33.76 millisecond](http://tinyurl.com/y2vd7tn8) delay required to send data between,
+say,
+[Chicago and Tokyo](https://www.theice.com/market-data/connectivity-and-feeds/wireless/tokyo-chicago).
+If a trading system in Chicago calls the function for "send order to Tokyo" and waits to see if a
+trade occurs, there's a physical limit to how long that will take. In this situation, the focus is
+on keeping variance of _additional processing_ to a minimum, since speed of light is the limiting
+factor.
+
+So how does one go about looking for and eliminating performance variance? To tell the truth, I
+don't think a systematic answer or flow-chart exists. There's no substitute for (A) building a deep
+understanding of the entire technology stack, and (B) actually measuring system performance (though
+(C) watching a lot of [CppCon](https://www.youtube.com/channel/UCMlGfpWw-RUdWX_JbLCukXg) videos for
+inspiration never hurt). Even then, every project cares about performance to a different degree; you
+may need to build an entire
+[replica production system](https://www.youtube.com/watch?v=NH1Tta7purM&feature=youtu.be&t=3015) to
+accurately benchmark at nanosecond precision, or you may be content to simply
+[avoid garbage collection](https://www.youtube.com/watch?v=BD9cRbxWQx8&feature=youtu.be&t=1335) in
+your Java code.
+
+Even though everyone has different needs, there are still common things to look for when trying to
+isolate and eliminate variance. In no particular order, these are my focus areas when thinking about
+high-performance systems:
+
+**Update 2019-09-21**: Added notes on `isolcpus` and `systemd` affinity.
+
+## Language-specific
+
+**Garbage Collection**: How often does garbage collection happen? When is it triggered? What are the
+impacts?
+
+- [In Python](https://rushter.com/blog/python-garbage-collector/), individual objects are collected
+  if the reference count reaches 0, and each generation is collected if
+  `num_alloc - num_dealloc > gc_threshold` whenever an allocation happens. The GIL is acquired for
+  the duration of generational collection.
+- Java has
+  [many](https://docs.oracle.com/en/java/javase/12/gctuning/parallel-collector1.html#GUID-DCDD6E46-0406-41D1-AB49-FB96A50EB9CE)
+  [different](https://docs.oracle.com/en/java/javase/12/gctuning/garbage-first-garbage-collector.html#GUID-ED3AB6D3-FD9B-4447-9EDF-983ED2F7A573)
+  [collection](https://docs.oracle.com/en/java/javase/12/gctuning/garbage-first-garbage-collector-tuning.html#GUID-90E30ACA-8040-432E-B3A0-1E0440AB556A)
+  [algorithms](https://docs.oracle.com/en/java/javase/12/gctuning/z-garbage-collector1.html#GUID-A5A42691-095E-47BA-B6DC-FB4E5FAA43D0)
+  to choose from, each with different characteristics. The default algorithms (Parallel GC in Java
+  8, G1 in Java 9) freeze the JVM while collecting, while more recent algorithms
+  ([ZGC](https://wiki.openjdk.java.net/display/zgc) and
+  [Shenandoah](https://wiki.openjdk.java.net/display/shenandoah)) are designed to keep "stop the
+  world" to a minimum by doing collection work in parallel.
+
+**Allocation**: Every language has a different way of interacting with "heap" memory, but the
+principle is the same: running the allocator to allocate/deallocate memory takes time that can often
+be put to better use. Understanding when your language interacts with the allocator is crucial, and
+not always obvious. For example: C++ and Rust don't allocate heap memory for iterators, but Java
+does (meaning potential GC pauses). Take time to understand heap behavior (I made a
+[a guide for Rust](/2019/02/understanding-allocations-in-rust)), and look into alternative
+allocators ([jemalloc](http://jemalloc.net/),
+[tcmalloc](https://gperftools.github.io/gperftools/tcmalloc.html)) that might run faster than the
+operating system default.
+
+**Data Layout**: How your data is arranged in memory matters;
+[data-oriented design](https://www.youtube.com/watch?v=yy8jQgmhbAU) and
+[cache locality](https://www.youtube.com/watch?v=2EWejmkKlxs&feature=youtu.be&t=1185) can have huge
+impacts on performance. The C family of languages (C, value types in C#, C++) and Rust all have
+guarantees about the shape every object takes in memory that others (e.g. Java and Python) can't
+make. [Cachegrind](http://valgrind.org/docs/manual/cg-manual.html) and kernel
+[perf](https://perf.wiki.kernel.org/index.php/Main_Page) counters are both great for understanding
+how performance relates to memory layout.
+
+**Just-In-Time Compilation**: Languages that are compiled on the fly (LuaJIT, C#, Java, PyPy) are
+great because they optimize your program for how it's actually being used, rather than how a
+compiler expects it to be used. However, there's a variance problem if the program stops executing
+while waiting for translation from VM bytecode to native code. As a remedy, many languages support
+ahead-of-time compilation in addition to the JIT versions
+([CoreRT](https://github.com/dotnet/corert) in C# and [GraalVM](https://www.graalvm.org/) in Java).
+On the other hand, LLVM supports
+[Profile Guided Optimization](https://clang.llvm.org/docs/UsersManual.html#profile-guided-optimization),
+which theoretically brings JIT benefits to non-JIT languages. Finally, be careful to avoid comparing
+apples and oranges during benchmarks; you don't want your code to suddenly speed up because the JIT
+compiler kicked in.
+
+**Programming Tricks**: These won't make or break performance, but can be useful in specific
+circumstances. For example, C++ can use
+[templates instead of branches](https://www.youtube.com/watch?v=NH1Tta7purM&feature=youtu.be&t=1206)
+in critical sections.
+
+## Kernel
+
+Code you wrote is almost certainly not the _only_ code running on your hardware. There are many ways
+the operating system interacts with your program, from interrupts to system calls, that are
+important to watch for. These are written from a Linux perspective, but Windows does typically have
+equivalent functionality.
+
+**Scheduling**: The kernel is normally free to schedule any process on any core, so it's important
+to reserve CPU cores exclusively for the important programs. There are a few parts to this: first,
+limit the CPU cores that non-critical processes are allowed to run on by excluding cores from
+scheduling
+([`isolcpus`](https://www.linuxtopia.org/online_books/linux_kernel/kernel_configuration/re46.html)
+kernel command-line option), or by setting the `init` process CPU affinity
+([`systemd` example](https://access.redhat.com/solutions/2884991)). Second, set critical processes
+to run on the isolated cores by setting the
+[processor affinity](https://en.wikipedia.org/wiki/Processor_affinity) using
+[taskset](https://linux.die.net/man/1/taskset). Finally, use
+[`NO_HZ`](https://github.com/torvalds/linux/blob/master/Documentation/timers/NO_HZ.txt) or
+[`chrt`](https://linux.die.net/man/1/chrt) to disable scheduling interrupts. Turning off
+hyper-threading is also likely beneficial.
+
+**System calls**: Reading from a UNIX socket? Writing to a file? In addition to not knowing how long
+the I/O operation takes, these all trigger expensive
+[system calls (syscalls)](https://en.wikipedia.org/wiki/System_call). To handle these, the CPU must
+[context switch](https://en.wikipedia.org/wiki/Context_switch) to the kernel, let the kernel
+operation complete, then context switch back to your program. We'd rather keep these
+[to a minimum](https://www.destroyallsoftware.com/talks/the-birth-and-death-of-javascript) (see
+timestamp 18:20). [Strace](https://linux.die.net/man/1/strace) is your friend for understanding when
+and where syscalls happen.
+
+**Signal Handling**: Far less likely to be an issue, but signals do trigger a context switch if your
+code has a handler registered. This will be highly dependent on the application, but you can
+[block signals](https://www.linuxprogrammingblog.com/all-about-linux-signals?page=show#Blocking_signals)
+if it's an issue.
+
+**Interrupts**: System interrupts are how devices connected to your computer notify the CPU that
+something has happened. The CPU will then choose a processor core to pause and context switch to the
+OS to handle the interrupt. Make sure that
+[SMP affinity](http://www.alexonlinux.com/smp-affinity-and-proper-interrupt-handling-in-linux) is
+set so that interrupts are handled on a CPU core not running the program you care about.
+
+**[NUMA](https://www.kernel.org/doc/html/latest/vm/numa.html)**: While NUMA is good at making
+multi-cell systems transparent, there are variance implications; if the kernel moves a process
+across nodes, future memory accesses must wait for the controller on the original node. Use
+[numactl](https://linux.die.net/man/8/numactl) to handle memory-/cpu-cell pinning so this doesn't
+happen.
+
+## Hardware
+
+**CPU Pipelining/Speculation**: Speculative execution in modern processors gave us vulnerabilities
+like Spectre, but it also gave us performance improvements like
+[branch prediction](https://stackoverflow.com/a/11227902/1454178). And if the CPU mis-speculates
+your code, there's variance associated with rewind and replay. While the compiler knows a lot about
+how your CPU [pipelines instructions](https://youtu.be/nAbCKa0FzjQ?t=4467), code can be
+[structured to help](https://www.youtube.com/watch?v=NH1Tta7purM&feature=youtu.be&t=755) the branch
+predictor.
+
+**Paging**: For most systems, virtual memory is incredible. Applications live in their own worlds,
+and the CPU/[MMU](https://en.wikipedia.org/wiki/Memory_management_unit) figures out the details.
+However, there's a variance penalty associated with memory paging and caching; if you access more
+memory pages than the [TLB](https://en.wikipedia.org/wiki/Translation_lookaside_buffer) can store,
+you'll have to wait for the page walk. Kernel perf tools are necessary to figure out if this is an
+issue, but using [huge pages](https://blog.pythian.com/performance-tuning-hugepages-in-linux/) can
+reduce TLB burdens. Alternately, running applications in a hypervisor like
+[Jailhouse](https://github.com/siemens/jailhouse) allows one to skip virtual memory entirely, but
+this is probably more work than the benefits are worth.
+
+**Network Interfaces**: When more than one computer is involved, variance can go up dramatically.
+Tuning kernel
+[network parameters](https://github.com/leandromoreira/linux-network-performance-parameters) may be
+helpful, but modern systems more frequently opt to skip the kernel altogether with a technique
+called [kernel bypass](https://blog.cloudflare.com/kernel-bypass/). This typically requires
+specialized hardware and [drivers](https://www.openonload.org/), but even industries like
+[telecom](https://www.bbc.co.uk/rd/blog/2018-04-high-speed-networking-open-source-kernel-bypass) are
+finding the benefits.
+
+## Networks
+
+**Routing**: There's a reason financial firms are willing to pay
+[millions of euros](https://sniperinmahwah.wordpress.com/2019/03/26/4-les-moeres-english-version/)
+for rights to a small plot of land - having a straight-line connection from point A to point B means
+the path their data takes is the shortest possible. In contrast, there are currently 6 computers in
+between me and Google, but that may change at any moment if my ISP realizes a
+[more efficient route](https://en.wikipedia.org/wiki/Border_Gateway_Protocol) is available. Whether
+it's using
+[research-quality equipment](https://sniperinmahwah.wordpress.com/2018/05/07/shortwave-trading-part-i-the-west-chicago-tower-mystery/)
+for shortwave radio, or just making sure there's no data inadvertently going between data centers,
+routing matters.
+
+**Protocol**: TCP as a network protocol is awesome: guaranteed and in-order delivery, flow control,
+and congestion control all built in. But these attributes make the most sense when networking
+infrastructure is lossy; for systems that expect nearly all packets to be delivered correctly, the
+setup handshaking and packet acknowledgment are just overhead. Using UDP (unicast or multicast) may
+make sense in these contexts as it avoids the chatter needed to track connection state, and
+[gap-fill](https://iextrading.com/docs/IEX%20Transport%20Specification.pdf)
+[strategies](http://www.nasdaqtrader.com/content/technicalsupport/specifications/dataproducts/moldudp64.pdf)
+can handle the rest.
+
+**Switching**: Many routers/switches handle packets using "store-and-forward" behavior: wait for the
+whole packet, validate checksums, and then send to the next device. In variance terms, the time
+needed to move data between two nodes is proportional to the size of that data; the switch must
+"store" all data before it can calculate checksums and "forward" to the next node. With
+["cut-through"](https://www.networkworld.com/article/2241573/latency-and-jitter--cut-through-design-pays-off-for-arista--blade.html)
+designs, switches will begin forwarding data as soon as they know where the destination is,
+checksums be damned. This means there's a fixed cost (at the switch) for network traffic, no matter
+the size.
+
+## Final Thoughts
+
+High-performance systems, regardless of industry, are not magical. They do require extreme precision
+and attention to detail, but they're designed, built, and operated by regular people, using a lot of
+tools that are publicly available. Interested in seeing how context switching affects performance of
+your benchmarks? `taskset` should be installed in all modern Linux distributions, and can be used to
+make sure the OS never migrates your process. Curious how often garbage collection triggers during a
+crucial operation? Your language of choice will typically expose details of its operations
+([Python](https://docs.python.org/3/library/gc.html),
+[Java](https://www.oracle.com/technetwork/java/javase/tech/vmoptions-jsp-140102.html#DebuggingOptions)).
+Want to know how hard your program is stressing the TLB? Use `perf record` and look for
+`dtlb_load_misses.miss_causes_a_walk`.
+
+Two final guiding questions, then: first, before attempting to apply some of the technology above to
+your own systems, can you first identify
+[where/when you care](http://wiki.c2.com/?PrematureOptimization) about "high-performance"? As an
+example, if parts of a system rely on humans pushing buttons, CPU pinning won't have any measurable
+effect. Humans are already far too slow to react in time. Second, if you're using benchmarks, are
+they being designed in a way that's actually helpful? Tools like
+[Criterion](http://www.serpentine.com/criterion/) (also in
+[Rust](https://github.com/bheisler/criterion.rs)) and Google's
+[Benchmark](https://github.com/google/benchmark) output not only average run time, but variance as
+well; your benchmarking environment is subject to the same concerns your production environment is.
+
+Finally, I believe high-performance systems are a matter of philosophy, not necessarily technique.
+Rigorous focus on variance is the first step, and there are plenty of ways to measure and mitigate
+it; once that's at an acceptable level, then optimize for speed.
diff --git a/assets/images/2019-04-24-kung-fu.webp b/blog/2019-06-31-high-performance-systems/kung-fu.webp
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diff --git a/_posts/2019-09-28-binary-format-shootout.md b/blog/2019-09-28-binary-format-shootout/_article.md
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+---
+slug: 2019/09/binary-format-shootout
+title: "Binary format shootout"
+date: 2019-09-28 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+I've found that in many personal projects,
+[analysis paralysis](https://en.wikipedia.org/wiki/Analysis_paralysis) is particularly deadly.
+Making good decisions in the beginning avoids pain and suffering later; if extra research prevents
+future problems, I'm happy to continue ~~procrastinating~~ researching indefinitely.
+
+So let's say you're in need of a binary serialization format. Data will be going over the network,
+not just in memory, so having a schema document and code generation is a must. Performance is
+crucial, so formats that support zero-copy de/serialization are given priority. And the more
+languages supported, the better; I use Rust, but can't predict what other languages this could
+interact with.
+
+Given these requirements, the candidates I could find were:
+
+<!-- truncate -->
+
+1. [Cap'n Proto](https://capnproto.org/) has been around the longest, and is the most established
+2. [Flatbuffers](https://google.github.io/flatbuffers/) is the newest, and claims to have a simpler
+   encoding
+3. [Simple Binary Encoding](https://github.com/real-logic/simple-binary-encoding) has the simplest
+   encoding, but the Rust implementation is unmaintained
+
+Any one of these will satisfy the project requirements: easy to transmit over a network, reasonably
+fast, and polyglot support. But how do you actually pick one? It's impossible to know what issues
+will follow that choice, so I tend to avoid commitment until the last possible moment.
+
+Still, a choice must be made. Instead of worrying about which is "the best," I decided to build a
+small proof-of-concept system in each format and pit them against each other. All code can be found
+in the [repository](https://github.com/speice-io/marketdata-shootout) for this post.
+
+We'll discuss more in detail, but a quick preview of the results:
+
+- Cap'n Proto: Theoretically performs incredibly well, the implementation had issues
+- Flatbuffers: Has some quirks, but largely lived up to its "zero-copy" promises
+- SBE: Best median and worst-case performance, but the message structure has a limited feature set
+
+## Prologue: Binary Parsing with Nom
+
+Our benchmark system will be a simple data processor; given depth-of-book market data from
+[IEX](https://iextrading.com/trading/market-data/#deep), serialize each message into the schema
+format, read it back, and calculate total size of stock traded and the lowest/highest quoted prices.
+This test isn't complex, but is representative of the project I need a binary format for.
+
+But before we make it to that point, we have to actually read in the market data. To do so, I'm
+using a library called [`nom`](https://github.com/Geal/nom). Version 5.0 was recently released and
+brought some big changes, so this was an opportunity to build a non-trivial program and get
+familiar.
+
+If you don't already know about `nom`, it's a "parser generator". By combining different smaller
+parsers, you can assemble a parser to handle complex structures without writing tedious code by
+hand. For example, when parsing
+[PCAP files](https://www.winpcap.org/ntar/draft/PCAP-DumpFileFormat.html#rfc.section.3.3):
+
+```
+   0                   1                   2                   3
+   0 1 2 3 4 5 6 7 8 9 0 1 2 3 4 5 6 7 8 9 0 1 2 3 4 5 6 7 8 9 0 1
+   +---------------------------------------------------------------+
+ 0 |                    Block Type = 0x00000006                    |
+   +---------------------------------------------------------------+
+ 4 |                      Block Total Length                       |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+ 8 |                         Interface ID                          |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+12 |                        Timestamp (High)                       |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+16 |                        Timestamp (Low)                        |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+20 |                         Captured Len                          |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+24 |                          Packet Len                           |
+   +-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+-+
+   |                          Packet Data                          |
+   |                              ...                              |
+```
+
+...you can build a parser in `nom` that looks like
+[this](https://github.com/speice-io/marketdata-shootout/blob/369613843d39cfdc728e1003123bf87f79422497/src/parsers.rs#L59-L93):
+
+```rust
+const ENHANCED_PACKET: [u8; 4] = [0x06, 0x00, 0x00, 0x00];
+pub fn enhanced_packet_block(input: &[u8]) -> IResult<&[u8], &[u8]> {
+    let (
+        remaining,
+        (
+            block_type,
+            block_len,
+            interface_id,
+            timestamp_high,
+            timestamp_low,
+            captured_len,
+            packet_len,
+        ),
+    ) = tuple((
+        tag(ENHANCED_PACKET),
+        le_u32,
+        le_u32,
+        le_u32,
+        le_u32,
+        le_u32,
+        le_u32,
+    ))(input)?;
+
+    let (remaining, packet_data) = take(captured_len)(remaining)?;
+    Ok((remaining, packet_data))
+}
+```
+
+While this example isn't too interesting, more complex formats (like IEX market data) are where
+[`nom` really shines](https://github.com/speice-io/marketdata-shootout/blob/369613843d39cfdc728e1003123bf87f79422497/src/iex.rs).
+
+Ultimately, because the `nom` code in this shootout was the same for all formats, we're not too
+interested in its performance. Still, it's worth mentioning that building the market data parser was
+actually fun; I didn't have to write tons of boring code by hand.
+
+## Cap'n Proto
+
+Now it's time to get into the meaty part of the story. Cap'n Proto was the first format I tried
+because of how long it has supported Rust (thanks to [dwrensha](https://github.com/dwrensha) for
+maintaining the Rust port since
+[2014!](https://github.com/capnproto/capnproto-rust/releases/tag/rustc-0.10)). However, I had a ton
+of performance concerns once I started using it.
+
+To serialize new messages, Cap'n Proto uses a "builder" object. This builder allocates memory on the
+heap to hold the message content, but because builders
+[can't be re-used](https://github.com/capnproto/capnproto-rust/issues/111), we have to allocate a
+new buffer for every single message. I was able to work around this with a
+[special builder](https://github.com/speice-io/marketdata-shootout/blob/369613843d39cfdc728e1003123bf87f79422497/src/capnp_runner.rs#L17-L51)
+that could re-use the buffer, but it required reading through Cap'n Proto's
+[benchmarks](https://github.com/capnproto/capnproto-rust/blob/master/benchmark/benchmark.rs#L124-L156)
+to find an example, and used
+[`std::mem::transmute`](https://doc.rust-lang.org/std/mem/fn.transmute.html) to bypass Rust's borrow
+checker.
+
+The process of reading messages was better, but still had issues. Cap'n Proto has two message
+encodings: a ["packed"](https://capnproto.org/encoding.html#packing) representation, and an
+"unpacked" version. When reading "packed" messages, we need a buffer to unpack the message into
+before we can use it; Cap'n Proto allocates a new buffer for each message we unpack, and I wasn't
+able to figure out a way around that. In contrast, the unpacked message format should be where Cap'n
+Proto shines; its main selling point is that there's [no decoding step](https://capnproto.org/).
+However, accomplishing zero-copy deserialization required code in the private API
+([since fixed](https://github.com/capnproto/capnproto-rust/issues/148)), and we allocate a vector on
+every read for the segment table.
+
+In the end, I put in significant work to make Cap'n Proto as fast as possible, but there were too
+many issues for me to feel comfortable using it long-term.
+
+## Flatbuffers
+
+This is the new kid on the block. After a
+[first attempt](https://github.com/google/flatbuffers/pull/3894) didn't pan out, official support
+was [recently launched](https://github.com/google/flatbuffers/pull/4898). Flatbuffers intends to
+address the same problems as Cap'n Proto: high-performance, polyglot, binary messaging. The
+difference is that Flatbuffers claims to have a simpler wire format and
+[more flexibility](https://google.github.io/flatbuffers/flatbuffers_benchmarks.html).
+
+On the whole, I enjoyed using Flatbuffers; the [tooling](https://crates.io/crates/flatc-rust) is
+nice, and unlike Cap'n Proto, parsing messages was actually zero-copy and zero-allocation. However,
+there were still some issues.
+
+First, Flatbuffers (at least in Rust) can't handle nested vectors. This is a problem for formats
+like the following:
+
+```
+table Message {
+  symbol: string;
+}
+table MultiMessage {
+  messages:[Message];
+}
+```
+
+We want to create a `MultiMessage` which contains a vector of `Message`, and each `Message` itself
+contains a vector (the `string` type). I was able to work around this by
+[caching `Message` elements](https://github.com/speice-io/marketdata-shootout/blob/e9d07d148bf36a211a6f86802b313c4918377d1b/src/flatbuffers_runner.rs#L83)
+in a `SmallVec` before building the final `MultiMessage`, but it was a painful process that I
+believe contributed to poor serialization performance.
+
+Second, streaming support in Flatbuffers seems to be something of an
+[afterthought](https://github.com/google/flatbuffers/issues/3898). Where Cap'n Proto in Rust handles
+reading messages from a stream as part of the API, Flatbuffers just sticks a `u32` at the front of
+each message to indicate the size. Not specifically a problem, but calculating message size without
+that tag is nigh on impossible.
+
+Ultimately, I enjoyed using Flatbuffers, and had to do significantly less work to make it perform
+well.
+
+## Simple Binary Encoding
+
+Support for SBE was added by the author of one of my favorite
+[Rust blog posts](https://web.archive.org/web/20190427124806/https://polysync.io/blog/session-types-for-hearty-codecs/).
+I've [talked previously](/2019/06/high-performance-systems) about how important
+variance is in high-performance systems, so it was encouraging to read about a format that
+[directly addressed](https://github.com/real-logic/simple-binary-encoding/wiki/Why-Low-Latency) my
+concerns. SBE has by far the simplest binary format, but it does make some tradeoffs.
+
+Both Cap'n Proto and Flatbuffers use [message offsets](https://capnproto.org/encoding.html#structs)
+to handle variable-length data, [unions](https://capnproto.org/language.html#unions), and various
+other features. In contrast, messages in SBE are essentially
+[just structs](https://github.com/real-logic/simple-binary-encoding/blob/master/sbe-samples/src/main/resources/example-schema.xml);
+variable-length data is supported, but there's no union type.
+
+As mentioned in the beginning, the Rust port of SBE works well, but is
+[essentially unmaintained](https://users.rust-lang.org/t/zero-cost-abstraction-frontier-no-copy-low-allocation-ordered-decoding/11515/9).
+However, if you don't need union types, and can accept that schemas are XML documents, it's still
+worth using. SBE's implementation had the best streaming support of all formats I tested, and
+doesn't trigger allocation during de/serialization.
+
+## Results
+
+After building a test harness
+[for](https://github.com/speice-io/marketdata-shootout/blob/master/src/capnp_runner.rs)
+[each](https://github.com/speice-io/marketdata-shootout/blob/master/src/flatbuffers_runner.rs)
+[format](https://github.com/speice-io/marketdata-shootout/blob/master/src/sbe_runner.rs), it was
+time to actually take them for a spin. I used
+[this script](https://github.com/speice-io/marketdata-shootout/blob/master/run_shootout.sh) to run
+the benchmarks, and the raw results are
+[here](https://github.com/speice-io/marketdata-shootout/blob/master/shootout.csv). All data reported
+below is the average of 10 runs on a single day of IEX data. Results were validated to make sure
+that each format parsed the data correctly.
+
+### Serialization
+
+This test measures, on a
+[per-message basis](https://github.com/speice-io/marketdata-shootout/blob/master/src/main.rs#L268-L272),
+how long it takes to serialize the IEX message into the desired format and write to a pre-allocated
+buffer.
+
+| Schema               | Median | 99th Pctl | 99.9th Pctl | Total  |
+| :------------------- | :----- | :-------- | :---------- | :----- |
+| Cap'n Proto Packed   | 413ns  | 1751ns    | 2943ns      | 14.80s |
+| Cap'n Proto Unpacked | 273ns  | 1828ns    | 2836ns      | 10.65s |
+| Flatbuffers          | 355ns  | 2185ns    | 3497ns      | 14.31s |
+| SBE                  | 91ns   | 1535ns    | 2423ns      | 3.91s  |
+
+### Deserialization
+
+This test measures, on a
+[per-message basis](https://github.com/speice-io/marketdata-shootout/blob/master/src/main.rs#L294-L298),
+how long it takes to read the previously-serialized message and perform some basic aggregation. The
+aggregation code is the same for each format, so any performance differences are due solely to the
+format implementation.
+
+| Schema               | Median | 99th Pctl | 99.9th Pctl | Total  |
+| :------------------- | :----- | :-------- | :---------- | :----- |
+| Cap'n Proto Packed   | 539ns  | 1216ns    | 2599ns      | 18.92s |
+| Cap'n Proto Unpacked | 366ns  | 737ns     | 1583ns      | 12.32s |
+| Flatbuffers          | 173ns  | 421ns     | 1007ns      | 6.00s  |
+| SBE                  | 116ns  | 286ns     | 659ns       | 4.05s  |
+
+## Conclusion
+
+Building a benchmark turned out to be incredibly helpful in making a decision; because a "union"
+type isn't important to me, I can be confident that SBE best addresses my needs.
+
+While SBE was the fastest in terms of both median and worst-case performance, its worst case
+performance was proportionately far higher than any other format. It seems to be that
+de/serialization time scales with message size, but I'll need to do some more research to understand
+what exactly is going on.
diff --git a/_posts/2019-12-14-release-the-gil.md b/blog/2019-12-14-release-the-gil/_article.md
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+---
+slug: 2019/12/release-the-gil
+title: Release the GIL
+date: 2019-12-14 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+Complaining about the [Global Interpreter Lock](https://wiki.python.org/moin/GlobalInterpreterLock)
+(GIL) seems like a rite of passage for Python developers. It's easy to criticize a design decision
+made before multi-core CPU's were widely available, but the fact that it's still around indicates
+that it generally works [Good](https://wiki.c2.com/?PrematureOptimization)
+[Enough](https://wiki.c2.com/?YouArentGonnaNeedIt). Besides, there are simple and effective
+workarounds; it's not hard to start a
+[new process](https://docs.python.org/3/library/multiprocessing.html) and use message passing to
+synchronize code running in parallel.
+
+Still, wouldn't it be nice to have more than a single active interpreter thread? In an age of
+asynchronicity and _M:N_ threading, Python seems lacking. The ideal scenario is to take advantage of
+both Python's productivity and the modern CPU's parallel capabilities.
+
+<!-- truncate -->
+
+Presented below are two strategies for releasing the GIL's icy grip without giving up on what makes
+Python a nice language to start with. Bear in mind: these are just the tools, no claim is made about
+whether it's a good idea to use them. Very often, unlocking the GIL is an
+[XY problem](https://en.wikipedia.org/wiki/XY_problem); you want application performance, and the
+GIL seems like an obvious bottleneck. Remember that any gains from running code in parallel come at
+the expense of project complexity; messing with the GIL is ultimately messing with Python's memory
+model.
+
+```python
+%load_ext Cython
+from numba import jit
+
+N = 1_000_000_000
+```
+
+## Cython
+
+Put simply, [Cython](https://cython.org/) is a programming language that looks a lot like Python,
+gets [transpiled](https://en.wikipedia.org/wiki/Source-to-source_compiler) to C/C++, and integrates
+well with the [CPython](https://en.wikipedia.org/wiki/CPython) API. It's great for building Python
+wrappers to C and C++ libraries, writing optimized code for numerical processing, and tons more. And
+when it comes to managing the GIL, there are two special features:
+
+- The `nogil`
+  [function annotation](https://cython.readthedocs.io/en/latest/src/userguide/external_C_code.html#declaring-a-function-as-callable-without-the-gil)
+  asserts that a Cython function is safe to use without the GIL, and compilation will fail if it
+  interacts with Python in an unsafe manner
+- The `with nogil`
+  [context manager](https://cython.readthedocs.io/en/latest/src/userguide/external_C_code.html#releasing-the-gil)
+  explicitly unlocks the CPython GIL while active
+
+Whenever Cython code runs inside a `with nogil` block on a separate thread, the Python interpreter
+is unblocked and allowed to continue work elsewhere. We'll define a "busy work" function that
+demonstrates this principle in action:
+
+```python
+%%cython
+
+# Annotating a function with `nogil` indicates only that it is safe
+# to call in a `with nogil` block. It *does not* release the GIL.
+cdef unsigned long fibonacci(unsigned long n) nogil:
+    if n <= 1:
+        return n
+
+    cdef unsigned long a = 0, b = 1, c = 0
+
+    c = a + b
+    for _i in range(2, n):
+        a = b
+        b = c
+        c = a + b
+
+    return c
+
+
+def cython_nogil(unsigned long n):
+    # Explicitly release the GIL while running `fibonacci`
+    with nogil:
+        value = fibonacci(n)
+
+    return value
+
+
+def cython_gil(unsigned long n):
+    # Because the GIL is not explicitly released, it implicitly
+    # remains acquired when running the `fibonacci` function
+    return fibonacci(n)
+```
+
+First, let's time how long it takes Cython to calculate the billionth Fibonacci number:
+
+```python
+%%time
+_ = cython_gil(N);
+```
+
+> <pre>
+> CPU times: user 365 ms, sys: 0 ns, total: 365 ms
+> Wall time: 372 ms
+> </pre>
+
+```python
+%%time
+_ = cython_nogil(N);
+```
+
+> <pre>
+> CPU times: user 381 ms, sys: 0 ns, total: 381 ms
+> Wall time: 388 ms
+> </pre>
+
+Both versions (with and without GIL) take effectively the same amount of time to run. Even when
+running this calculation in parallel on separate threads, it is expected that the run time will
+double because only one thread can be active at a time:
+
+```python
+%%time
+from threading import Thread
+
+# Create the two threads to run on
+t1 = Thread(target=cython_gil, args=[N])
+t2 = Thread(target=cython_gil, args=[N])
+# Start the threads
+t1.start(); t2.start()
+# Wait for the threads to finish
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 641 ms, sys: 5.62 ms, total: 647 ms
+> Wall time: 645 ms
+> </pre>
+
+However, if the first thread releases the GIL, the second thread is free to acquire it and run in
+parallel:
+
+```python
+%%time
+
+t1 = Thread(target=cython_nogil, args=[N])
+t2 = Thread(target=cython_gil, args=[N])
+t1.start(); t2.start()
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 717 ms, sys: 372 µs, total: 718 ms
+> Wall time: 358 ms
+> </pre>
+
+Because `user` time represents the sum of processing time on all threads, it doesn't change much.
+The ["wall time"](https://en.wikipedia.org/wiki/Elapsed_real_time) has been cut roughly in half
+because each function is running simultaneously.
+
+Keep in mind that the **order in which threads are started** makes a difference!
+
+```python
+%%time
+
+# Note that the GIL-locked version is started first
+t1 = Thread(target=cython_gil, args=[N])
+t2 = Thread(target=cython_nogil, args=[N])
+t1.start(); t2.start()
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 667 ms, sys: 0 ns, total: 667 ms
+> Wall time: 672 ms
+> </pre>
+
+Even though the second thread releases the GIL while running, it can't start until the first has
+completed. Thus, the overall runtime is effectively the same as running two GIL-locked threads.
+
+Finally, be aware that attempting to unlock the GIL from a thread that doesn't own it will crash the
+**interpreter**, not just the thread attempting the unlock:
+
+```python
+%%cython
+
+cdef int cython_recurse(int n) nogil:
+    if n <= 0:
+        return 0
+
+    with nogil:
+        return cython_recurse(n - 1)
+
+cython_recurse(2)
+```
+
+> <pre>
+> Fatal Python error: PyEval_SaveThread: NULL tstate
+> 
+> Thread 0x00007f499effd700 (most recent call first):
+>   File "/home/bspeice/.virtualenvs/release-the-gil/lib/python3.7/site-packages/ipykernel/parentpoller.py", line 39 in run
+>   File "/usr/lib/python3.7/threading.py", line 926 in _bootstrap_inner
+>   File "/usr/lib/python3.7/threading.py", line 890 in _bootstrap
+> </pre>
+
+In practice, avoiding this issue is simple. First, `nogil` functions probably shouldn't contain
+`with nogil` blocks. Second, Cython can
+[conditionally acquire/release](https://cython.readthedocs.io/en/latest/src/userguide/external_C_code.html#conditional-acquiring-releasing-the-gil)
+the GIL, so these conditions can be used to synchronize access. Finally, Cython's documentation for
+[external C code](https://cython.readthedocs.io/en/latest/src/userguide/external_C_code.html#acquiring-and-releasing-the-gil)
+contains more detail on how to safely manage the GIL.
+
+To conclude: use Cython's `nogil` annotation to assert that functions are safe for calling when the
+GIL is unlocked, and `with nogil` to actually unlock the GIL and run those functions.
+
+## Numba
+
+Like Cython, [Numba](https://numba.pydata.org/) is a "compiled Python." Where Cython works by
+compiling a Python-like language to C/C++, Numba compiles Python bytecode _directly to machine code_
+at runtime. Behavior is controlled with a special `@jit` decorator; calling a decorated function
+first compiles it to machine code before running. Calling the function a second time re-uses that
+machine code unless the argument types have changed.
+
+Numba works best when a `nopython=True` argument is added to the `@jit` decorator; functions
+compiled in [`nopython`](http://numba.pydata.org/numba-doc/latest/user/jit.html?#nopython) mode
+avoid the CPython API and have performance comparable to C. Further, adding `nogil=True` to the
+`@jit` decorator unlocks the GIL while that function is running. Note that `nogil` and `nopython`
+are separate arguments; while it is necessary for code to be compiled in `nopython` mode in order to
+release the lock, the GIL will remain locked if `nogil=False` (the default).
+
+Let's repeat the same experiment, this time using Numba instead of Cython:
+
+```python
+# The `int` type annotation is only for humans and is ignored
+# by Numba.
+@jit(nopython=True, nogil=True)
+def numba_nogil(n: int) -> int:
+    if n <= 1:
+        return n
+
+    a = 0
+    b = 1
+
+    c = a + b
+    for _i in range(2, n):
+        a = b
+        b = c
+        c = a + b
+
+    return c
+
+
+# Run using `nopython` mode to receive a performance boost,
+# but GIL remains locked due to `nogil=False` by default.
+@jit(nopython=True)
+def numba_gil(n: int) -> int:
+    if n <= 1:
+        return n
+
+    a = 0
+    b = 1
+
+    c = a + b
+    for _i in range(2, n):
+        a = b
+        b = c
+        c = a + b
+
+    return c
+
+
+# Call each function once to force compilation; we don't want
+# the timing statistics to include how long it takes to compile.
+numba_nogil(N)
+numba_gil(N);
+```
+
+We'll perform the same tests as above; first, figure out how long it takes the function to run:
+
+```python
+%%time
+_ = numba_gil(N)
+```
+
+> <pre>
+> CPU times: user 253 ms, sys: 258 µs, total: 253 ms
+> Wall time: 251 ms
+> </pre>
+
+<small>
+Aside: it's not immediately clear why Numba takes ~20% less time to run than Cython for code that should be
+effectively identical after compilation.
+</small>
+
+When running two GIL-locked threads, the result (as expected) takes around twice as long to compute:
+
+```python
+%%time
+t1 = Thread(target=numba_gil, args=[N])
+t2 = Thread(target=numba_gil, args=[N])
+t1.start(); t2.start()
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 541 ms, sys: 3.96 ms, total: 545 ms
+> Wall time: 541 ms
+> </pre>
+
+But if the GIL-unlocking thread starts first, both threads run in parallel:
+
+```python
+%%time
+t1 = Thread(target=numba_nogil, args=[N])
+t2 = Thread(target=numba_gil, args=[N])
+t1.start(); t2.start()
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 551 ms, sys: 7.77 ms, total: 559 ms
+> Wall time: 279 ms
+> </pre>
+
+Just like Cython, starting the GIL-locked thread first leads to poor performance:
+
+```python
+%%time
+t1 = Thread(target=numba_gil, args=[N])
+t2 = Thread(target=numba_nogil, args=[N])
+t1.start(); t2.start()
+t1.join(); t2.join()
+```
+
+> <pre>
+> CPU times: user 524 ms, sys: 0 ns, total: 524 ms
+> Wall time: 522 ms
+> </pre>
+
+Finally, unlike Cython, Numba will unlock the GIL if and only if it is currently acquired;
+recursively calling `@jit(nogil=True)` functions is perfectly safe:
+
+```python
+from numba import jit
+
+@jit(nopython=True, nogil=True)
+def numba_recurse(n: int) -> int:
+    if n <= 0:
+        return 0
+
+    return numba_recurse(n - 1)
+
+numba_recurse(2);
+```
+
+## Conclusion
+
+Before finishing, it's important to address pain points that will show up if these techniques are
+used in a more realistic project:
+
+First, code running in a GIL-free context will likely also need non-trivial data structures;
+GIL-free functions aren't useful if they're constantly interacting with Python objects whose access
+requires the GIL. Cython provides
+[extension types](http://docs.cython.org/en/latest/src/tutorial/cdef_classes.html) and Numba
+provides a [`@jitclass`](https://numba.pydata.org/numba-doc/dev/user/jitclass.html) decorator to
+address this need.
+
+Second, building and distributing applications that make use of Cython/Numba can be complicated.
+Cython packages require running the compiler, (potentially) linking/packaging external dependencies,
+and distributing a binary wheel. Numba is generally simpler because the code being distributed is
+pure Python, but can be tricky since errors aren't detected until runtime.
+
+Finally, while unlocking the GIL is often a solution in search of a problem, both Cython and Numba
+provide tools to directly manage the GIL when appropriate. This enables true parallelism (not just
+[concurrency](https://stackoverflow.com/a/1050257)) that is impossible in vanilla Python.
diff --git a/_posts/2022-11-20-webpack-industrial-complex.md b/blog/2022-11-20-webpack-industrial-complex/_article.md
similarity index 100%
rename from _posts/2022-11-20-webpack-industrial-complex.md
rename to blog/2022-11-20-webpack-industrial-complex/_article.md
diff --git a/blog/2022-11-20-webpack-industrial-complex/index.mdx b/blog/2022-11-20-webpack-industrial-complex/index.mdx
new file mode 100644
index 0000000..4dc91c8
--- /dev/null
+++ b/blog/2022-11-20-webpack-industrial-complex/index.mdx
@@ -0,0 +1,62 @@
+---
+slug: 2011/11/webpack-industrial-complex
+title: The webpack industrial complex
+date: 2022-11-20 12:00:00
+authors: [bspeice]
+tags: []
+---
+
+This started because I wanted to build a synthesizer. Setting a goal of "digital DX7" was ambitious, but I needed something unrelated to the day job. Beyond that, working with audio seemed like a good challenge. I enjoy performance-focused code, and performance problems in audio are conspicuous. Building a web project was an obvious choice because of the web audio API documentation and independence from a large Digital Audio Workstation (DAW).
+
+The project was soon derailed trying to sort out technical issues unrelated to the original purpose. Finding a resolution was a frustrating journey, and it's still not clear whether those problems were my fault. As a result, I'm writing this to try making sense of it, as a case study/reference material, and to salvage something from the process.
+
+<!-- truncate -->
+
+## Starting strong
+
+The sole starting requirement was to write everything in TypeScript. Not because of project scale, but because guardrails help with unfamiliar territory. Keeping that in mind, the first question was: how does one start a new project? All I actually need is "compile TypeScript, show it in a browser."
+
+Create React App (CRA) came to the rescue and the rest of that evening was a joy. My TypeScript/JavaScript skills were rusty, but the online documentation was helpful. I had never understood the appeal of JSX (why put a DOM in JavaScript?) until it made connecting an `onEvent` handler and a function easy.
+
+Some quick dimensional analysis later and there was a sine wave oscillator playing A=440 through the speakers. I specifically remember thinking "modern browsers are magical."
+
+## Continuing on
+
+Now comes the first mistake: I began to worry about "scale" before encountering an actual problem. Rather than rendering audio in the main thread, why not use audio worklets and render in a background thread instead?
+
+The first sign something was amiss came from the TypeScript compiler errors showing the audio worklet API [was missing](https://github.com/microsoft/TypeScript/issues/28308). After searching out Github issues and (unsuccessfully) tweaking the `.tsconfig` settings, I settled on installing a package and moving on.
+
+The next problem came from actually using the API. Worklets must load from separate "modules," but it wasn't clear how to guarantee the worklet code stayed separate from the application. I saw recommendations to use `new URL(<local path>, import.meta.url)` and it worked! Well, kind of:
+
+![Browser error](./video_mp2t.png)
+
+That file has the audio processor code, so why does it get served with `Content-Type: video/mp2t`?
+
+## Floundering about
+
+Now comes the second mistake: even though I didn't understand the error, I ignored recommendations to [just use JavaScript](https://hackernoon.com/implementing-audioworklets-with-react-8a80a470474) and stuck by the original TypeScript requirement.
+
+I tried different project structures. Moving the worklet code to a new folder didn't help, nor did setting up a monorepo and placing it in a new package.
+
+I tried three different CRA tools - `react-app-rewired`, `craco`, `customize-react-app` - but got the same problem. Each has varying levels of compatibility with recent CRA versions, so it wasn't clear if I had the right solution but implemented it incorrectly. After attempting to eject the application and panicking after seeing the configuration, I abandoned that as well.
+
+I tried changing the webpack configuration: using [new](https://github.com/webpack/webpack/issues/11543#issuecomment-917673256) [loaders](https://github.com/popelenkow/worker-url), setting [asset rules](https://github.com/webpack/webpack/discussions/14093#discussioncomment-1257149), even [changing how webpack detects worker resources](https://github.com/webpack/webpack/issues/11543#issuecomment-826897590). In hindsight, entry points may have been the answer. But because CRA actively resists attempts to change its webpack configuration, and I couldn't find audio worklet examples in any other framework, I gave up.
+
+I tried so many application frameworks. Next.js looked like a good candidate, but added its own [bespoke webpack complexity](https://github.com/vercel/next.js/issues/24907) to the existing confusion. Astro had the best "getting started" experience, but I refuse to install an IDE-specific plugin. I first used Deno while exploring Lume, but it couldn't import the audio worklet types (maybe because of module compatibility?). Each framework was unique in its own way (shout-out to SvelteKit) but I couldn't figure out how to make them work.
+
+## Learning and reflecting
+
+I ended up using Vite and vite-plugin-react-pages to handle both "build the app" and "bundle worklets," but the specific tool choice isn't important. Instead, the focus should be on lessons learned.
+
+For myself:
+
+- I'm obsessed with tooling, to the point it can derail the original goal. While it comes from a good place (for example: "types are awesome"), it can get in the way of more important work
+- I tend to reach for online resources right after seeing a new problem. While finding help online is often faster, spending time understanding the problem would have been more productive than cycling through (often outdated) blog posts
+
+For the tools:
+
+- Resource bundling is great and solves a genuine challenge. I've heard too many horror stories of developers writing modules by hand to believe this is unnecessary complexity
+- Webpack is a build system and modern frameworks are deeply dependent on it (hence the "webpack industrial complex"). While this often saves users from unnecessary complexity, there's no path forward if something breaks
+- There's little ability to mix and match tools across frameworks. Next.js and Gatsby let users extend webpack, but because each framework adds its own modules, changes aren't portable. After spending a week looking at webpack, I had an example running with parcel in thirty minutes, but couldn't integrate it
+
+In the end, learning new systems is fun, but a focus on tools that "just work" can leave users out in the cold if they break down.
\ No newline at end of file
diff --git a/assets/images/2022-11-20-video_mp2t.png b/blog/2022-11-20-webpack-industrial-complex/video_mp2t.png
similarity index 100%
rename from assets/images/2022-11-20-video_mp2t.png
rename to blog/2022-11-20-webpack-industrial-complex/video_mp2t.png
diff --git a/blog/authors.yml b/blog/authors.yml
new file mode 100644
index 0000000..52d872a
--- /dev/null
+++ b/blog/authors.yml
@@ -0,0 +1,4 @@
+bspeice:
+  name: Bradlee Speice
+  socials:
+    github: bspeice
diff --git a/docusaurus.config.ts b/docusaurus.config.ts
new file mode 100644
index 0000000..9667860
--- /dev/null
+++ b/docusaurus.config.ts
@@ -0,0 +1,101 @@
+import {themes as prismThemes} from 'prism-react-renderer';
+import type {Config} from '@docusaurus/types';
+import type * as Preset from '@docusaurus/preset-classic';
+import remarkMath from 'remark-math';
+import rehypeKatex from 'rehype-katex';
+
+const config: Config = {
+  title: 'The Old Speice Guy',
+  tagline: '',
+  favicon: 'img/favicon.ico',
+
+  url: 'https://speice.io/',
+  baseUrl: '/',
+
+  // GitHub pages deployment config.
+  // If you aren't using GitHub pages, you don't need these.
+  organizationName: 'bspeice',
+  projectName: 'speice.io',
+
+  onBrokenLinks: 'throw',
+  onBrokenMarkdownLinks: 'warn',
+
+  // Even if you don't use internationalization, you can use this field to set
+  // useful metadata like html lang. For example, if your site is Chinese, you
+  // may want to replace "en" with "zh-Hans".
+  i18n: {
+    defaultLocale: 'en',
+    locales: ['en'],
+  },
+
+  presets: [
+    [
+      'classic',
+      {
+        docs: false,
+        blog: {
+          routeBasePath: "/",
+          blogSidebarTitle: 'All posts',
+          blogSidebarCount: 'ALL',
+          showReadingTime: true,
+          showLastUpdateTime: true,
+          feedOptions: {
+            type: ['rss', 'atom'],
+            xslt: true,
+          },
+          // Useful options to enforce blogging best practices
+          onInlineTags: 'warn',
+          onInlineAuthors: 'warn',
+          onUntruncatedBlogPosts: 'warn',
+          remarkPlugins: [remarkMath],
+          rehypePlugins: [rehypeKatex]
+        },
+        theme: {
+          customCss: ['./src/css/custom.css']
+        },
+      } satisfies Preset.Options,
+    ],
+  ],
+
+  themeConfig: {
+    navbar: {
+      title: 'The Old Speice Guy',
+      logo: {
+        alt: 'Sierpinski Gasket',
+        src: 'img/logo.svg',
+        srcDark: 'img/logo-dark.svg'
+      },
+      items: [
+        {
+          href: 'https://github.com/bspeice',
+          position: 'right',
+          className: 'header-github-link'
+        },
+      ],
+    },
+    footer: {
+      links: [],
+      copyright: `Copyright © ${new Date().getFullYear()} Bradlee Speice`,
+    },
+    prism: {
+      theme: prismThemes.oneLight,
+      darkTheme: prismThemes.oneDark,
+      additionalLanguages: ['bash', 'java', 'julia', 'nasm']
+    },
+  } satisfies Preset.ThemeConfig,
+  plugins: [require.resolve('docusaurus-lunr-search')],
+  stylesheets: [
+    {
+      href: 'https://cdn.jsdelivr.net/npm/katex@0.13.24/dist/katex.min.css',
+      type: 'text/css',
+      integrity:
+        'sha384-odtC+0UGzzFL/6PNoE8rX/SPcQDXBJ+uRepguP4QkPCm2LBxH3FA3y+fKSiJ+AmM',
+      crossorigin: 'anonymous',
+    },
+  ],
+  future: {
+    experimental_faster: true
+  }
+};
+
+export default config;
diff --git a/index.md b/index.md
deleted file mode 100644
index 0671507..0000000
--- a/index.md
+++ /dev/null
@@ -1,6 +0,0 @@
----
-# Feel free to add content and custom Front Matter to this file.
-# To modify the layout, see https://jekyllrb.com/docs/themes/#overriding-theme-defaults
-
-layout: home
----
diff --git a/package-lock.json b/package-lock.json
new file mode 100644
index 0000000..d5e957b
--- /dev/null
+++ b/package-lock.json
@@ -0,0 +1,16826 @@
+{
+  "name": "speice-io",
+  "version": "0.0.0",
+  "lockfileVersion": 3,
+  "requires": true,
+  "packages": {
+    "": {
+      "name": "speice-io",
+      "version": "0.0.0",
+      "dependencies": {
+        "@docusaurus/core": "^3.6.0",
+        "@docusaurus/faster": "^3.5.2",
+        "@docusaurus/preset-classic": "^3.6.0",
+        "@mdx-js/react": "^3.0.0",
+        "clsx": "^2.0.0",
+        "docusaurus-lunr-search": "^3.5.0",
+        "prism-react-renderer": "^2.3.0",
+        "react": "^18.0.0",
+        "react-dom": "^18.0.0",
+        "rehype-katex": "^7.0.1",
+        "remark-math": "^6.0.0"
+      },
+      "devDependencies": {
+        "@docusaurus/module-type-aliases": "^3.6.0",
+        "@docusaurus/tsconfig": "^3.6.0",
+        "@docusaurus/types": "^3.6.0",
+        "typescript": "~5.5.2"
+      },
+      "engines": {
+        "node": ">=18.0"
+      }
+    },
+    "node_modules/@algolia/autocomplete-core": {
+      "version": "1.17.6",
+      "resolved": "https://registry.npmjs.org/@algolia/autocomplete-core/-/autocomplete-core-1.17.6.tgz",
+      "integrity": "sha512-lkDoW4I7h2kKlIgf3pUt1LqvxyYKkVyiypoGLlUnhPSnCpmeOwudM6rNq6YYsCmdQtnDQoW5lUNNuj6ASg3qeg==",
+      "dependencies": {
+        "@algolia/autocomplete-plugin-algolia-insights": "1.17.6",
+        "@algolia/autocomplete-shared": "1.17.6"
+      }
+    },
+    "node_modules/@algolia/autocomplete-plugin-algolia-insights": {
+      "version": "1.17.6",
+      "resolved": "https://registry.npmjs.org/@algolia/autocomplete-plugin-algolia-insights/-/autocomplete-plugin-algolia-insights-1.17.6.tgz",
+      "integrity": "sha512-17NnaacuFzSWVuZu4NKzVeaFIe9Abpw8w+/gjc7xhZFtqj+GadufzodIdchwiB2eM2cDdiR3icW7gbNTB3K2YA==",
+      "dependencies": {
+        "@algolia/autocomplete-shared": "1.17.6"
+      },
+      "peerDependencies": {
+        "search-insights": ">= 1 < 3"
+      }
+    },
+    "node_modules/@algolia/autocomplete-preset-algolia": {
+      "version": "1.17.6",
+      "resolved": "https://registry.npmjs.org/@algolia/autocomplete-preset-algolia/-/autocomplete-preset-algolia-1.17.6.tgz",
+      "integrity": "sha512-Cvg5JENdSCMuClwhJ1ON1/jSuojaYMiUW2KePm18IkdCzPJj/NXojaOxw58RFtQFpJgfVW8h2E8mEoDtLlMdeA==",
+      "dependencies": {
+        "@algolia/autocomplete-shared": "1.17.6"
+      },
+      "peerDependencies": {
+        "@algolia/client-search": ">= 4.9.1 < 6",
+        "algoliasearch": ">= 4.9.1 < 6"
+      }
+    },
+    "node_modules/@algolia/autocomplete-shared": {
+      "version": "1.17.6",
+      "resolved": "https://registry.npmjs.org/@algolia/autocomplete-shared/-/autocomplete-shared-1.17.6.tgz",
+      "integrity": "sha512-aq/3V9E00Tw2GC/PqgyPGXtqJUlVc17v4cn1EUhSc+O/4zd04Uwb3UmPm8KDaYQQOrkt1lwvCj2vG2wRE5IKhw==",
+      "peerDependencies": {
+        "@algolia/client-search": ">= 4.9.1 < 6",
+        "algoliasearch": ">= 4.9.1 < 6"
+      }
+    },
+    "node_modules/@algolia/cache-browser-local-storage": {
+      "version": "4.24.0",
+      "resolved": "https://registry.npmjs.org/@algolia/cache-browser-local-storage/-/cache-browser-local-storage-4.24.0.tgz",
+      "integrity": "sha512-t63W9BnoXVrGy9iYHBgObNXqYXM3tYXCjDSHeNwnsc324r4o5UiVKUiAB4THQ5z9U5hTj6qUvwg/Ez43ZD85ww==",
+      "dependencies": {
+        "@algolia/cache-common": "4.24.0"
+      }
+    },
+    "node_modules/@algolia/cache-common": {
+      "version": "4.24.0",
+      "resolved": "https://registry.npmjs.org/@algolia/cache-common/-/cache-common-4.24.0.tgz",
+      "integrity": "sha512-emi+v+DmVLpMGhp0V9q9h5CdkURsNmFC+cOS6uK9ndeJm9J4TiqSvPYVu+THUP8P/S08rxf5x2P+p3CfID0Y4g=="
+    },
+    "node_modules/@algolia/cache-in-memory": {
+      "version": "4.24.0",
+      "resolved": "https://registry.npmjs.org/@algolia/cache-in-memory/-/cache-in-memory-4.24.0.tgz",
+      "integrity": "sha512-gDrt2so19jW26jY3/MkFg5mEypFIPbPoXsQGQWAi6TrCPsNOSEYepBMPlucqWigsmEy/prp5ug2jy/N3PVG/8w==",
+      "dependencies": {
+        "@algolia/cache-common": "4.24.0"
+      }
+    },
+    "node_modules/@algolia/client-abtesting": {
+      "version": "5.13.0",
+      "resolved": "https://registry.npmjs.org/@algolia/client-abtesting/-/client-abtesting-5.13.0.tgz",
+      "integrity": "sha512-6CoQjlMi1pmQYMQO8tXfuGxSPf6iKX5FP9MuMe6IWmvC81wwTvOehnwchyBl2wuPVhcw2Ar53K53mQ60DAC64g==",
+      "dependencies": {
+        "@algolia/client-common": "5.13.0",
+        "@algolia/requester-browser-xhr": "5.13.0",
+        "@algolia/requester-fetch": "5.13.0",
+        "@algolia/requester-node-http": "5.13.0"
+      },
+      "engines": {
+        "node": ">= 14.0.0"
+      }
+    },
+    "node_modules/@algolia/client-account": {
+      "version": "4.24.0",
+      "resolved": "https://registry.npmjs.org/@algolia/client-account/-/client-account-4.24.0.tgz",
+      "integrity": "sha512-adcvyJ3KjPZFDybxlqnf+5KgxJtBjwTPTeyG2aOyoJvx0Y8dUQAEOEVOJ/GBxX0WWNbmaSrhDURMhc+QeevDsA==",
+      "dependencies": {
+        "@algolia/client-common": "4.24.0",
+        "@algolia/client-search": "4.24.0",
+        "@algolia/transporter": "4.24.0"
+      }
+    },
+    "node_modules/@algolia/client-account/node_modules/@algolia/client-common": {
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+        "is-fullwidth-code-point": "^3.0.0",
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+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
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+        "emoji-regex": "^8.0.0",
+        "is-fullwidth-code-point": "^3.0.0",
+        "strip-ansi": "^6.0.1"
+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/widest-line": {
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+    },
+    "node_modules/wrap-ansi": {
+      "version": "8.1.0",
+      "resolved": "https://registry.npmjs.org/wrap-ansi/-/wrap-ansi-8.1.0.tgz",
+      "integrity": "sha512-si7QWI6zUMq56bESFvagtmzMdGOtoxfR+Sez11Mobfc7tm+VkUckk9bW2UeffTGVUbOksxmSw0AA2gs8g71NCQ==",
+      "dependencies": {
+        "ansi-styles": "^6.1.0",
+        "string-width": "^5.0.1",
+        "strip-ansi": "^7.0.1"
+      },
+      "engines": {
+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/wrap-ansi?sponsor=1"
+      }
+    },
+    "node_modules/wrap-ansi/node_modules/ansi-regex": {
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+      "engines": {
+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/ansi-regex?sponsor=1"
+      }
+    },
+    "node_modules/wrap-ansi/node_modules/ansi-styles": {
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+      "engines": {
+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/ansi-styles?sponsor=1"
+      }
+    },
+    "node_modules/wrap-ansi/node_modules/strip-ansi": {
+      "version": "7.1.0",
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+      },
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+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/strip-ansi?sponsor=1"
+      }
+    },
+    "node_modules/wrappy": {
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+        "signal-exit": "^3.0.2",
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+        "node": ">=8.3.0"
+      },
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+        "bufferutil": "^4.0.1",
+        "utf-8-validate": "^5.0.2"
+      },
+      "peerDependenciesMeta": {
+        "bufferutil": {
+          "optional": true
+        },
+        "utf-8-validate": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/xdg-basedir": {
+      "version": "5.1.0",
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+      "engines": {
+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/xml-js": {
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+        "sax": "^1.2.4"
+      },
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+      }
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+    "node_modules/xtend": {
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+    },
+    "node_modules/yaml": {
+      "version": "1.10.2",
+      "resolved": "https://registry.npmjs.org/yaml/-/yaml-1.10.2.tgz",
+      "integrity": "sha512-r3vXyErRCYJ7wg28yvBY5VSoAF8ZvlcW9/BwUzEtUsjvX/DKs24dIkuwjtuprwJJHsbyUbLApepYTR1BN4uHrg==",
+      "engines": {
+        "node": ">= 6"
+      }
+    },
+    "node_modules/yocto-queue": {
+      "version": "1.1.1",
+      "resolved": "https://registry.npmjs.org/yocto-queue/-/yocto-queue-1.1.1.tgz",
+      "integrity": "sha512-b4JR1PFR10y1mKjhHY9LaGo6tmrgjit7hxVIeAmyMw3jegXR4dhYqLaQF5zMXZxY7tLpMyJeLjr1C4rLmkVe8g==",
+      "engines": {
+        "node": ">=12.20"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/zwitch": {
+      "version": "1.0.5",
+      "resolved": "https://registry.npmjs.org/zwitch/-/zwitch-1.0.5.tgz",
+      "integrity": "sha512-V50KMwwzqJV0NpZIZFwfOD5/lyny3WlSzRiXgA0G7VUnRlqttta1L6UQIHzd6EuBY/cHGfwTIck7w1yH6Q5zUw==",
+      "funding": {
+        "type": "github",
+        "url": "https://github.com/sponsors/wooorm"
+      }
+    }
+  }
+}
diff --git a/package.json b/package.json
new file mode 100644
index 0000000..a833e14
--- /dev/null
+++ b/package.json
@@ -0,0 +1,51 @@
+{
+  "name": "speice-io",
+  "version": "0.0.0",
+  "private": true,
+  "scripts": {
+    "docusaurus": "docusaurus",
+    "start": "docusaurus start",
+    "build": "docusaurus build",
+    "swizzle": "docusaurus swizzle",
+    "deploy": "docusaurus deploy",
+    "clear": "docusaurus clear",
+    "serve": "docusaurus serve",
+    "write-translations": "docusaurus write-translations",
+    "write-heading-ids": "docusaurus write-heading-ids",
+    "typecheck": "tsc"
+  },
+  "dependencies": {
+    "@docusaurus/core": "^3.6.0",
+    "@docusaurus/faster": "^3.5.2",
+    "@docusaurus/preset-classic": "^3.6.0",
+    "@mdx-js/react": "^3.0.0",
+    "clsx": "^2.0.0",
+    "docusaurus-lunr-search": "^3.5.0",
+    "prism-react-renderer": "^2.3.0",
+    "react": "^18.0.0",
+    "react-dom": "^18.0.0",
+    "rehype-katex": "^7.0.1",
+    "remark-math": "^6.0.0"
+  },
+  "devDependencies": {
+    "@docusaurus/module-type-aliases": "^3.6.0",
+    "@docusaurus/tsconfig": "^3.6.0",
+    "@docusaurus/types": "^3.6.0",
+    "typescript": "~5.5.2"
+  },
+  "browserslist": {
+    "production": [
+      ">0.5%",
+      "not dead",
+      "not op_mini all"
+    ],
+    "development": [
+      "last 3 chrome version",
+      "last 3 firefox version",
+      "last 5 safari version"
+    ]
+  },
+  "engines": {
+    "node": ">=18.0"
+  }
+}
diff --git a/src/css/custom.css b/src/css/custom.css
new file mode 100644
index 0000000..bd7bd02
--- /dev/null
+++ b/src/css/custom.css
@@ -0,0 +1,24 @@
+:root {
+    --ifm-container-width: 1280px;
+    --ifm-container-width-xl: 1440px;
+    --ifm-footer-padding-vertical: .5rem;
+    --ifm-spacing-horizontal: .8rem;
+}
+
+.header-github-link:hover {
+  opacity: 0.6;
+}
+
+.header-github-link::before {
+  content: '';
+  width: 24px;
+  height: 24px;
+  display: flex;
+  background: url("data:image/svg+xml,%3Csvg viewBox='0 0 24 24' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M12 .297c-6.63 0-12 5.373-12 12 0 5.303 3.438 9.8 8.205 11.385.6.113.82-.258.82-.577 0-.285-.01-1.04-.015-2.04-3.338.724-4.042-1.61-4.042-1.61C4.422 18.07 3.633 17.7 3.633 17.7c-1.087-.744.084-.729.084-.729 1.205.084 1.838 1.236 1.838 1.236 1.07 1.835 2.809 1.305 3.495.998.108-.776.417-1.305.76-1.605-2.665-.3-5.466-1.332-5.466-5.93 0-1.31.465-2.38 1.235-3.22-.135-.303-.54-1.523.105-3.176 0 0 1.005-.322 3.3 1.23.96-.267 1.98-.399 3-.405 1.02.006 2.04.138 3 .405 2.28-1.552 3.285-1.23 3.285-1.23.645 1.653.24 2.873.12 3.176.765.84 1.23 1.91 1.23 3.22 0 4.61-2.805 5.625-5.475 5.92.42.36.81 1.096.81 2.22 0 1.606-.015 2.896-.015 3.286 0 .315.21.69.825.57C20.565 22.092 24 17.592 24 12.297c0-6.627-5.373-12-12-12'/%3E%3C/svg%3E")
+    no-repeat;
+}
+
+[data-theme='dark'] .header-github-link::before {
+  background: url("data:image/svg+xml,%3Csvg viewBox='0 0 24 24' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath fill='white' d='M12 .297c-6.63 0-12 5.373-12 12 0 5.303 3.438 9.8 8.205 11.385.6.113.82-.258.82-.577 0-.285-.01-1.04-.015-2.04-3.338.724-4.042-1.61-4.042-1.61C4.422 18.07 3.633 17.7 3.633 17.7c-1.087-.744.084-.729.084-.729 1.205.084 1.838 1.236 1.838 1.236 1.07 1.835 2.809 1.305 3.495.998.108-.776.417-1.305.76-1.605-2.665-.3-5.466-1.332-5.466-5.93 0-1.31.465-2.38 1.235-3.22-.135-.303-.54-1.523.105-3.176 0 0 1.005-.322 3.3 1.23.96-.267 1.98-.399 3-.405 1.02.006 2.04.138 3 .405 2.28-1.552 3.285-1.23 3.285-1.23.645 1.653.24 2.873.12 3.176.765.84 1.23 1.91 1.23 3.22 0 4.61-2.805 5.625-5.475 5.92.42.36.81 1.096.81 2.22 0 1.606-.015 2.896-.015 3.286 0 .315.21.69.825.57C20.565 22.092 24 17.592 24 12.297c0-6.627-5.373-12-12-12'/%3E%3C/svg%3E")
+    no-repeat;
+}
\ No newline at end of file
diff --git a/src/pages/feed.xml.tsx b/src/pages/feed.xml.tsx
new file mode 100644
index 0000000..fa5d46d
--- /dev/null
+++ b/src/pages/feed.xml.tsx
@@ -0,0 +1,7 @@
+import Head from "@docusaurus/Head"
+
+export default () => {
+    return <Head>
+        <meta httpEquiv="Refresh" content="0; url='/atom.xml'"/>
+    </Head>
+}
diff --git a/src/theme/BlogPostPaginator/index.tsx b/src/theme/BlogPostPaginator/index.tsx
new file mode 100644
index 0000000..3e8da78
--- /dev/null
+++ b/src/theme/BlogPostPaginator/index.tsx
@@ -0,0 +1,48 @@
+/**
+ * Docusaurus typically puts the newer post on the left button,
+ * and older posts on the right. This file exists to swap them.
+ */
+import React from 'react';
+import Translate, {translate} from '@docusaurus/Translate';
+import PaginatorNavLink from '@theme/PaginatorNavLink';
+import type {Props} from '@theme/BlogPostPaginator';
+
+export default function BlogPostPaginator(props: Props): JSX.Element {
+  const {nextItem, prevItem} = props;
+
+  return (
+    <nav
+      className="pagination-nav docusaurus-mt-lg"
+      aria-label={translate({
+        id: 'theme.blog.post.paginator.navAriaLabel',
+        message: 'Blog post page navigation',
+        description: 'The ARIA label for the blog posts pagination',
+      })}>
+      {nextItem && (
+        <PaginatorNavLink
+          {...nextItem}
+          subLabel={
+            <Translate
+              id="theme.blog.post.paginator.olderPost"
+              description="The blog post button label to navigate to the older/next post">
+              Older post
+            </Translate>
+          }
+        />
+      )}
+      {prevItem && (
+        <PaginatorNavLink
+          {...prevItem}
+          subLabel={
+            <Translate
+              id="theme.blog.post.paginator.newerPost"
+              description="The blog post button label to navigate to the newer/previous post">
+              Newer post
+            </Translate>
+          }
+          isNext
+        />
+      )}
+    </nav>
+  );
+}
diff --git a/src/theme/BlogSidebar/Content/index.tsx b/src/theme/BlogSidebar/Content/index.tsx
new file mode 100644
index 0000000..2ebf4a9
--- /dev/null
+++ b/src/theme/BlogSidebar/Content/index.tsx
@@ -0,0 +1,120 @@
+/**
+ * Use post titles to infer blog post series
+ */
+import React, { memo, type ReactNode } from 'react';
+import Heading, { HeadingType } from '@theme/Heading';
+import type { Props } from '@theme/BlogSidebar/Content';
+import { BlogSidebarItem } from '@docusaurus/plugin-content-blog';
+
+
+function BlogSidebarGroup({ title, headingType, children }: { title: string, headingType: HeadingType, children: ReactNode }) {
+  return (
+    <div role="group">
+      <Heading as={headingType}>
+        {title}
+      </Heading>
+      {children}
+    </div>
+  );
+}
+
+function groupBySeries(items: BlogSidebarItem[], ListComponent: Props["ListComponent"]) {
+  var returnItems = [];
+  var seriesItems: BlogSidebarItem[] = [];
+
+  function flushSeries() {
+    if (seriesItems.length === 0) {
+      return;
+    }
+
+    const seriesTitle = seriesItems[0].title.split(":")[0];
+
+    // Strip the series name from the titles
+    seriesItems = seriesItems.map(item => {
+      return {
+        ...item,
+        title: item.title.split(":")[1].trim(),
+      }
+    });
+
+    // Reverse the display ordering - normally blog items are shown in descending time order,
+    // but for a series, we want to show ascending order
+    seriesItems = seriesItems.reverse();
+
+    returnItems.push(<>
+      <BlogSidebarGroup title={seriesTitle} headingType='h4'>
+        <ul>
+          <ListComponent items={seriesItems} />
+        </ul>
+      </BlogSidebarGroup>
+    </>);
+
+    seriesItems = [];
+  }
+
+  for (const item of items) {
+    // If this item is part of a series, begin accumulating
+    if (item.title.includes(":")) {
+      seriesItems.push(item);
+      continue;
+    }
+
+    flushSeries();
+
+    returnItems.push(<ListComponent items={[item]} />);
+  }
+
+  flushSeries();
+  return returnItems;
+}
+
+function groupByYear(items: BlogSidebarItem[], ListComponent: Props["ListComponent"]) {
+  var returnItems = [];
+  var yearItems: BlogSidebarItem[] = [];
+
+  function flushSeries() {
+    if (yearItems.length === 0) {
+      return;
+    }
+
+    const yearTitle = new Date(yearItems[0].date).getFullYear();
+    const yearItemsGrouped = groupBySeries(yearItems, ListComponent);
+
+    returnItems.push(<>
+      <BlogSidebarGroup title={String(yearTitle)} headingType='h3'>
+        {yearItemsGrouped}
+      </BlogSidebarGroup>
+    </>);
+
+    yearItems = [];
+  }
+
+  for (const item of items) {
+    if (yearItems.length === 0) {
+      yearItems.push(item);
+      continue;
+    }
+
+    const itemYear = new Date(item.date).getFullYear();
+    const currentYear = new Date(yearItems[0].date).getFullYear();
+
+    if (itemYear !== currentYear) {
+      flushSeries();
+    }
+
+    yearItems.push(item);
+  }
+
+  flushSeries();
+  return returnItems;
+}
+
+function BlogSidebarContent({
+  items,
+  yearGroupHeadingClassName,
+  ListComponent,
+}: Props): ReactNode {
+  return groupByYear(items, ListComponent);
+}
+
+export default memo(BlogSidebarContent);
diff --git a/static/.nojekyll b/static/.nojekyll
new file mode 100644
index 0000000..e69de29
diff --git a/static/CNAME b/static/CNAME
new file mode 100644
index 0000000..13be74a
--- /dev/null
+++ b/static/CNAME
@@ -0,0 +1 @@
+speice.io
\ No newline at end of file
diff --git a/static/img/favicon.ico b/static/img/favicon.ico
new file mode 100644
index 0000000..ab628be
Binary files /dev/null and b/static/img/favicon.ico differ
diff --git a/static/img/logo-dark.svg b/static/img/logo-dark.svg
new file mode 100644
index 0000000..07655cf
--- /dev/null
+++ b/static/img/logo-dark.svg
@@ -0,0 +1,148 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg
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+   height="48"
+   viewBox="0 0 12.7 12.7"
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+   inkscape:version="1.3.1 (9b9bdc1480, 2023-11-25, custom)"
+   sodipodi:docname="logo-dark.svg"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg">
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+     pagecolor="#ffffff"
+     bordercolor="#000000"
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+     inkscape:showpageshadow="2"
+     inkscape:pageopacity="0.0"
+     inkscape:pagecheckerboard="0"
+     inkscape:deskcolor="#d1d1d1"
+     inkscape:document-units="px"
+     inkscape:zoom="7.2045964"
+     inkscape:cx="31.438264"
+     inkscape:cy="16.378433"
+     inkscape:window-width="1452"
+     inkscape:window-height="1203"
+     inkscape:window-x="598"
+     inkscape:window-y="76"
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+     inkscape:current-layer="layer1" />
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+       effect="powermask"
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+       hide_mask="false"
+       background="true"
+       background_color="#ffffffff" />
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+       id="mask-powermask-path-effect1_inverse"
+       inkscape:label="filtermask-powermask-path-effect1"
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+         in="fbSourceGraphic" />
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+    <mask
+       maskUnits="userSpaceOnUse"
+       id="mask-powermask-path-effect12">
+      <path
+         id="mask-powermask-path-effect12_box"
+         style="fill:#ffffff;fill-opacity:1"
+         d="M -1,-1 H 13.7 V 13.7 H -1 Z" />
+      <g
+         id="g12"
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+         style="">
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+           id="path9"
+           style="mix-blend-mode:normal;stroke-width:0.0225112"
+           d="M 12.7,6.3500001 V 12.7 H 6.3500001"
+           sodipodi:nodetypes="ccc" />
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+           id="path10"
+           style="mix-blend-mode:normal;stroke-width:0.0112556"
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+           id="path11"
+           style="mix-blend-mode:normal;stroke-width:0.0112556"
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+           style="mix-blend-mode:normal;stroke-width:0.0112556"
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+    </mask>
+    <filter
+       id="mask-powermask-path-effect12_inverse"
+       inkscape:label="filtermask-powermask-path-effect12"
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+       width="100"
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+       y="-50">
+      <feColorMatrix
+         id="mask-powermask-path-effect12_primitive1"
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+         values="-1 0 0 0 1 0 -1 0 0 1 0 0 -1 0 1 0 0 0 1 0 "
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+  </defs>
+  <g
+     inkscape:label="Layer 1"
+     inkscape:groupmode="layer"
+     id="layer1">
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+       id="rect1"
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+       d="M 0,12.7 V 0 h 12.7"
+       sodipodi:nodetypes="ccc"
+       mask="url(#mask-powermask-path-effect12)"
+       inkscape:path-effect="#path-effect12"
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+  </g>
+</svg>
diff --git a/static/img/logo.svg b/static/img/logo.svg
new file mode 100644
index 0000000..4f9a182
--- /dev/null
+++ b/static/img/logo.svg
@@ -0,0 +1,148 @@
+<?xml version="1.0" encoding="UTF-8" standalone="no"?>
+<!-- Created with Inkscape (http://www.inkscape.org/) -->
+
+<svg
+   width="48"
+   height="48"
+   viewBox="0 0 12.7 12.7"
+   version="1.1"
+   id="svg1"
+   inkscape:version="1.3.1 (9b9bdc1480, 2023-11-25, custom)"
+   sodipodi:docname="gasket.svg"
+   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
+   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns="http://www.w3.org/2000/svg"
+   xmlns:svg="http://www.w3.org/2000/svg">
+  <sodipodi:namedview
+     id="namedview1"
+     pagecolor="#ffffff"
+     bordercolor="#000000"
+     borderopacity="0.25"
+     inkscape:showpageshadow="2"
+     inkscape:pageopacity="0.0"
+     inkscape:pagecheckerboard="0"
+     inkscape:deskcolor="#d1d1d1"
+     inkscape:document-units="px"
+     inkscape:zoom="7.2045964"
+     inkscape:cx="31.438264"
+     inkscape:cy="16.378433"
+     inkscape:window-width="1452"
+     inkscape:window-height="1203"
+     inkscape:window-x="598"
+     inkscape:window-y="76"
+     inkscape:window-maximized="0"
+     inkscape:current-layer="layer1" />
+  <defs
+     id="defs1">
+    <inkscape:path-effect
+       effect="powermask"
+       id="path-effect12"
+       is_visible="true"
+       lpeversion="1"
+       uri="#mask-powermask-path-effect12"
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+       hide_mask="false"
+       background="true"
+       background_color="#ffffffff" />
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+       id="mask-powermask-path-effect1_inverse"
+       inkscape:label="filtermask-powermask-path-effect1"
+       style="color-interpolation-filters:sRGB"
+       height="100"
+       width="100"
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+       y="-50">
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+         values="-1 0 0 0 1 0 -1 0 0 1 0 0 -1 0 1 0 0 0 1 0 "
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+    <filter
+       id="mask-powermask-path-effect1-1_inverse"
+       inkscape:label="filtermask-powermask-path-effect1-1"
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+         values="-1 0 0 0 1 0 -1 0 0 1 0 0 -1 0 1 0 0 0 1 0 "
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+    <mask
+       maskUnits="userSpaceOnUse"
+       id="mask-powermask-path-effect12">
+      <path
+         id="mask-powermask-path-effect12_box"
+         style="fill:#ffffff;fill-opacity:1"
+         d="M -1,-1 H 13.7 V 13.7 H -1 Z" />
+      <g
+         id="g12"
+         transform="translate(-6.3500001,-6.3500001)"
+         style="">
+        <path
+           id="path9"
+           style="mix-blend-mode:normal;stroke-width:0.0225112"
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+           style="mix-blend-mode:normal;stroke-width:0.0112556"
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+  </defs>
+  <g
+     inkscape:label="Layer 1"
+     inkscape:groupmode="layer"
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diff --git a/tsconfig.json b/tsconfig.json
new file mode 100644
index 0000000..314eab8
--- /dev/null
+++ b/tsconfig.json
@@ -0,0 +1,7 @@
+{
+  // This file is not used in compilation. It is here just for a nice editor experience.
+  "extends": "@docusaurus/tsconfig",
+  "compilerOptions": {
+    "baseUrl": "."
+  }
+}